diff --git "a/trainer_log.jsonl" "b/trainer_log.jsonl" new file mode 100644--- /dev/null +++ "b/trainer_log.jsonl" @@ -0,0 +1,9041 @@ +{"current_steps": 5, "total_steps": 45204, "loss": 0.3378, "learning_rate": 1.9999999396251563e-05, "epoch": 0.00011060764151326001, "percentage": 0.01, "elapsed_time": "0:00:10", "remaining_time": "1 day, 2:18:13"} +{"current_steps": 10, "total_steps": 45204, "loss": 0.4038, "learning_rate": 1.9999997585006317e-05, "epoch": 0.00022121528302652003, "percentage": 0.02, "elapsed_time": "0:00:22", "remaining_time": "1 day, 4:36:48"} +{"current_steps": 15, "total_steps": 45204, "loss": 0.4215, "learning_rate": 1.9999994566264482e-05, "epoch": 0.00033182292453978003, "percentage": 0.03, "elapsed_time": "0:00:33", "remaining_time": "1 day, 4:19:53"} +{"current_steps": 20, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.999999034002642e-05, "epoch": 0.00044243056605304006, "percentage": 0.04, "elapsed_time": "0:00:44", "remaining_time": "1 day, 4:01:37"} +{"current_steps": 25, "total_steps": 45204, "loss": 0.5017, "learning_rate": 1.999998490629265e-05, "epoch": 0.0005530382075663, "percentage": 0.06, "elapsed_time": "0:00:57", "remaining_time": "1 day, 4:56:36"} +{"current_steps": 30, "total_steps": 45204, "loss": 0.2771, "learning_rate": 1.999997826506382e-05, "epoch": 0.0006636458490795601, "percentage": 0.07, "elapsed_time": "0:01:07", "remaining_time": "1 day, 4:05:09"} +{"current_steps": 35, "total_steps": 45204, "loss": 0.4143, "learning_rate": 1.999997041634074e-05, "epoch": 0.0007742534905928201, "percentage": 0.08, "elapsed_time": "0:01:16", "remaining_time": "1 day, 3:32:30"} +{"current_steps": 40, "total_steps": 45204, "loss": 0.3562, "learning_rate": 1.9999961360124343e-05, "epoch": 0.0008848611321060801, "percentage": 0.09, "elapsed_time": "0:01:27", "remaining_time": "1 day, 3:31:00"} +{"current_steps": 45, "total_steps": 45204, "loss": 0.3195, "learning_rate": 1.999995109641574e-05, "epoch": 0.00099546877361934, "percentage": 0.1, "elapsed_time": "0:01:37", "remaining_time": "1 day, 3:14:29"} +{"current_steps": 50, "total_steps": 45204, "loss": 0.4909, "learning_rate": 1.999993962521616e-05, "epoch": 0.0011060764151326, "percentage": 0.11, "elapsed_time": "0:01:48", "remaining_time": "1 day, 3:19:26"} +{"current_steps": 55, "total_steps": 45204, "loss": 0.5486, "learning_rate": 1.9999926946526988e-05, "epoch": 0.00121668405664586, "percentage": 0.12, "elapsed_time": "0:02:00", "remaining_time": "1 day, 3:31:50"} +{"current_steps": 60, "total_steps": 45204, "loss": 0.4657, "learning_rate": 1.999991306034976e-05, "epoch": 0.0013272916981591201, "percentage": 0.13, "elapsed_time": "0:02:10", "remaining_time": "1 day, 3:17:30"} +{"current_steps": 65, "total_steps": 45204, "loss": 0.4657, "learning_rate": 1.999989796668615e-05, "epoch": 0.0014378993396723801, "percentage": 0.14, "elapsed_time": "0:02:21", "remaining_time": "1 day, 3:21:04"} +{"current_steps": 70, "total_steps": 45204, "loss": 0.3327, "learning_rate": 1.9999881665537977e-05, "epoch": 0.0015485069811856402, "percentage": 0.15, "elapsed_time": "0:02:31", "remaining_time": "1 day, 3:06:57"} +{"current_steps": 75, "total_steps": 45204, "loss": 0.2447, "learning_rate": 1.999986415690722e-05, "epoch": 0.0016591146226989002, "percentage": 0.17, "elapsed_time": "0:02:40", "remaining_time": "1 day, 2:48:21"} +{"current_steps": 80, "total_steps": 45204, "loss": 0.506, "learning_rate": 1.999984544079598e-05, "epoch": 0.0017697222642121602, "percentage": 0.18, "elapsed_time": "0:02:51", "remaining_time": "1 day, 2:54:15"} +{"current_steps": 85, "total_steps": 45204, "loss": 0.3804, "learning_rate": 1.9999825517206527e-05, "epoch": 0.0018803299057254203, "percentage": 0.19, "elapsed_time": "0:03:02", "remaining_time": "1 day, 2:57:04"} +{"current_steps": 90, "total_steps": 45204, "loss": 0.3776, "learning_rate": 1.999980438614126e-05, "epoch": 0.00199093754723868, "percentage": 0.2, "elapsed_time": "0:03:11", "remaining_time": "1 day, 2:43:45"} +{"current_steps": 95, "total_steps": 45204, "loss": 0.1751, "learning_rate": 1.9999782047602735e-05, "epoch": 0.00210154518875194, "percentage": 0.21, "elapsed_time": "0:03:20", "remaining_time": "1 day, 2:29:49"} +{"current_steps": 100, "total_steps": 45204, "loss": 0.329, "learning_rate": 1.999975850159365e-05, "epoch": 0.0022121528302652, "percentage": 0.22, "elapsed_time": "0:03:32", "remaining_time": "1 day, 2:39:11"} +{"current_steps": 105, "total_steps": 45204, "loss": 0.3834, "learning_rate": 1.9999733748116844e-05, "epoch": 0.00232276047177846, "percentage": 0.23, "elapsed_time": "0:03:45", "remaining_time": "1 day, 2:53:01"} +{"current_steps": 110, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.9999707787175308e-05, "epoch": 0.00243336811329172, "percentage": 0.24, "elapsed_time": "0:03:57", "remaining_time": "1 day, 3:02:26"} +{"current_steps": 115, "total_steps": 45204, "loss": 0.4204, "learning_rate": 1.9999680618772174e-05, "epoch": 0.00254397575480498, "percentage": 0.25, "elapsed_time": "0:04:07", "remaining_time": "1 day, 2:55:11"} +{"current_steps": 120, "total_steps": 45204, "loss": 0.3478, "learning_rate": 1.999965224291073e-05, "epoch": 0.0026545833963182402, "percentage": 0.27, "elapsed_time": "0:04:17", "remaining_time": "1 day, 2:55:26"} +{"current_steps": 125, "total_steps": 45204, "loss": 0.4217, "learning_rate": 1.9999622659594396e-05, "epoch": 0.0027651910378315003, "percentage": 0.28, "elapsed_time": "0:04:30", "remaining_time": "1 day, 3:06:48"} +{"current_steps": 130, "total_steps": 45204, "loss": 0.4486, "learning_rate": 1.9999591868826745e-05, "epoch": 0.0028757986793447603, "percentage": 0.29, "elapsed_time": "0:04:40", "remaining_time": "1 day, 3:02:40"} +{"current_steps": 135, "total_steps": 45204, "loss": 0.2951, "learning_rate": 1.9999559870611497e-05, "epoch": 0.0029864063208580203, "percentage": 0.3, "elapsed_time": "0:04:52", "remaining_time": "1 day, 3:06:46"} +{"current_steps": 140, "total_steps": 45204, "loss": 0.305, "learning_rate": 1.9999526664952514e-05, "epoch": 0.0030970139623712803, "percentage": 0.31, "elapsed_time": "0:05:02", "remaining_time": "1 day, 3:00:28"} +{"current_steps": 145, "total_steps": 45204, "loss": 0.3975, "learning_rate": 1.999949225185381e-05, "epoch": 0.0032076216038845404, "percentage": 0.32, "elapsed_time": "0:05:12", "remaining_time": "1 day, 2:58:53"} +{"current_steps": 150, "total_steps": 45204, "loss": 0.3503, "learning_rate": 1.9999456631319534e-05, "epoch": 0.0033182292453978004, "percentage": 0.33, "elapsed_time": "0:05:22", "remaining_time": "1 day, 2:52:33"} +{"current_steps": 155, "total_steps": 45204, "loss": 0.45, "learning_rate": 1.9999419803353988e-05, "epoch": 0.0034288368869110604, "percentage": 0.34, "elapsed_time": "0:05:34", "remaining_time": "1 day, 3:01:08"} +{"current_steps": 160, "total_steps": 45204, "loss": 0.4001, "learning_rate": 1.999938176796162e-05, "epoch": 0.0035394445284243205, "percentage": 0.35, "elapsed_time": "0:05:45", "remaining_time": "1 day, 3:02:25"} +{"current_steps": 165, "total_steps": 45204, "loss": 0.3916, "learning_rate": 1.999934252514703e-05, "epoch": 0.0036500521699375805, "percentage": 0.37, "elapsed_time": "0:05:57", "remaining_time": "1 day, 3:05:03"} +{"current_steps": 170, "total_steps": 45204, "loss": 0.3166, "learning_rate": 1.9999302074914944e-05, "epoch": 0.0037606598114508405, "percentage": 0.38, "elapsed_time": "0:06:07", "remaining_time": "1 day, 3:01:02"} +{"current_steps": 175, "total_steps": 45204, "loss": 0.3916, "learning_rate": 1.9999260417270253e-05, "epoch": 0.0038712674529641005, "percentage": 0.39, "elapsed_time": "0:06:16", "remaining_time": "1 day, 2:55:40"} +{"current_steps": 180, "total_steps": 45204, "loss": 0.4038, "learning_rate": 1.999921755221799e-05, "epoch": 0.00398187509447736, "percentage": 0.4, "elapsed_time": "0:06:30", "remaining_time": "1 day, 3:06:39"} +{"current_steps": 185, "total_steps": 45204, "loss": 0.4129, "learning_rate": 1.9999173479763327e-05, "epoch": 0.004092482735990621, "percentage": 0.41, "elapsed_time": "0:06:41", "remaining_time": "1 day, 3:07:22"} +{"current_steps": 190, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.9999128199911583e-05, "epoch": 0.00420309037750388, "percentage": 0.42, "elapsed_time": "0:06:53", "remaining_time": "1 day, 3:13:55"} +{"current_steps": 195, "total_steps": 45204, "loss": 0.2239, "learning_rate": 1.999908171266823e-05, "epoch": 0.004313698019017141, "percentage": 0.43, "elapsed_time": "0:07:02", "remaining_time": "1 day, 3:04:58"} +{"current_steps": 200, "total_steps": 45204, "loss": 0.4015, "learning_rate": 1.9999034018038884e-05, "epoch": 0.0044243056605304, "percentage": 0.44, "elapsed_time": "0:07:15", "remaining_time": "1 day, 3:11:54"} +{"current_steps": 205, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.9998985116029296e-05, "epoch": 0.004534913302043661, "percentage": 0.45, "elapsed_time": "0:07:26", "remaining_time": "1 day, 3:12:04"} +{"current_steps": 210, "total_steps": 45204, "loss": 0.3992, "learning_rate": 1.999893500664538e-05, "epoch": 0.00464552094355692, "percentage": 0.46, "elapsed_time": "0:07:36", "remaining_time": "1 day, 3:09:15"} +{"current_steps": 215, "total_steps": 45204, "loss": 0.3054, "learning_rate": 1.9998883689893173e-05, "epoch": 0.004756128585070181, "percentage": 0.48, "elapsed_time": "0:07:49", "remaining_time": "1 day, 3:16:33"} +{"current_steps": 220, "total_steps": 45204, "loss": 0.3243, "learning_rate": 1.9998831165778883e-05, "epoch": 0.00486673622658344, "percentage": 0.49, "elapsed_time": "0:07:59", "remaining_time": "1 day, 3:15:02"} +{"current_steps": 225, "total_steps": 45204, "loss": 0.3918, "learning_rate": 1.9998777434308855e-05, "epoch": 0.004977343868096701, "percentage": 0.5, "elapsed_time": "0:08:10", "remaining_time": "1 day, 3:13:41"} +{"current_steps": 230, "total_steps": 45204, "loss": 0.4307, "learning_rate": 1.999872249548957e-05, "epoch": 0.00508795150960996, "percentage": 0.51, "elapsed_time": "0:08:22", "remaining_time": "1 day, 3:18:41"} +{"current_steps": 235, "total_steps": 45204, "loss": 0.3182, "learning_rate": 1.999866634932766e-05, "epoch": 0.005198559151123221, "percentage": 0.52, "elapsed_time": "0:08:34", "remaining_time": "1 day, 3:20:50"} +{"current_steps": 240, "total_steps": 45204, "loss": 0.4226, "learning_rate": 1.999860899582991e-05, "epoch": 0.0053091667926364805, "percentage": 0.53, "elapsed_time": "0:08:44", "remaining_time": "1 day, 3:17:15"} +{"current_steps": 245, "total_steps": 45204, "loss": 0.3332, "learning_rate": 1.9998550435003245e-05, "epoch": 0.005419774434149741, "percentage": 0.54, "elapsed_time": "0:08:53", "remaining_time": "1 day, 3:11:04"} +{"current_steps": 250, "total_steps": 45204, "loss": 0.4352, "learning_rate": 1.9998490666854736e-05, "epoch": 0.0055303820756630005, "percentage": 0.55, "elapsed_time": "0:09:05", "remaining_time": "1 day, 3:13:51"} +{"current_steps": 255, "total_steps": 45204, "loss": 0.3897, "learning_rate": 1.9998429691391593e-05, "epoch": 0.005640989717176261, "percentage": 0.56, "elapsed_time": "0:09:17", "remaining_time": "1 day, 3:17:43"} +{"current_steps": 260, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.999836750862119e-05, "epoch": 0.005751597358689521, "percentage": 0.58, "elapsed_time": "0:09:29", "remaining_time": "1 day, 3:21:13"} +{"current_steps": 265, "total_steps": 45204, "loss": 0.3479, "learning_rate": 1.999830411855103e-05, "epoch": 0.005862205000202781, "percentage": 0.59, "elapsed_time": "0:09:40", "remaining_time": "1 day, 3:20:08"} +{"current_steps": 270, "total_steps": 45204, "loss": 0.3783, "learning_rate": 1.9998239521188762e-05, "epoch": 0.005972812641716041, "percentage": 0.6, "elapsed_time": "0:09:51", "remaining_time": "1 day, 3:19:59"} +{"current_steps": 275, "total_steps": 45204, "loss": 0.4609, "learning_rate": 1.9998173716542196e-05, "epoch": 0.006083420283229301, "percentage": 0.61, "elapsed_time": "0:10:01", "remaining_time": "1 day, 3:17:41"} +{"current_steps": 280, "total_steps": 45204, "loss": 0.4884, "learning_rate": 1.9998106704619272e-05, "epoch": 0.006194027924742561, "percentage": 0.62, "elapsed_time": "0:10:12", "remaining_time": "1 day, 3:18:28"} +{"current_steps": 285, "total_steps": 45204, "loss": 0.4833, "learning_rate": 1.999803848542808e-05, "epoch": 0.006304635566255821, "percentage": 0.63, "elapsed_time": "0:10:24", "remaining_time": "1 day, 3:20:16"} +{"current_steps": 290, "total_steps": 45204, "loss": 0.2032, "learning_rate": 1.9997969058976867e-05, "epoch": 0.006415243207769081, "percentage": 0.64, "elapsed_time": "0:10:34", "remaining_time": "1 day, 3:18:51"} +{"current_steps": 295, "total_steps": 45204, "loss": 0.4916, "learning_rate": 1.9997898425274008e-05, "epoch": 0.00652585084928234, "percentage": 0.65, "elapsed_time": "0:10:45", "remaining_time": "1 day, 3:18:15"} +{"current_steps": 300, "total_steps": 45204, "loss": 0.3415, "learning_rate": 1.9997826584328028e-05, "epoch": 0.006636458490795601, "percentage": 0.66, "elapsed_time": "0:10:55", "remaining_time": "1 day, 3:15:06"} +{"current_steps": 305, "total_steps": 45204, "loss": 0.4739, "learning_rate": 1.9997753536147612e-05, "epoch": 0.00674706613230886, "percentage": 0.67, "elapsed_time": "0:11:09", "remaining_time": "1 day, 3:21:42"} +{"current_steps": 310, "total_steps": 45204, "loss": 0.3517, "learning_rate": 1.999767928074158e-05, "epoch": 0.006857673773822121, "percentage": 0.69, "elapsed_time": "0:11:19", "remaining_time": "1 day, 3:20:19"} +{"current_steps": 315, "total_steps": 45204, "loss": 0.5321, "learning_rate": 1.9997603818118886e-05, "epoch": 0.0069682814153353805, "percentage": 0.7, "elapsed_time": "0:11:32", "remaining_time": "1 day, 3:25:28"} +{"current_steps": 320, "total_steps": 45204, "loss": 0.4217, "learning_rate": 1.9997527148288655e-05, "epoch": 0.007078889056848641, "percentage": 0.71, "elapsed_time": "0:11:45", "remaining_time": "1 day, 3:28:40"} +{"current_steps": 325, "total_steps": 45204, "loss": 0.4832, "learning_rate": 1.999744927126014e-05, "epoch": 0.0071894966983619005, "percentage": 0.72, "elapsed_time": "0:11:57", "remaining_time": "1 day, 3:30:18"} +{"current_steps": 330, "total_steps": 45204, "loss": 0.3479, "learning_rate": 1.9997370187042744e-05, "epoch": 0.007300104339875161, "percentage": 0.73, "elapsed_time": "0:12:09", "remaining_time": "1 day, 3:32:17"} +{"current_steps": 335, "total_steps": 45204, "loss": 0.3709, "learning_rate": 1.999728989564602e-05, "epoch": 0.0074107119813884206, "percentage": 0.74, "elapsed_time": "0:12:20", "remaining_time": "1 day, 3:33:58"} +{"current_steps": 340, "total_steps": 45204, "loss": 0.4539, "learning_rate": 1.9997208397079658e-05, "epoch": 0.007521319622901681, "percentage": 0.75, "elapsed_time": "0:12:33", "remaining_time": "1 day, 3:36:46"} +{"current_steps": 345, "total_steps": 45204, "loss": 0.3611, "learning_rate": 1.9997125691353503e-05, "epoch": 0.007631927264414941, "percentage": 0.76, "elapsed_time": "0:12:44", "remaining_time": "1 day, 3:37:18"} +{"current_steps": 350, "total_steps": 45204, "loss": 0.3928, "learning_rate": 1.9997041778477537e-05, "epoch": 0.007742534905928201, "percentage": 0.77, "elapsed_time": "0:12:55", "remaining_time": "1 day, 3:35:49"} +{"current_steps": 355, "total_steps": 45204, "loss": 0.294, "learning_rate": 1.99969566584619e-05, "epoch": 0.00785314254744146, "percentage": 0.79, "elapsed_time": "0:13:05", "remaining_time": "1 day, 3:34:22"} +{"current_steps": 360, "total_steps": 45204, "loss": 0.3864, "learning_rate": 1.9996870331316862e-05, "epoch": 0.00796375018895472, "percentage": 0.8, "elapsed_time": "0:13:16", "remaining_time": "1 day, 3:32:53"} +{"current_steps": 365, "total_steps": 45204, "loss": 0.3803, "learning_rate": 1.9996782797052852e-05, "epoch": 0.008074357830467982, "percentage": 0.81, "elapsed_time": "0:13:26", "remaining_time": "1 day, 3:31:52"} +{"current_steps": 370, "total_steps": 45204, "loss": 0.4421, "learning_rate": 1.9996694055680437e-05, "epoch": 0.008184965471981241, "percentage": 0.82, "elapsed_time": "0:13:39", "remaining_time": "1 day, 3:35:36"} +{"current_steps": 375, "total_steps": 45204, "loss": 0.4134, "learning_rate": 1.9996604107210338e-05, "epoch": 0.0082955731134945, "percentage": 0.83, "elapsed_time": "0:13:52", "remaining_time": "1 day, 3:38:38"} +{"current_steps": 380, "total_steps": 45204, "loss": 0.3653, "learning_rate": 1.999651295165341e-05, "epoch": 0.00840618075500776, "percentage": 0.84, "elapsed_time": "0:14:03", "remaining_time": "1 day, 3:38:12"} +{"current_steps": 385, "total_steps": 45204, "loss": 0.1995, "learning_rate": 1.9996420589020662e-05, "epoch": 0.008516788396521022, "percentage": 0.85, "elapsed_time": "0:14:11", "remaining_time": "1 day, 3:31:39"} +{"current_steps": 390, "total_steps": 45204, "loss": 0.4858, "learning_rate": 1.9996327019323245e-05, "epoch": 0.008627396038034281, "percentage": 0.86, "elapsed_time": "0:14:25", "remaining_time": "1 day, 3:36:59"} +{"current_steps": 395, "total_steps": 45204, "loss": 0.4554, "learning_rate": 1.9996232242572463e-05, "epoch": 0.008738003679547541, "percentage": 0.87, "elapsed_time": "0:14:36", "remaining_time": "1 day, 3:37:18"} +{"current_steps": 400, "total_steps": 45204, "loss": 0.4385, "learning_rate": 1.9996136258779755e-05, "epoch": 0.0088486113210608, "percentage": 0.88, "elapsed_time": "0:14:48", "remaining_time": "1 day, 3:37:58"} +{"current_steps": 405, "total_steps": 45204, "loss": 0.516, "learning_rate": 1.999603906795671e-05, "epoch": 0.008959218962574062, "percentage": 0.9, "elapsed_time": "0:15:01", "remaining_time": "1 day, 3:41:15"} +{"current_steps": 410, "total_steps": 45204, "loss": 0.3246, "learning_rate": 1.9995940670115072e-05, "epoch": 0.009069826604087321, "percentage": 0.91, "elapsed_time": "0:15:11", "remaining_time": "1 day, 3:39:03"} +{"current_steps": 415, "total_steps": 45204, "loss": 0.3182, "learning_rate": 1.9995841065266716e-05, "epoch": 0.009180434245600581, "percentage": 0.92, "elapsed_time": "0:15:21", "remaining_time": "1 day, 3:38:07"} +{"current_steps": 420, "total_steps": 45204, "loss": 0.4367, "learning_rate": 1.9995740253423664e-05, "epoch": 0.00929104188711384, "percentage": 0.93, "elapsed_time": "0:15:33", "remaining_time": "1 day, 3:39:43"} +{"current_steps": 425, "total_steps": 45204, "loss": 0.323, "learning_rate": 1.9995638234598104e-05, "epoch": 0.009401649528627102, "percentage": 0.94, "elapsed_time": "0:15:43", "remaining_time": "1 day, 3:36:03"} +{"current_steps": 430, "total_steps": 45204, "loss": 0.3386, "learning_rate": 1.999553500880234e-05, "epoch": 0.009512257170140362, "percentage": 0.95, "elapsed_time": "0:15:52", "remaining_time": "1 day, 3:33:12"} +{"current_steps": 435, "total_steps": 45204, "loss": 0.3996, "learning_rate": 1.9995430576048846e-05, "epoch": 0.009622864811653621, "percentage": 0.96, "elapsed_time": "0:16:02", "remaining_time": "1 day, 3:30:17"} +{"current_steps": 440, "total_steps": 45204, "loss": 0.2565, "learning_rate": 1.9995324936350227e-05, "epoch": 0.00973347245316688, "percentage": 0.97, "elapsed_time": "0:16:12", "remaining_time": "1 day, 3:29:48"} +{"current_steps": 445, "total_steps": 45204, "loss": 0.4414, "learning_rate": 1.999521808971924e-05, "epoch": 0.00984408009468014, "percentage": 0.98, "elapsed_time": "0:16:25", "remaining_time": "1 day, 3:32:05"} +{"current_steps": 450, "total_steps": 45204, "loss": 0.3735, "learning_rate": 1.999511003616879e-05, "epoch": 0.009954687736193402, "percentage": 1.0, "elapsed_time": "0:16:36", "remaining_time": "1 day, 3:31:49"} +{"current_steps": 455, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.999500077571192e-05, "epoch": 0.010065295377706661, "percentage": 1.01, "elapsed_time": "0:16:46", "remaining_time": "1 day, 3:29:31"} +{"current_steps": 460, "total_steps": 45204, "loss": 0.2899, "learning_rate": 1.9994890308361826e-05, "epoch": 0.01017590301921992, "percentage": 1.02, "elapsed_time": "0:16:56", "remaining_time": "1 day, 3:27:32"} +{"current_steps": 465, "total_steps": 45204, "loss": 0.4587, "learning_rate": 1.9994778634131843e-05, "epoch": 0.01028651066073318, "percentage": 1.03, "elapsed_time": "0:17:10", "remaining_time": "1 day, 3:31:44"} +{"current_steps": 470, "total_steps": 45204, "loss": 0.4436, "learning_rate": 1.9994665753035463e-05, "epoch": 0.010397118302246442, "percentage": 1.04, "elapsed_time": "0:17:20", "remaining_time": "1 day, 3:31:05"} +{"current_steps": 475, "total_steps": 45204, "loss": 0.3797, "learning_rate": 1.999455166508631e-05, "epoch": 0.010507725943759701, "percentage": 1.05, "elapsed_time": "0:17:32", "remaining_time": "1 day, 3:31:22"} +{"current_steps": 480, "total_steps": 45204, "loss": 0.4282, "learning_rate": 1.999443637029816e-05, "epoch": 0.010618333585272961, "percentage": 1.06, "elapsed_time": "0:17:44", "remaining_time": "1 day, 3:33:13"} +{"current_steps": 485, "total_steps": 45204, "loss": 0.3442, "learning_rate": 1.999431986868494e-05, "epoch": 0.01072894122678622, "percentage": 1.07, "elapsed_time": "0:17:57", "remaining_time": "1 day, 3:35:26"} +{"current_steps": 490, "total_steps": 45204, "loss": 0.4896, "learning_rate": 1.9994202160260712e-05, "epoch": 0.010839548868299482, "percentage": 1.08, "elapsed_time": "0:18:09", "remaining_time": "1 day, 3:36:25"} +{"current_steps": 495, "total_steps": 45204, "loss": 0.2856, "learning_rate": 1.9994083245039692e-05, "epoch": 0.010950156509812741, "percentage": 1.1, "elapsed_time": "0:18:18", "remaining_time": "1 day, 3:33:22"} +{"current_steps": 500, "total_steps": 45204, "loss": 0.267, "learning_rate": 1.999396312303624e-05, "epoch": 0.011060764151326001, "percentage": 1.11, "elapsed_time": "0:18:30", "remaining_time": "1 day, 3:34:26"} +{"current_steps": 505, "total_steps": 45204, "loss": 0.4266, "learning_rate": 1.999384179426486e-05, "epoch": 0.01117137179283926, "percentage": 1.12, "elapsed_time": "0:18:40", "remaining_time": "1 day, 3:32:16"} +{"current_steps": 510, "total_steps": 45204, "loss": 0.3642, "learning_rate": 1.99937192587402e-05, "epoch": 0.011281979434352522, "percentage": 1.13, "elapsed_time": "0:18:51", "remaining_time": "1 day, 3:32:15"} +{"current_steps": 515, "total_steps": 45204, "loss": 0.3814, "learning_rate": 1.9993595516477056e-05, "epoch": 0.011392587075865782, "percentage": 1.14, "elapsed_time": "0:19:01", "remaining_time": "1 day, 3:31:01"} +{"current_steps": 520, "total_steps": 45204, "loss": 0.4153, "learning_rate": 1.9993470567490373e-05, "epoch": 0.011503194717379041, "percentage": 1.15, "elapsed_time": "0:19:13", "remaining_time": "1 day, 3:31:34"} +{"current_steps": 525, "total_steps": 45204, "loss": 0.451, "learning_rate": 1.9993344411795236e-05, "epoch": 0.0116138023588923, "percentage": 1.16, "elapsed_time": "0:19:26", "remaining_time": "1 day, 3:34:43"} +{"current_steps": 530, "total_steps": 45204, "loss": 0.4178, "learning_rate": 1.999321704940688e-05, "epoch": 0.011724410000405562, "percentage": 1.17, "elapsed_time": "0:19:38", "remaining_time": "1 day, 3:35:43"} +{"current_steps": 535, "total_steps": 45204, "loss": 0.493, "learning_rate": 1.9993088480340686e-05, "epoch": 0.011835017641918822, "percentage": 1.18, "elapsed_time": "0:19:49", "remaining_time": "1 day, 3:35:50"} +{"current_steps": 540, "total_steps": 45204, "loss": 0.3114, "learning_rate": 1.9992958704612175e-05, "epoch": 0.011945625283432081, "percentage": 1.19, "elapsed_time": "0:20:01", "remaining_time": "1 day, 3:36:09"} +{"current_steps": 545, "total_steps": 45204, "loss": 0.5129, "learning_rate": 1.9992827722237015e-05, "epoch": 0.01205623292494534, "percentage": 1.21, "elapsed_time": "0:20:11", "remaining_time": "1 day, 3:34:58"} +{"current_steps": 550, "total_steps": 45204, "loss": 0.4147, "learning_rate": 1.999269553323103e-05, "epoch": 0.012166840566458602, "percentage": 1.22, "elapsed_time": "0:20:23", "remaining_time": "1 day, 3:35:19"} +{"current_steps": 555, "total_steps": 45204, "loss": 0.2715, "learning_rate": 1.9992562137610174e-05, "epoch": 0.012277448207971862, "percentage": 1.23, "elapsed_time": "0:20:32", "remaining_time": "1 day, 3:32:11"} +{"current_steps": 560, "total_steps": 45204, "loss": 0.5162, "learning_rate": 1.9992427535390558e-05, "epoch": 0.012388055849485121, "percentage": 1.24, "elapsed_time": "0:20:45", "remaining_time": "1 day, 3:34:26"} +{"current_steps": 565, "total_steps": 45204, "loss": 0.457, "learning_rate": 1.999229172658844e-05, "epoch": 0.012498663490998381, "percentage": 1.25, "elapsed_time": "0:20:55", "remaining_time": "1 day, 3:33:41"} +{"current_steps": 570, "total_steps": 45204, "loss": 0.4996, "learning_rate": 1.999215471122021e-05, "epoch": 0.012609271132511642, "percentage": 1.26, "elapsed_time": "0:21:07", "remaining_time": "1 day, 3:34:35"} +{"current_steps": 575, "total_steps": 45204, "loss": 0.4139, "learning_rate": 1.9992016489302414e-05, "epoch": 0.012719878774024902, "percentage": 1.27, "elapsed_time": "0:21:19", "remaining_time": "1 day, 3:35:02"} +{"current_steps": 580, "total_steps": 45204, "loss": 0.4506, "learning_rate": 1.9991877060851746e-05, "epoch": 0.012830486415538161, "percentage": 1.28, "elapsed_time": "0:21:29", "remaining_time": "1 day, 3:33:27"} +{"current_steps": 585, "total_steps": 45204, "loss": 0.4664, "learning_rate": 1.9991736425885044e-05, "epoch": 0.012941094057051421, "percentage": 1.29, "elapsed_time": "0:21:40", "remaining_time": "1 day, 3:32:38"} +{"current_steps": 590, "total_steps": 45204, "loss": 0.3991, "learning_rate": 1.9991594584419283e-05, "epoch": 0.01305170169856468, "percentage": 1.31, "elapsed_time": "0:21:50", "remaining_time": "1 day, 3:32:13"} +{"current_steps": 595, "total_steps": 45204, "loss": 0.4247, "learning_rate": 1.9991451536471596e-05, "epoch": 0.013162309340077942, "percentage": 1.32, "elapsed_time": "0:22:01", "remaining_time": "1 day, 3:31:37"} +{"current_steps": 600, "total_steps": 45204, "loss": 0.298, "learning_rate": 1.9991307282059253e-05, "epoch": 0.013272916981591202, "percentage": 1.33, "elapsed_time": "0:22:11", "remaining_time": "1 day, 3:29:56"} +{"current_steps": 605, "total_steps": 45204, "loss": 0.3415, "learning_rate": 1.999116182119967e-05, "epoch": 0.013383524623104461, "percentage": 1.34, "elapsed_time": "0:22:24", "remaining_time": "1 day, 3:32:03"} +{"current_steps": 610, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.9991015153910416e-05, "epoch": 0.01349413226461772, "percentage": 1.35, "elapsed_time": "0:22:35", "remaining_time": "1 day, 3:31:09"} +{"current_steps": 615, "total_steps": 45204, "loss": 0.3032, "learning_rate": 1.9990867280209204e-05, "epoch": 0.013604739906130982, "percentage": 1.36, "elapsed_time": "0:22:46", "remaining_time": "1 day, 3:31:42"} +{"current_steps": 620, "total_steps": 45204, "loss": 0.3114, "learning_rate": 1.999071820011388e-05, "epoch": 0.013715347547644242, "percentage": 1.37, "elapsed_time": "0:22:57", "remaining_time": "1 day, 3:31:11"} +{"current_steps": 625, "total_steps": 45204, "loss": 0.331, "learning_rate": 1.999056791364245e-05, "epoch": 0.013825955189157501, "percentage": 1.38, "elapsed_time": "0:23:08", "remaining_time": "1 day, 3:31:12"} +{"current_steps": 630, "total_steps": 45204, "loss": 0.4168, "learning_rate": 1.9990416420813064e-05, "epoch": 0.013936562830670761, "percentage": 1.39, "elapsed_time": "0:23:18", "remaining_time": "1 day, 3:29:18"} +{"current_steps": 635, "total_steps": 45204, "loss": 0.2163, "learning_rate": 1.9990263721644013e-05, "epoch": 0.014047170472184022, "percentage": 1.4, "elapsed_time": "0:23:28", "remaining_time": "1 day, 3:27:19"} +{"current_steps": 640, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.9990109816153736e-05, "epoch": 0.014157778113697282, "percentage": 1.42, "elapsed_time": "0:23:37", "remaining_time": "1 day, 3:24:28"} +{"current_steps": 645, "total_steps": 45204, "loss": 0.3031, "learning_rate": 1.9989954704360812e-05, "epoch": 0.014268385755210541, "percentage": 1.43, "elapsed_time": "0:23:49", "remaining_time": "1 day, 3:25:44"} +{"current_steps": 650, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.998979838628398e-05, "epoch": 0.014378993396723801, "percentage": 1.44, "elapsed_time": "0:23:59", "remaining_time": "1 day, 3:24:38"} +{"current_steps": 655, "total_steps": 45204, "loss": 0.3318, "learning_rate": 1.9989640861942105e-05, "epoch": 0.014489601038237062, "percentage": 1.45, "elapsed_time": "0:24:10", "remaining_time": "1 day, 3:24:35"} +{"current_steps": 660, "total_steps": 45204, "loss": 0.3742, "learning_rate": 1.9989482131354213e-05, "epoch": 0.014600208679750322, "percentage": 1.46, "elapsed_time": "0:24:24", "remaining_time": "1 day, 3:27:21"} +{"current_steps": 665, "total_steps": 45204, "loss": 0.3655, "learning_rate": 1.9989322194539472e-05, "epoch": 0.014710816321263582, "percentage": 1.47, "elapsed_time": "0:24:35", "remaining_time": "1 day, 3:26:55"} +{"current_steps": 670, "total_steps": 45204, "loss": 0.4259, "learning_rate": 1.9989161051517193e-05, "epoch": 0.014821423962776841, "percentage": 1.48, "elapsed_time": "0:24:47", "remaining_time": "1 day, 3:27:37"} +{"current_steps": 675, "total_steps": 45204, "loss": 0.4833, "learning_rate": 1.9988998702306834e-05, "epoch": 0.014932031604290102, "percentage": 1.49, "elapsed_time": "0:24:59", "remaining_time": "1 day, 3:28:47"} +{"current_steps": 680, "total_steps": 45204, "loss": 0.5029, "learning_rate": 1.9988835146928e-05, "epoch": 0.015042639245803362, "percentage": 1.5, "elapsed_time": "0:25:12", "remaining_time": "1 day, 3:30:43"} +{"current_steps": 685, "total_steps": 45204, "loss": 0.4803, "learning_rate": 1.9988670385400433e-05, "epoch": 0.015153246887316622, "percentage": 1.52, "elapsed_time": "0:25:24", "remaining_time": "1 day, 3:30:57"} +{"current_steps": 690, "total_steps": 45204, "loss": 0.2816, "learning_rate": 1.998850441774404e-05, "epoch": 0.015263854528829881, "percentage": 1.53, "elapsed_time": "0:25:33", "remaining_time": "1 day, 3:29:16"} +{"current_steps": 695, "total_steps": 45204, "loss": 0.3833, "learning_rate": 1.9988337243978853e-05, "epoch": 0.015374462170343143, "percentage": 1.54, "elapsed_time": "0:25:44", "remaining_time": "1 day, 3:28:31"} +{"current_steps": 700, "total_steps": 45204, "loss": 0.3193, "learning_rate": 1.9988168864125058e-05, "epoch": 0.015485069811856402, "percentage": 1.55, "elapsed_time": "0:25:56", "remaining_time": "1 day, 3:28:54"} +{"current_steps": 705, "total_steps": 45204, "loss": 0.4519, "learning_rate": 1.9987999278202994e-05, "epoch": 0.015595677453369662, "percentage": 1.56, "elapsed_time": "0:26:07", "remaining_time": "1 day, 3:28:51"} +{"current_steps": 710, "total_steps": 45204, "loss": 0.401, "learning_rate": 1.9987828486233133e-05, "epoch": 0.01570628509488292, "percentage": 1.57, "elapsed_time": "0:26:19", "remaining_time": "1 day, 3:30:05"} +{"current_steps": 715, "total_steps": 45204, "loss": 0.4744, "learning_rate": 1.9987656488236094e-05, "epoch": 0.015816892736396183, "percentage": 1.58, "elapsed_time": "0:26:31", "remaining_time": "1 day, 3:30:05"} +{"current_steps": 720, "total_steps": 45204, "loss": 0.2742, "learning_rate": 1.9987483284232657e-05, "epoch": 0.01592750037790944, "percentage": 1.59, "elapsed_time": "0:26:41", "remaining_time": "1 day, 3:29:33"} +{"current_steps": 725, "total_steps": 45204, "loss": 0.3769, "learning_rate": 1.9987308874243724e-05, "epoch": 0.016038108019422702, "percentage": 1.6, "elapsed_time": "0:26:53", "remaining_time": "1 day, 3:29:42"} +{"current_steps": 730, "total_steps": 45204, "loss": 0.3718, "learning_rate": 1.9987133258290362e-05, "epoch": 0.016148715660935963, "percentage": 1.61, "elapsed_time": "0:27:02", "remaining_time": "1 day, 3:27:55"} +{"current_steps": 735, "total_steps": 45204, "loss": 0.5563, "learning_rate": 1.9986956436393776e-05, "epoch": 0.01625932330244922, "percentage": 1.63, "elapsed_time": "0:27:12", "remaining_time": "1 day, 3:26:09"} +{"current_steps": 740, "total_steps": 45204, "loss": 0.3668, "learning_rate": 1.9986778408575317e-05, "epoch": 0.016369930943962482, "percentage": 1.64, "elapsed_time": "0:27:22", "remaining_time": "1 day, 3:24:46"} +{"current_steps": 745, "total_steps": 45204, "loss": 0.3729, "learning_rate": 1.998659917485648e-05, "epoch": 0.01648053858547574, "percentage": 1.65, "elapsed_time": "0:27:31", "remaining_time": "1 day, 3:23:04"} +{"current_steps": 750, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.998641873525891e-05, "epoch": 0.016591146226989, "percentage": 1.66, "elapsed_time": "0:27:41", "remaining_time": "1 day, 3:20:59"} +{"current_steps": 755, "total_steps": 45204, "loss": 0.1659, "learning_rate": 1.998623708980439e-05, "epoch": 0.016701753868502263, "percentage": 1.67, "elapsed_time": "0:27:49", "remaining_time": "1 day, 3:18:30"} +{"current_steps": 760, "total_steps": 45204, "loss": 0.4052, "learning_rate": 1.998605423851486e-05, "epoch": 0.01681236151001552, "percentage": 1.68, "elapsed_time": "0:28:00", "remaining_time": "1 day, 3:17:31"} +{"current_steps": 765, "total_steps": 45204, "loss": 0.2629, "learning_rate": 1.99858701814124e-05, "epoch": 0.016922969151528782, "percentage": 1.69, "elapsed_time": "0:28:11", "remaining_time": "1 day, 3:17:31"} +{"current_steps": 770, "total_steps": 45204, "loss": 0.4399, "learning_rate": 1.9985684918519228e-05, "epoch": 0.017033576793042043, "percentage": 1.7, "elapsed_time": "0:28:23", "remaining_time": "1 day, 3:18:34"} +{"current_steps": 775, "total_steps": 45204, "loss": 0.4094, "learning_rate": 1.998549844985772e-05, "epoch": 0.0171441844345553, "percentage": 1.71, "elapsed_time": "0:28:34", "remaining_time": "1 day, 3:18:22"} +{"current_steps": 780, "total_steps": 45204, "loss": 0.3937, "learning_rate": 1.998531077545039e-05, "epoch": 0.017254792076068563, "percentage": 1.73, "elapsed_time": "0:28:47", "remaining_time": "1 day, 3:19:30"} +{"current_steps": 785, "total_steps": 45204, "loss": 0.4058, "learning_rate": 1.9985121895319894e-05, "epoch": 0.01736539971758182, "percentage": 1.74, "elapsed_time": "0:28:57", "remaining_time": "1 day, 3:18:18"} +{"current_steps": 790, "total_steps": 45204, "loss": 0.4402, "learning_rate": 1.998493180948905e-05, "epoch": 0.017476007359095082, "percentage": 1.75, "elapsed_time": "0:29:06", "remaining_time": "1 day, 3:16:43"} +{"current_steps": 795, "total_steps": 45204, "loss": 0.4103, "learning_rate": 1.9984740517980805e-05, "epoch": 0.017586615000608343, "percentage": 1.76, "elapsed_time": "0:29:16", "remaining_time": "1 day, 3:15:10"} +{"current_steps": 800, "total_steps": 45204, "loss": 0.4791, "learning_rate": 1.9984548020818253e-05, "epoch": 0.0176972226421216, "percentage": 1.77, "elapsed_time": "0:29:27", "remaining_time": "1 day, 3:15:14"} +{"current_steps": 805, "total_steps": 45204, "loss": 0.346, "learning_rate": 1.9984354318024648e-05, "epoch": 0.017807830283634862, "percentage": 1.78, "elapsed_time": "0:29:37", "remaining_time": "1 day, 3:13:58"} +{"current_steps": 810, "total_steps": 45204, "loss": 0.4659, "learning_rate": 1.9984159409623374e-05, "epoch": 0.017918437925148124, "percentage": 1.79, "elapsed_time": "0:29:50", "remaining_time": "1 day, 3:15:43"} +{"current_steps": 815, "total_steps": 45204, "loss": 0.4791, "learning_rate": 1.9983963295637964e-05, "epoch": 0.01802904556666138, "percentage": 1.8, "elapsed_time": "0:30:02", "remaining_time": "1 day, 3:15:46"} +{"current_steps": 820, "total_steps": 45204, "loss": 0.3841, "learning_rate": 1.9983765976092106e-05, "epoch": 0.018139653208174643, "percentage": 1.81, "elapsed_time": "0:30:12", "remaining_time": "1 day, 3:14:45"} +{"current_steps": 825, "total_steps": 45204, "loss": 0.264, "learning_rate": 1.9983567451009617e-05, "epoch": 0.0182502608496879, "percentage": 1.83, "elapsed_time": "0:30:22", "remaining_time": "1 day, 3:14:11"} +{"current_steps": 830, "total_steps": 45204, "loss": 0.2206, "learning_rate": 1.9983367720414473e-05, "epoch": 0.018360868491201162, "percentage": 1.84, "elapsed_time": "0:30:30", "remaining_time": "1 day, 3:11:24"} +{"current_steps": 835, "total_steps": 45204, "loss": 0.3592, "learning_rate": 1.9983166784330797e-05, "epoch": 0.018471476132714423, "percentage": 1.85, "elapsed_time": "0:30:40", "remaining_time": "1 day, 3:10:15"} +{"current_steps": 840, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.9982964642782844e-05, "epoch": 0.01858208377422768, "percentage": 1.86, "elapsed_time": "0:30:51", "remaining_time": "1 day, 3:09:58"} +{"current_steps": 845, "total_steps": 45204, "loss": 0.3628, "learning_rate": 1.9982761295795023e-05, "epoch": 0.018692691415740943, "percentage": 1.87, "elapsed_time": "0:31:02", "remaining_time": "1 day, 3:09:41"} +{"current_steps": 850, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.9982556743391894e-05, "epoch": 0.018803299057254204, "percentage": 1.88, "elapsed_time": "0:31:11", "remaining_time": "1 day, 3:08:01"} +{"current_steps": 855, "total_steps": 45204, "loss": 0.4359, "learning_rate": 1.998235098559815e-05, "epoch": 0.01891390669876746, "percentage": 1.89, "elapsed_time": "0:31:21", "remaining_time": "1 day, 3:06:55"} +{"current_steps": 860, "total_steps": 45204, "loss": 0.377, "learning_rate": 1.998214402243864e-05, "epoch": 0.019024514340280723, "percentage": 1.9, "elapsed_time": "0:31:32", "remaining_time": "1 day, 3:06:03"} +{"current_steps": 865, "total_steps": 45204, "loss": 0.4736, "learning_rate": 1.9981935853938355e-05, "epoch": 0.01913512198179398, "percentage": 1.91, "elapsed_time": "0:31:44", "remaining_time": "1 day, 3:07:14"} +{"current_steps": 870, "total_steps": 45204, "loss": 0.3397, "learning_rate": 1.998172648012243e-05, "epoch": 0.019245729623307242, "percentage": 1.92, "elapsed_time": "0:31:53", "remaining_time": "1 day, 3:05:20"} +{"current_steps": 875, "total_steps": 45204, "loss": 0.3479, "learning_rate": 1.9981515901016145e-05, "epoch": 0.019356337264820504, "percentage": 1.94, "elapsed_time": "0:32:04", "remaining_time": "1 day, 3:04:43"} +{"current_steps": 880, "total_steps": 45204, "loss": 0.4562, "learning_rate": 1.998130411664493e-05, "epoch": 0.01946694490633376, "percentage": 1.95, "elapsed_time": "0:32:16", "remaining_time": "1 day, 3:05:30"} +{"current_steps": 885, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.998109112703436e-05, "epoch": 0.019577552547847023, "percentage": 1.96, "elapsed_time": "0:32:28", "remaining_time": "1 day, 3:06:11"} +{"current_steps": 890, "total_steps": 45204, "loss": 0.4387, "learning_rate": 1.9980876932210148e-05, "epoch": 0.01968816018936028, "percentage": 1.97, "elapsed_time": "0:32:37", "remaining_time": "1 day, 3:04:22"} +{"current_steps": 895, "total_steps": 45204, "loss": 0.5119, "learning_rate": 1.9980661532198163e-05, "epoch": 0.019798767830873542, "percentage": 1.98, "elapsed_time": "0:32:50", "remaining_time": "1 day, 3:05:37"} +{"current_steps": 900, "total_steps": 45204, "loss": 0.5431, "learning_rate": 1.998044492702441e-05, "epoch": 0.019909375472386803, "percentage": 1.99, "elapsed_time": "0:33:02", "remaining_time": "1 day, 3:06:35"} +{"current_steps": 905, "total_steps": 45204, "loss": 0.3957, "learning_rate": 1.9980227116715048e-05, "epoch": 0.02001998311390006, "percentage": 2.0, "elapsed_time": "0:33:13", "remaining_time": "1 day, 3:06:01"} +{"current_steps": 910, "total_steps": 45204, "loss": 0.4191, "learning_rate": 1.9980008101296376e-05, "epoch": 0.020130590755413322, "percentage": 2.01, "elapsed_time": "0:33:23", "remaining_time": "1 day, 3:05:17"} +{"current_steps": 915, "total_steps": 45204, "loss": 0.2644, "learning_rate": 1.9979787880794836e-05, "epoch": 0.020241198396926584, "percentage": 2.02, "elapsed_time": "0:33:32", "remaining_time": "1 day, 3:03:37"} +{"current_steps": 920, "total_steps": 45204, "loss": 0.5107, "learning_rate": 1.9979566455237025e-05, "epoch": 0.02035180603843984, "percentage": 2.04, "elapsed_time": "0:33:45", "remaining_time": "1 day, 3:04:50"} +{"current_steps": 925, "total_steps": 45204, "loss": 0.4065, "learning_rate": 1.9979343824649683e-05, "epoch": 0.020462413679953103, "percentage": 2.05, "elapsed_time": "0:33:58", "remaining_time": "1 day, 3:06:17"} +{"current_steps": 930, "total_steps": 45204, "loss": 0.3997, "learning_rate": 1.997911998905968e-05, "epoch": 0.02057302132146636, "percentage": 2.06, "elapsed_time": "0:34:10", "remaining_time": "1 day, 3:06:54"} +{"current_steps": 935, "total_steps": 45204, "loss": 0.3219, "learning_rate": 1.997889494849406e-05, "epoch": 0.020683628962979622, "percentage": 2.07, "elapsed_time": "0:34:21", "remaining_time": "1 day, 3:06:27"} +{"current_steps": 940, "total_steps": 45204, "loss": 0.3416, "learning_rate": 1.9978668702979983e-05, "epoch": 0.020794236604492883, "percentage": 2.08, "elapsed_time": "0:34:31", "remaining_time": "1 day, 3:05:58"} +{"current_steps": 945, "total_steps": 45204, "loss": 0.4987, "learning_rate": 1.9978441252544774e-05, "epoch": 0.02090484424600614, "percentage": 2.09, "elapsed_time": "0:34:43", "remaining_time": "1 day, 3:06:42"} +{"current_steps": 950, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.99782125972159e-05, "epoch": 0.021015451887519403, "percentage": 2.1, "elapsed_time": "0:34:53", "remaining_time": "1 day, 3:05:29"} +{"current_steps": 955, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.9977982737020967e-05, "epoch": 0.021126059529032664, "percentage": 2.11, "elapsed_time": "0:35:04", "remaining_time": "1 day, 3:04:47"} +{"current_steps": 960, "total_steps": 45204, "loss": 0.3512, "learning_rate": 1.9977751671987734e-05, "epoch": 0.021236667170545922, "percentage": 2.12, "elapsed_time": "0:35:15", "remaining_time": "1 day, 3:04:39"} +{"current_steps": 965, "total_steps": 45204, "loss": 0.4465, "learning_rate": 1.9977519402144096e-05, "epoch": 0.021347274812059183, "percentage": 2.13, "elapsed_time": "0:35:27", "remaining_time": "1 day, 3:05:34"} +{"current_steps": 970, "total_steps": 45204, "loss": 0.3335, "learning_rate": 1.9977285927518108e-05, "epoch": 0.02145788245357244, "percentage": 2.15, "elapsed_time": "0:35:39", "remaining_time": "1 day, 3:05:59"} +{"current_steps": 975, "total_steps": 45204, "loss": 0.5303, "learning_rate": 1.9977051248137954e-05, "epoch": 0.021568490095085702, "percentage": 2.16, "elapsed_time": "0:35:51", "remaining_time": "1 day, 3:06:49"} +{"current_steps": 980, "total_steps": 45204, "loss": 0.4361, "learning_rate": 1.9976815364031975e-05, "epoch": 0.021679097736598964, "percentage": 2.17, "elapsed_time": "0:36:01", "remaining_time": "1 day, 3:05:49"} +{"current_steps": 985, "total_steps": 45204, "loss": 0.3403, "learning_rate": 1.9976578275228653e-05, "epoch": 0.02178970537811222, "percentage": 2.18, "elapsed_time": "0:36:11", "remaining_time": "1 day, 3:04:24"} +{"current_steps": 990, "total_steps": 45204, "loss": 0.3892, "learning_rate": 1.9976339981756618e-05, "epoch": 0.021900313019625483, "percentage": 2.19, "elapsed_time": "0:36:23", "remaining_time": "1 day, 3:05:10"} +{"current_steps": 995, "total_steps": 45204, "loss": 0.3714, "learning_rate": 1.9976100483644646e-05, "epoch": 0.022010920661138744, "percentage": 2.2, "elapsed_time": "0:36:33", "remaining_time": "1 day, 3:04:34"} +{"current_steps": 1000, "total_steps": 45204, "loss": 0.4204, "learning_rate": 1.997585978092165e-05, "epoch": 0.022121528302652002, "percentage": 2.21, "elapsed_time": "0:36:44", "remaining_time": "1 day, 3:04:28"} +{"current_steps": 1005, "total_steps": 45204, "loss": 0.3561, "learning_rate": 1.99756178736167e-05, "epoch": 0.022232135944165263, "percentage": 2.22, "elapsed_time": "0:36:55", "remaining_time": "1 day, 3:03:41"} +{"current_steps": 1010, "total_steps": 45204, "loss": 0.4801, "learning_rate": 1.9975374761759e-05, "epoch": 0.02234274358567852, "percentage": 2.23, "elapsed_time": "0:37:08", "remaining_time": "1 day, 3:04:52"} +{"current_steps": 1015, "total_steps": 45204, "loss": 0.4147, "learning_rate": 1.9975130445377916e-05, "epoch": 0.022453351227191783, "percentage": 2.25, "elapsed_time": "0:37:18", "remaining_time": "1 day, 3:04:18"} +{"current_steps": 1020, "total_steps": 45204, "loss": 0.3336, "learning_rate": 1.9974884924502944e-05, "epoch": 0.022563958868705044, "percentage": 2.26, "elapsed_time": "0:37:28", "remaining_time": "1 day, 3:03:31"} +{"current_steps": 1025, "total_steps": 45204, "loss": 0.3275, "learning_rate": 1.997463819916372e-05, "epoch": 0.022674566510218302, "percentage": 2.27, "elapsed_time": "0:37:38", "remaining_time": "1 day, 3:02:03"} +{"current_steps": 1030, "total_steps": 45204, "loss": 0.3698, "learning_rate": 1.9974390269390053e-05, "epoch": 0.022785174151731563, "percentage": 2.28, "elapsed_time": "0:37:48", "remaining_time": "1 day, 3:01:40"} +{"current_steps": 1035, "total_steps": 45204, "loss": 0.3721, "learning_rate": 1.9974141135211874e-05, "epoch": 0.02289578179324482, "percentage": 2.29, "elapsed_time": "0:37:58", "remaining_time": "1 day, 3:00:45"} +{"current_steps": 1040, "total_steps": 45204, "loss": 0.3324, "learning_rate": 1.9973890796659266e-05, "epoch": 0.023006389434758082, "percentage": 2.3, "elapsed_time": "0:38:09", "remaining_time": "1 day, 3:00:21"} +{"current_steps": 1045, "total_steps": 45204, "loss": 0.3765, "learning_rate": 1.9973639253762453e-05, "epoch": 0.023116997076271344, "percentage": 2.31, "elapsed_time": "0:38:20", "remaining_time": "1 day, 2:59:58"} +{"current_steps": 1050, "total_steps": 45204, "loss": 0.4624, "learning_rate": 1.997338650655181e-05, "epoch": 0.0232276047177846, "percentage": 2.32, "elapsed_time": "0:38:34", "remaining_time": "1 day, 3:02:05"} +{"current_steps": 1055, "total_steps": 45204, "loss": 0.422, "learning_rate": 1.9973132555057862e-05, "epoch": 0.023338212359297863, "percentage": 2.33, "elapsed_time": "0:38:46", "remaining_time": "1 day, 3:02:27"} +{"current_steps": 1060, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.997287739931127e-05, "epoch": 0.023448820000811124, "percentage": 2.34, "elapsed_time": "0:38:57", "remaining_time": "1 day, 3:02:29"} +{"current_steps": 1065, "total_steps": 45204, "loss": 0.3242, "learning_rate": 1.9972621039342844e-05, "epoch": 0.023559427642324382, "percentage": 2.36, "elapsed_time": "0:39:07", "remaining_time": "1 day, 3:01:35"} +{"current_steps": 1070, "total_steps": 45204, "loss": 0.2187, "learning_rate": 1.997236347518354e-05, "epoch": 0.023670035283837643, "percentage": 2.37, "elapsed_time": "0:39:16", "remaining_time": "1 day, 2:59:45"} +{"current_steps": 1075, "total_steps": 45204, "loss": 0.3971, "learning_rate": 1.9972104706864454e-05, "epoch": 0.0237806429253509, "percentage": 2.38, "elapsed_time": "0:39:25", "remaining_time": "1 day, 2:58:18"} +{"current_steps": 1080, "total_steps": 45204, "loss": 0.3059, "learning_rate": 1.9971844734416835e-05, "epoch": 0.023891250566864163, "percentage": 2.39, "elapsed_time": "0:39:35", "remaining_time": "1 day, 2:57:40"} +{"current_steps": 1085, "total_steps": 45204, "loss": 0.3764, "learning_rate": 1.997158355787208e-05, "epoch": 0.024001858208377424, "percentage": 2.4, "elapsed_time": "0:39:45", "remaining_time": "1 day, 2:56:28"} +{"current_steps": 1090, "total_steps": 45204, "loss": 0.4021, "learning_rate": 1.9971321177261723e-05, "epoch": 0.02411246584989068, "percentage": 2.41, "elapsed_time": "0:39:55", "remaining_time": "1 day, 2:56:02"} +{"current_steps": 1095, "total_steps": 45204, "loss": 0.3802, "learning_rate": 1.9971057592617442e-05, "epoch": 0.024223073491403943, "percentage": 2.42, "elapsed_time": "0:40:07", "remaining_time": "1 day, 2:56:23"} +{"current_steps": 1100, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.997079280397107e-05, "epoch": 0.024333681132917204, "percentage": 2.43, "elapsed_time": "0:40:20", "remaining_time": "1 day, 2:57:37"} +{"current_steps": 1105, "total_steps": 45204, "loss": 0.4296, "learning_rate": 1.9970526811354577e-05, "epoch": 0.024444288774430462, "percentage": 2.44, "elapsed_time": "0:40:32", "remaining_time": "1 day, 2:58:00"} +{"current_steps": 1110, "total_steps": 45204, "loss": 0.3048, "learning_rate": 1.997025961480008e-05, "epoch": 0.024554896415943724, "percentage": 2.46, "elapsed_time": "0:40:44", "remaining_time": "1 day, 2:58:13"} +{"current_steps": 1115, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.996999121433985e-05, "epoch": 0.02466550405745698, "percentage": 2.47, "elapsed_time": "0:40:55", "remaining_time": "1 day, 2:58:29"} +{"current_steps": 1120, "total_steps": 45204, "loss": 0.3113, "learning_rate": 1.9969721610006288e-05, "epoch": 0.024776111698970243, "percentage": 2.48, "elapsed_time": "0:41:06", "remaining_time": "1 day, 2:58:02"} +{"current_steps": 1125, "total_steps": 45204, "loss": 0.2797, "learning_rate": 1.9969450801831955e-05, "epoch": 0.024886719340483504, "percentage": 2.49, "elapsed_time": "0:41:16", "remaining_time": "1 day, 2:57:28"} +{"current_steps": 1130, "total_steps": 45204, "loss": 0.4265, "learning_rate": 1.9969178789849545e-05, "epoch": 0.024997326981996762, "percentage": 2.5, "elapsed_time": "0:41:29", "remaining_time": "1 day, 2:58:05"} +{"current_steps": 1135, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.996890557409191e-05, "epoch": 0.025107934623510023, "percentage": 2.51, "elapsed_time": "0:41:38", "remaining_time": "1 day, 2:57:07"} +{"current_steps": 1140, "total_steps": 45204, "loss": 0.3602, "learning_rate": 1.9968631154592036e-05, "epoch": 0.025218542265023285, "percentage": 2.52, "elapsed_time": "0:41:48", "remaining_time": "1 day, 2:55:58"} +{"current_steps": 1145, "total_steps": 45204, "loss": 0.4415, "learning_rate": 1.9968355531383064e-05, "epoch": 0.025329149906536542, "percentage": 2.53, "elapsed_time": "0:41:59", "remaining_time": "1 day, 2:56:02"} +{"current_steps": 1150, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.9968078704498267e-05, "epoch": 0.025439757548049804, "percentage": 2.54, "elapsed_time": "0:42:14", "remaining_time": "1 day, 2:58:29"} +{"current_steps": 1155, "total_steps": 45204, "loss": 0.3786, "learning_rate": 1.9967800673971077e-05, "epoch": 0.02555036518956306, "percentage": 2.56, "elapsed_time": "0:42:24", "remaining_time": "1 day, 2:57:20"} +{"current_steps": 1160, "total_steps": 45204, "loss": 0.3621, "learning_rate": 1.996752143983507e-05, "epoch": 0.025660972831076323, "percentage": 2.57, "elapsed_time": "0:42:33", "remaining_time": "1 day, 2:56:03"} +{"current_steps": 1165, "total_steps": 45204, "loss": 0.4343, "learning_rate": 1.9967241002123955e-05, "epoch": 0.025771580472589584, "percentage": 2.58, "elapsed_time": "0:42:45", "remaining_time": "1 day, 2:56:21"} +{"current_steps": 1170, "total_steps": 45204, "loss": 0.5823, "learning_rate": 1.9966959360871602e-05, "epoch": 0.025882188114102842, "percentage": 2.59, "elapsed_time": "0:42:55", "remaining_time": "1 day, 2:55:21"} +{"current_steps": 1175, "total_steps": 45204, "loss": 0.2365, "learning_rate": 1.9966676516112012e-05, "epoch": 0.025992795755616104, "percentage": 2.6, "elapsed_time": "0:43:03", "remaining_time": "1 day, 2:53:39"} +{"current_steps": 1180, "total_steps": 45204, "loss": 0.3646, "learning_rate": 1.9966392467879347e-05, "epoch": 0.02610340339712936, "percentage": 2.61, "elapsed_time": "0:43:13", "remaining_time": "1 day, 2:52:36"} +{"current_steps": 1185, "total_steps": 45204, "loss": 0.2908, "learning_rate": 1.99661072162079e-05, "epoch": 0.026214011038642623, "percentage": 2.62, "elapsed_time": "0:43:22", "remaining_time": "1 day, 2:51:02"} +{"current_steps": 1190, "total_steps": 45204, "loss": 0.4959, "learning_rate": 1.9965820761132117e-05, "epoch": 0.026324618680155884, "percentage": 2.63, "elapsed_time": "0:43:32", "remaining_time": "1 day, 2:50:15"} +{"current_steps": 1195, "total_steps": 45204, "loss": 0.3952, "learning_rate": 1.9965533102686584e-05, "epoch": 0.026435226321669142, "percentage": 2.64, "elapsed_time": "0:43:44", "remaining_time": "1 day, 2:50:53"} +{"current_steps": 1200, "total_steps": 45204, "loss": 0.3071, "learning_rate": 1.996524424090604e-05, "epoch": 0.026545833963182403, "percentage": 2.65, "elapsed_time": "0:43:56", "remaining_time": "1 day, 2:51:13"} +{"current_steps": 1205, "total_steps": 45204, "loss": 0.3179, "learning_rate": 1.996495417582536e-05, "epoch": 0.026656441604695665, "percentage": 2.67, "elapsed_time": "0:44:05", "remaining_time": "1 day, 2:50:10"} +{"current_steps": 1210, "total_steps": 45204, "loss": 0.4386, "learning_rate": 1.9964662907479578e-05, "epoch": 0.026767049246208922, "percentage": 2.68, "elapsed_time": "0:44:15", "remaining_time": "1 day, 2:49:20"} +{"current_steps": 1215, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.9964370435903856e-05, "epoch": 0.026877656887722184, "percentage": 2.69, "elapsed_time": "0:44:26", "remaining_time": "1 day, 2:48:43"} +{"current_steps": 1220, "total_steps": 45204, "loss": 0.593, "learning_rate": 1.9964076761133515e-05, "epoch": 0.02698826452923544, "percentage": 2.7, "elapsed_time": "0:44:35", "remaining_time": "1 day, 2:47:56"} +{"current_steps": 1225, "total_steps": 45204, "loss": 0.3617, "learning_rate": 1.9963781883204014e-05, "epoch": 0.027098872170748703, "percentage": 2.71, "elapsed_time": "0:44:45", "remaining_time": "1 day, 2:46:42"} +{"current_steps": 1230, "total_steps": 45204, "loss": 0.2571, "learning_rate": 1.9963485802150957e-05, "epoch": 0.027209479812261964, "percentage": 2.72, "elapsed_time": "0:44:54", "remaining_time": "1 day, 2:45:45"} +{"current_steps": 1235, "total_steps": 45204, "loss": 0.3595, "learning_rate": 1.99631885180101e-05, "epoch": 0.027320087453775222, "percentage": 2.73, "elapsed_time": "0:45:03", "remaining_time": "1 day, 2:44:05"} +{"current_steps": 1240, "total_steps": 45204, "loss": 0.3794, "learning_rate": 1.9962890030817336e-05, "epoch": 0.027430695095288483, "percentage": 2.74, "elapsed_time": "0:45:13", "remaining_time": "1 day, 2:43:23"} +{"current_steps": 1245, "total_steps": 45204, "loss": 0.3789, "learning_rate": 1.9962590340608713e-05, "epoch": 0.027541302736801745, "percentage": 2.75, "elapsed_time": "0:45:24", "remaining_time": "1 day, 2:43:28"} +{"current_steps": 1250, "total_steps": 45204, "loss": 0.4502, "learning_rate": 1.996228944742041e-05, "epoch": 0.027651910378315003, "percentage": 2.77, "elapsed_time": "0:45:37", "remaining_time": "1 day, 2:44:16"} +{"current_steps": 1255, "total_steps": 45204, "loss": 0.3326, "learning_rate": 1.9961987351288772e-05, "epoch": 0.027762518019828264, "percentage": 2.78, "elapsed_time": "0:45:49", "remaining_time": "1 day, 2:44:30"} +{"current_steps": 1260, "total_steps": 45204, "loss": 0.4388, "learning_rate": 1.9961684052250266e-05, "epoch": 0.027873125661341522, "percentage": 2.79, "elapsed_time": "0:46:00", "remaining_time": "1 day, 2:44:29"} +{"current_steps": 1265, "total_steps": 45204, "loss": 0.3995, "learning_rate": 1.9961379550341515e-05, "epoch": 0.027983733302854783, "percentage": 2.8, "elapsed_time": "0:46:10", "remaining_time": "1 day, 2:43:46"} +{"current_steps": 1270, "total_steps": 45204, "loss": 0.2948, "learning_rate": 1.9961073845599297e-05, "epoch": 0.028094340944368044, "percentage": 2.81, "elapsed_time": "0:46:21", "remaining_time": "1 day, 2:43:44"} +{"current_steps": 1275, "total_steps": 45204, "loss": 0.3498, "learning_rate": 1.996076693806052e-05, "epoch": 0.028204948585881302, "percentage": 2.82, "elapsed_time": "0:46:31", "remaining_time": "1 day, 2:43:00"} +{"current_steps": 1280, "total_steps": 45204, "loss": 0.2261, "learning_rate": 1.9960458827762238e-05, "epoch": 0.028315556227394564, "percentage": 2.83, "elapsed_time": "0:46:41", "remaining_time": "1 day, 2:42:17"} +{"current_steps": 1285, "total_steps": 45204, "loss": 0.4798, "learning_rate": 1.9960149514741664e-05, "epoch": 0.028426163868907825, "percentage": 2.84, "elapsed_time": "0:46:54", "remaining_time": "1 day, 2:43:00"} +{"current_steps": 1290, "total_steps": 45204, "loss": 0.3739, "learning_rate": 1.9959838999036142e-05, "epoch": 0.028536771510421083, "percentage": 2.85, "elapsed_time": "0:47:05", "remaining_time": "1 day, 2:42:55"} +{"current_steps": 1295, "total_steps": 45204, "loss": 0.4773, "learning_rate": 1.9959527280683173e-05, "epoch": 0.028647379151934344, "percentage": 2.86, "elapsed_time": "0:47:17", "remaining_time": "1 day, 2:43:31"} +{"current_steps": 1300, "total_steps": 45204, "loss": 0.3017, "learning_rate": 1.995921435972039e-05, "epoch": 0.028757986793447602, "percentage": 2.88, "elapsed_time": "0:47:27", "remaining_time": "1 day, 2:42:39"} +{"current_steps": 1305, "total_steps": 45204, "loss": 0.436, "learning_rate": 1.995890023618558e-05, "epoch": 0.028868594434960863, "percentage": 2.89, "elapsed_time": "0:47:38", "remaining_time": "1 day, 2:42:51"} +{"current_steps": 1310, "total_steps": 45204, "loss": 0.3112, "learning_rate": 1.9958584910116673e-05, "epoch": 0.028979202076474125, "percentage": 2.9, "elapsed_time": "0:47:50", "remaining_time": "1 day, 2:42:45"} +{"current_steps": 1315, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.995826838155175e-05, "epoch": 0.029089809717987383, "percentage": 2.91, "elapsed_time": "0:48:01", "remaining_time": "1 day, 2:42:54"} +{"current_steps": 1320, "total_steps": 45204, "loss": 0.3925, "learning_rate": 1.9957950650529023e-05, "epoch": 0.029200417359500644, "percentage": 2.92, "elapsed_time": "0:48:13", "remaining_time": "1 day, 2:43:13"} +{"current_steps": 1325, "total_steps": 45204, "loss": 0.3352, "learning_rate": 1.995763171708686e-05, "epoch": 0.029311025001013902, "percentage": 2.93, "elapsed_time": "0:48:23", "remaining_time": "1 day, 2:42:34"} +{"current_steps": 1330, "total_steps": 45204, "loss": 0.3664, "learning_rate": 1.9957311581263776e-05, "epoch": 0.029421632642527163, "percentage": 2.94, "elapsed_time": "0:48:33", "remaining_time": "1 day, 2:41:46"} +{"current_steps": 1335, "total_steps": 45204, "loss": 0.597, "learning_rate": 1.995699024309843e-05, "epoch": 0.029532240284040424, "percentage": 2.95, "elapsed_time": "0:48:44", "remaining_time": "1 day, 2:41:33"} +{"current_steps": 1340, "total_steps": 45204, "loss": 0.5712, "learning_rate": 1.9956667702629613e-05, "epoch": 0.029642847925553682, "percentage": 2.96, "elapsed_time": "0:48:57", "remaining_time": "1 day, 2:42:28"} +{"current_steps": 1345, "total_steps": 45204, "loss": 0.279, "learning_rate": 1.995634395989628e-05, "epoch": 0.029753455567066944, "percentage": 2.98, "elapsed_time": "0:49:07", "remaining_time": "1 day, 2:41:45"} +{"current_steps": 1350, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.995601901493752e-05, "epoch": 0.029864063208580205, "percentage": 2.99, "elapsed_time": "0:49:19", "remaining_time": "1 day, 2:42:04"} +{"current_steps": 1355, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.995569286779257e-05, "epoch": 0.029974670850093463, "percentage": 3.0, "elapsed_time": "0:49:29", "remaining_time": "1 day, 2:41:21"} +{"current_steps": 1360, "total_steps": 45204, "loss": 0.4131, "learning_rate": 1.9955365518500813e-05, "epoch": 0.030085278491606724, "percentage": 3.01, "elapsed_time": "0:49:38", "remaining_time": "1 day, 2:40:10"} +{"current_steps": 1365, "total_steps": 45204, "loss": 0.2963, "learning_rate": 1.9955036967101778e-05, "epoch": 0.030195886133119982, "percentage": 3.02, "elapsed_time": "0:49:49", "remaining_time": "1 day, 2:40:19"} +{"current_steps": 1370, "total_steps": 45204, "loss": 0.4831, "learning_rate": 1.9954707213635133e-05, "epoch": 0.030306493774633243, "percentage": 3.03, "elapsed_time": "0:50:01", "remaining_time": "1 day, 2:40:43"} +{"current_steps": 1375, "total_steps": 45204, "loss": 0.376, "learning_rate": 1.9954376258140698e-05, "epoch": 0.030417101416146505, "percentage": 3.04, "elapsed_time": "0:50:12", "remaining_time": "1 day, 2:40:37"} +{"current_steps": 1380, "total_steps": 45204, "loss": 0.3148, "learning_rate": 1.9954044100658437e-05, "epoch": 0.030527709057659762, "percentage": 3.05, "elapsed_time": "0:50:22", "remaining_time": "1 day, 2:39:37"} +{"current_steps": 1385, "total_steps": 45204, "loss": 0.3062, "learning_rate": 1.9953710741228458e-05, "epoch": 0.030638316699173024, "percentage": 3.06, "elapsed_time": "0:50:31", "remaining_time": "1 day, 2:38:23"} +{"current_steps": 1390, "total_steps": 45204, "loss": 0.4503, "learning_rate": 1.995337617989101e-05, "epoch": 0.030748924340686285, "percentage": 3.07, "elapsed_time": "0:50:41", "remaining_time": "1 day, 2:37:59"} +{"current_steps": 1395, "total_steps": 45204, "loss": 0.4029, "learning_rate": 1.9953040416686494e-05, "epoch": 0.030859531982199543, "percentage": 3.09, "elapsed_time": "0:50:52", "remaining_time": "1 day, 2:37:33"} +{"current_steps": 1400, "total_steps": 45204, "loss": 0.3473, "learning_rate": 1.9952703451655458e-05, "epoch": 0.030970139623712804, "percentage": 3.1, "elapsed_time": "0:51:01", "remaining_time": "1 day, 2:36:29"} +{"current_steps": 1405, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.995236528483858e-05, "epoch": 0.031080747265226062, "percentage": 3.11, "elapsed_time": "0:51:12", "remaining_time": "1 day, 2:36:19"} +{"current_steps": 1410, "total_steps": 45204, "loss": 0.4535, "learning_rate": 1.99520259162767e-05, "epoch": 0.031191354906739324, "percentage": 3.12, "elapsed_time": "0:51:25", "remaining_time": "1 day, 2:37:14"} +{"current_steps": 1415, "total_steps": 45204, "loss": 0.2981, "learning_rate": 1.99516853460108e-05, "epoch": 0.031301962548252585, "percentage": 3.13, "elapsed_time": "0:51:35", "remaining_time": "1 day, 2:36:49"} +{"current_steps": 1420, "total_steps": 45204, "loss": 0.5288, "learning_rate": 1.9951343574081995e-05, "epoch": 0.03141257018976584, "percentage": 3.14, "elapsed_time": "0:51:50", "remaining_time": "1 day, 2:38:13"} +{"current_steps": 1425, "total_steps": 45204, "loss": 0.4331, "learning_rate": 1.9951000600531563e-05, "epoch": 0.0315231778312791, "percentage": 3.15, "elapsed_time": "0:52:02", "remaining_time": "1 day, 2:39:02"} +{"current_steps": 1430, "total_steps": 45204, "loss": 0.408, "learning_rate": 1.995065642540091e-05, "epoch": 0.031633785472792365, "percentage": 3.16, "elapsed_time": "0:52:14", "remaining_time": "1 day, 2:39:12"} +{"current_steps": 1435, "total_steps": 45204, "loss": 0.3316, "learning_rate": 1.99503110487316e-05, "epoch": 0.03174439311430562, "percentage": 3.17, "elapsed_time": "0:52:24", "remaining_time": "1 day, 2:38:26"} +{"current_steps": 1440, "total_steps": 45204, "loss": 0.3738, "learning_rate": 1.9949964470565334e-05, "epoch": 0.03185500075581888, "percentage": 3.19, "elapsed_time": "0:52:33", "remaining_time": "1 day, 2:37:27"} +{"current_steps": 1445, "total_steps": 45204, "loss": 0.5625, "learning_rate": 1.9949616690943962e-05, "epoch": 0.031965608397332146, "percentage": 3.2, "elapsed_time": "0:52:47", "remaining_time": "1 day, 2:38:44"} +{"current_steps": 1450, "total_steps": 45204, "loss": 0.5415, "learning_rate": 1.9949267709909482e-05, "epoch": 0.032076216038845404, "percentage": 3.21, "elapsed_time": "0:52:57", "remaining_time": "1 day, 2:38:12"} +{"current_steps": 1455, "total_steps": 45204, "loss": 0.525, "learning_rate": 1.994891752750403e-05, "epoch": 0.03218682368035866, "percentage": 3.22, "elapsed_time": "0:53:09", "remaining_time": "1 day, 2:38:28"} +{"current_steps": 1460, "total_steps": 45204, "loss": 0.3004, "learning_rate": 1.9948566143769888e-05, "epoch": 0.032297431321871926, "percentage": 3.23, "elapsed_time": "0:53:18", "remaining_time": "1 day, 2:37:23"} +{"current_steps": 1465, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.994821355874949e-05, "epoch": 0.032408038963385184, "percentage": 3.24, "elapsed_time": "0:53:30", "remaining_time": "1 day, 2:37:30"} +{"current_steps": 1470, "total_steps": 45204, "loss": 0.412, "learning_rate": 1.994785977248541e-05, "epoch": 0.03251864660489844, "percentage": 3.25, "elapsed_time": "0:53:43", "remaining_time": "1 day, 2:38:18"} +{"current_steps": 1475, "total_steps": 45204, "loss": 0.3486, "learning_rate": 1.9947504785020367e-05, "epoch": 0.03262925424641171, "percentage": 3.26, "elapsed_time": "0:53:52", "remaining_time": "1 day, 2:37:01"} +{"current_steps": 1480, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.9947148596397222e-05, "epoch": 0.032739861887924965, "percentage": 3.27, "elapsed_time": "0:54:04", "remaining_time": "1 day, 2:37:27"} +{"current_steps": 1485, "total_steps": 45204, "loss": 0.5148, "learning_rate": 1.994679120665899e-05, "epoch": 0.03285046952943822, "percentage": 3.29, "elapsed_time": "0:54:17", "remaining_time": "1 day, 2:38:27"} +{"current_steps": 1490, "total_steps": 45204, "loss": 0.2664, "learning_rate": 1.994643261584882e-05, "epoch": 0.03296107717095148, "percentage": 3.3, "elapsed_time": "0:54:27", "remaining_time": "1 day, 2:37:40"} +{"current_steps": 1495, "total_steps": 45204, "loss": 0.3291, "learning_rate": 1.9946072824010018e-05, "epoch": 0.033071684812464745, "percentage": 3.31, "elapsed_time": "0:54:38", "remaining_time": "1 day, 2:37:24"} +{"current_steps": 1500, "total_steps": 45204, "loss": 0.3647, "learning_rate": 1.9945711831186026e-05, "epoch": 0.033182292453978, "percentage": 3.32, "elapsed_time": "0:54:47", "remaining_time": "1 day, 2:36:14"} +{"current_steps": 1505, "total_steps": 45204, "loss": 0.5249, "learning_rate": 1.9945349637420436e-05, "epoch": 0.03329290009549126, "percentage": 3.33, "elapsed_time": "0:54:59", "remaining_time": "1 day, 2:36:51"} +{"current_steps": 1510, "total_steps": 45204, "loss": 0.5021, "learning_rate": 1.9944986242756978e-05, "epoch": 0.033403507737004526, "percentage": 3.34, "elapsed_time": "0:55:12", "remaining_time": "1 day, 2:37:22"} +{"current_steps": 1515, "total_steps": 45204, "loss": 0.5502, "learning_rate": 1.994462164723953e-05, "epoch": 0.033514115378517784, "percentage": 3.35, "elapsed_time": "0:55:24", "remaining_time": "1 day, 2:38:00"} +{"current_steps": 1520, "total_steps": 45204, "loss": 0.324, "learning_rate": 1.9944255850912126e-05, "epoch": 0.03362472302003104, "percentage": 3.36, "elapsed_time": "0:55:35", "remaining_time": "1 day, 2:37:32"} +{"current_steps": 1525, "total_steps": 45204, "loss": 0.4445, "learning_rate": 1.9943888853818932e-05, "epoch": 0.033735330661544306, "percentage": 3.37, "elapsed_time": "0:55:45", "remaining_time": "1 day, 2:37:08"} +{"current_steps": 1530, "total_steps": 45204, "loss": 0.3262, "learning_rate": 1.9943520656004257e-05, "epoch": 0.033845938303057564, "percentage": 3.38, "elapsed_time": "0:55:55", "remaining_time": "1 day, 2:36:23"} +{"current_steps": 1535, "total_steps": 45204, "loss": 0.5658, "learning_rate": 1.994315125751257e-05, "epoch": 0.03395654594457082, "percentage": 3.4, "elapsed_time": "0:56:08", "remaining_time": "1 day, 2:37:21"} +{"current_steps": 1540, "total_steps": 45204, "loss": 0.4253, "learning_rate": 1.994278065838847e-05, "epoch": 0.03406715358608409, "percentage": 3.41, "elapsed_time": "0:56:19", "remaining_time": "1 day, 2:37:09"} +{"current_steps": 1545, "total_steps": 45204, "loss": 0.3643, "learning_rate": 1.9942408858676705e-05, "epoch": 0.034177761227597345, "percentage": 3.42, "elapsed_time": "0:56:31", "remaining_time": "1 day, 2:37:10"} +{"current_steps": 1550, "total_steps": 45204, "loss": 0.5422, "learning_rate": 1.9942035858422178e-05, "epoch": 0.0342883688691106, "percentage": 3.43, "elapsed_time": "0:56:43", "remaining_time": "1 day, 2:37:26"} +{"current_steps": 1555, "total_steps": 45204, "loss": 0.4588, "learning_rate": 1.994166165766992e-05, "epoch": 0.03439897651062387, "percentage": 3.44, "elapsed_time": "0:56:55", "remaining_time": "1 day, 2:37:45"} +{"current_steps": 1560, "total_steps": 45204, "loss": 0.4572, "learning_rate": 1.9941286256465117e-05, "epoch": 0.034509584152137125, "percentage": 3.45, "elapsed_time": "0:57:06", "remaining_time": "1 day, 2:37:30"} +{"current_steps": 1565, "total_steps": 45204, "loss": 0.3851, "learning_rate": 1.99409096548531e-05, "epoch": 0.03462019179365038, "percentage": 3.46, "elapsed_time": "0:57:18", "remaining_time": "1 day, 2:37:48"} +{"current_steps": 1570, "total_steps": 45204, "loss": 0.4338, "learning_rate": 1.9940531852879346e-05, "epoch": 0.03473079943516364, "percentage": 3.47, "elapsed_time": "0:57:29", "remaining_time": "1 day, 2:37:56"} +{"current_steps": 1575, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.9940152850589474e-05, "epoch": 0.034841407076676906, "percentage": 3.48, "elapsed_time": "0:57:39", "remaining_time": "1 day, 2:37:11"} +{"current_steps": 1580, "total_steps": 45204, "loss": 0.4149, "learning_rate": 1.9939772648029246e-05, "epoch": 0.034952014718190164, "percentage": 3.5, "elapsed_time": "0:57:50", "remaining_time": "1 day, 2:36:53"} +{"current_steps": 1585, "total_steps": 45204, "loss": 0.3661, "learning_rate": 1.993939124524457e-05, "epoch": 0.03506262235970342, "percentage": 3.51, "elapsed_time": "0:58:03", "remaining_time": "1 day, 2:37:41"} +{"current_steps": 1590, "total_steps": 45204, "loss": 0.42, "learning_rate": 1.9939008642281504e-05, "epoch": 0.035173230001216686, "percentage": 3.52, "elapsed_time": "0:58:12", "remaining_time": "1 day, 2:36:36"} +{"current_steps": 1595, "total_steps": 45204, "loss": 0.3056, "learning_rate": 1.9938624839186246e-05, "epoch": 0.035283837642729944, "percentage": 3.53, "elapsed_time": "0:58:21", "remaining_time": "1 day, 2:35:23"} +{"current_steps": 1600, "total_steps": 45204, "loss": 0.3744, "learning_rate": 1.993823983600514e-05, "epoch": 0.0353944452842432, "percentage": 3.54, "elapsed_time": "0:58:30", "remaining_time": "1 day, 2:34:32"} +{"current_steps": 1605, "total_steps": 45204, "loss": 0.3416, "learning_rate": 1.9937853632784673e-05, "epoch": 0.03550505292575647, "percentage": 3.55, "elapsed_time": "0:58:42", "remaining_time": "1 day, 2:34:46"} +{"current_steps": 1610, "total_steps": 45204, "loss": 0.3492, "learning_rate": 1.9937466229571482e-05, "epoch": 0.035615660567269725, "percentage": 3.56, "elapsed_time": "0:58:53", "remaining_time": "1 day, 2:34:35"} +{"current_steps": 1615, "total_steps": 45204, "loss": 0.3607, "learning_rate": 1.9937077626412343e-05, "epoch": 0.03572626820878298, "percentage": 3.57, "elapsed_time": "0:59:02", "remaining_time": "1 day, 2:33:42"} +{"current_steps": 1620, "total_steps": 45204, "loss": 0.459, "learning_rate": 1.9936687823354185e-05, "epoch": 0.03583687585029625, "percentage": 3.58, "elapsed_time": "0:59:15", "remaining_time": "1 day, 2:34:16"} +{"current_steps": 1625, "total_steps": 45204, "loss": 0.3152, "learning_rate": 1.993629682044407e-05, "epoch": 0.035947483491809505, "percentage": 3.59, "elapsed_time": "0:59:24", "remaining_time": "1 day, 2:33:24"} +{"current_steps": 1630, "total_steps": 45204, "loss": 0.4584, "learning_rate": 1.9935904617729217e-05, "epoch": 0.03605809113332276, "percentage": 3.61, "elapsed_time": "0:59:39", "remaining_time": "1 day, 2:34:59"} +{"current_steps": 1635, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.9935511215256977e-05, "epoch": 0.03616869877483602, "percentage": 3.62, "elapsed_time": "0:59:49", "remaining_time": "1 day, 2:34:03"} +{"current_steps": 1640, "total_steps": 45204, "loss": 0.4557, "learning_rate": 1.993511661307486e-05, "epoch": 0.036279306416349286, "percentage": 3.63, "elapsed_time": "1:00:00", "remaining_time": "1 day, 2:33:56"} +{"current_steps": 1645, "total_steps": 45204, "loss": 0.3801, "learning_rate": 1.9934720811230513e-05, "epoch": 0.036389914057862544, "percentage": 3.64, "elapsed_time": "1:00:12", "remaining_time": "1 day, 2:34:07"} +{"current_steps": 1650, "total_steps": 45204, "loss": 0.2691, "learning_rate": 1.9934323809771723e-05, "epoch": 0.0365005216993758, "percentage": 3.65, "elapsed_time": "1:00:21", "remaining_time": "1 day, 2:33:17"} +{"current_steps": 1655, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.993392560874644e-05, "epoch": 0.036611129340889066, "percentage": 3.66, "elapsed_time": "1:00:29", "remaining_time": "1 day, 2:31:57"} +{"current_steps": 1660, "total_steps": 45204, "loss": 0.3923, "learning_rate": 1.9933526208202737e-05, "epoch": 0.036721736982402324, "percentage": 3.67, "elapsed_time": "1:00:41", "remaining_time": "1 day, 2:31:50"} +{"current_steps": 1665, "total_steps": 45204, "loss": 0.2752, "learning_rate": 1.9933125608188842e-05, "epoch": 0.03683234462391558, "percentage": 3.68, "elapsed_time": "1:00:49", "remaining_time": "1 day, 2:30:45"} +{"current_steps": 1670, "total_steps": 45204, "loss": 0.3998, "learning_rate": 1.993272380875313e-05, "epoch": 0.03694295226542885, "percentage": 3.69, "elapsed_time": "1:01:00", "remaining_time": "1 day, 2:30:30"} +{"current_steps": 1675, "total_steps": 45204, "loss": 0.5433, "learning_rate": 1.9932320809944116e-05, "epoch": 0.037053559906942105, "percentage": 3.71, "elapsed_time": "1:01:13", "remaining_time": "1 day, 2:31:11"} +{"current_steps": 1680, "total_steps": 45204, "loss": 0.4456, "learning_rate": 1.9931916611810463e-05, "epoch": 0.03716416754845536, "percentage": 3.72, "elapsed_time": "1:01:22", "remaining_time": "1 day, 2:30:12"} +{"current_steps": 1685, "total_steps": 45204, "loss": 0.4479, "learning_rate": 1.9931511214400984e-05, "epoch": 0.03727477518996863, "percentage": 3.73, "elapsed_time": "1:01:35", "remaining_time": "1 day, 2:30:32"} +{"current_steps": 1690, "total_steps": 45204, "loss": 0.406, "learning_rate": 1.993110461776462e-05, "epoch": 0.037385382831481885, "percentage": 3.74, "elapsed_time": "1:01:46", "remaining_time": "1 day, 2:30:25"} +{"current_steps": 1695, "total_steps": 45204, "loss": 0.4648, "learning_rate": 1.993069682195047e-05, "epoch": 0.03749599047299514, "percentage": 3.75, "elapsed_time": "1:01:57", "remaining_time": "1 day, 2:30:36"} +{"current_steps": 1700, "total_steps": 45204, "loss": 0.4656, "learning_rate": 1.9930287827007783e-05, "epoch": 0.03760659811450841, "percentage": 3.76, "elapsed_time": "1:02:10", "remaining_time": "1 day, 2:30:56"} +{"current_steps": 1705, "total_steps": 45204, "loss": 0.4945, "learning_rate": 1.9929877632985933e-05, "epoch": 0.037717205756021666, "percentage": 3.77, "elapsed_time": "1:02:24", "remaining_time": "1 day, 2:32:03"} +{"current_steps": 1710, "total_steps": 45204, "loss": 0.4295, "learning_rate": 1.9929466239934462e-05, "epoch": 0.03782781339753492, "percentage": 3.78, "elapsed_time": "1:02:37", "remaining_time": "1 day, 2:32:45"} +{"current_steps": 1715, "total_steps": 45204, "loss": 0.2412, "learning_rate": 1.9929053647903037e-05, "epoch": 0.03793842103904818, "percentage": 3.79, "elapsed_time": "1:02:46", "remaining_time": "1 day, 2:31:48"} +{"current_steps": 1720, "total_steps": 45204, "loss": 0.467, "learning_rate": 1.9928639856941485e-05, "epoch": 0.038049028680561446, "percentage": 3.8, "elapsed_time": "1:02:59", "remaining_time": "1 day, 2:32:30"} +{"current_steps": 1725, "total_steps": 45204, "loss": 0.3951, "learning_rate": 1.9928224867099767e-05, "epoch": 0.038159636322074704, "percentage": 3.82, "elapsed_time": "1:03:10", "remaining_time": "1 day, 2:32:14"} +{"current_steps": 1730, "total_steps": 45204, "loss": 0.3613, "learning_rate": 1.9927808678427998e-05, "epoch": 0.03827024396358796, "percentage": 3.83, "elapsed_time": "1:03:22", "remaining_time": "1 day, 2:32:40"} +{"current_steps": 1735, "total_steps": 45204, "loss": 0.3916, "learning_rate": 1.9927391290976424e-05, "epoch": 0.03838085160510123, "percentage": 3.84, "elapsed_time": "1:03:33", "remaining_time": "1 day, 2:32:17"} +{"current_steps": 1740, "total_steps": 45204, "loss": 0.4645, "learning_rate": 1.9926972704795452e-05, "epoch": 0.038491459246614484, "percentage": 3.85, "elapsed_time": "1:03:46", "remaining_time": "1 day, 2:32:59"} +{"current_steps": 1745, "total_steps": 45204, "loss": 0.3766, "learning_rate": 1.992655291993562e-05, "epoch": 0.03860206688812774, "percentage": 3.86, "elapsed_time": "1:03:56", "remaining_time": "1 day, 2:32:38"} +{"current_steps": 1750, "total_steps": 45204, "loss": 0.4636, "learning_rate": 1.9926131936447623e-05, "epoch": 0.03871267452964101, "percentage": 3.87, "elapsed_time": "1:04:11", "remaining_time": "1 day, 2:33:46"} +{"current_steps": 1755, "total_steps": 45204, "loss": 0.4446, "learning_rate": 1.992570975438229e-05, "epoch": 0.038823282171154265, "percentage": 3.88, "elapsed_time": "1:04:23", "remaining_time": "1 day, 2:34:03"} +{"current_steps": 1760, "total_steps": 45204, "loss": 0.3976, "learning_rate": 1.9925286373790604e-05, "epoch": 0.03893388981266752, "percentage": 3.89, "elapsed_time": "1:04:33", "remaining_time": "1 day, 2:33:38"} +{"current_steps": 1765, "total_steps": 45204, "loss": 0.3509, "learning_rate": 1.9924861794723682e-05, "epoch": 0.03904449745418079, "percentage": 3.9, "elapsed_time": "1:04:44", "remaining_time": "1 day, 2:33:17"} +{"current_steps": 1770, "total_steps": 45204, "loss": 0.3017, "learning_rate": 1.9924436017232798e-05, "epoch": 0.039155105095694046, "percentage": 3.92, "elapsed_time": "1:04:53", "remaining_time": "1 day, 2:32:20"} +{"current_steps": 1775, "total_steps": 45204, "loss": 0.3548, "learning_rate": 1.9924009041369363e-05, "epoch": 0.0392657127372073, "percentage": 3.93, "elapsed_time": "1:05:03", "remaining_time": "1 day, 2:31:42"} +{"current_steps": 1780, "total_steps": 45204, "loss": 0.37, "learning_rate": 1.9923580867184927e-05, "epoch": 0.03937632037872056, "percentage": 3.94, "elapsed_time": "1:05:12", "remaining_time": "1 day, 2:30:47"} +{"current_steps": 1785, "total_steps": 45204, "loss": 0.401, "learning_rate": 1.99231514947312e-05, "epoch": 0.039486928020233826, "percentage": 3.95, "elapsed_time": "1:05:21", "remaining_time": "1 day, 2:29:56"} +{"current_steps": 1790, "total_steps": 45204, "loss": 0.4588, "learning_rate": 1.992272092406003e-05, "epoch": 0.039597535661747084, "percentage": 3.96, "elapsed_time": "1:05:36", "remaining_time": "1 day, 2:31:12"} +{"current_steps": 1795, "total_steps": 45204, "loss": 0.5159, "learning_rate": 1.9922289155223396e-05, "epoch": 0.03970814330326034, "percentage": 3.97, "elapsed_time": "1:05:48", "remaining_time": "1 day, 2:31:37"} +{"current_steps": 1800, "total_steps": 45204, "loss": 0.2494, "learning_rate": 1.992185618827345e-05, "epoch": 0.03981875094477361, "percentage": 3.98, "elapsed_time": "1:05:57", "remaining_time": "1 day, 2:30:16"} +{"current_steps": 1805, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.9921422023262465e-05, "epoch": 0.039929358586286864, "percentage": 3.99, "elapsed_time": "1:06:06", "remaining_time": "1 day, 2:29:39"} +{"current_steps": 1810, "total_steps": 45204, "loss": 0.4259, "learning_rate": 1.9920986660242866e-05, "epoch": 0.04003996622780012, "percentage": 4.0, "elapsed_time": "1:06:18", "remaining_time": "1 day, 2:29:45"} +{"current_steps": 1815, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.992055009926722e-05, "epoch": 0.04015057386931339, "percentage": 4.02, "elapsed_time": "1:06:28", "remaining_time": "1 day, 2:29:09"} +{"current_steps": 1820, "total_steps": 45204, "loss": 0.3314, "learning_rate": 1.9920112340388246e-05, "epoch": 0.040261181510826645, "percentage": 4.03, "elapsed_time": "1:06:38", "remaining_time": "1 day, 2:28:26"} +{"current_steps": 1825, "total_steps": 45204, "loss": 0.374, "learning_rate": 1.99196733836588e-05, "epoch": 0.0403717891523399, "percentage": 4.04, "elapsed_time": "1:06:48", "remaining_time": "1 day, 2:27:52"} +{"current_steps": 1830, "total_steps": 45204, "loss": 0.3592, "learning_rate": 1.9919233229131897e-05, "epoch": 0.04048239679385317, "percentage": 4.05, "elapsed_time": "1:06:59", "remaining_time": "1 day, 2:27:40"} +{"current_steps": 1835, "total_steps": 45204, "loss": 0.5065, "learning_rate": 1.991879187686067e-05, "epoch": 0.040593004435366425, "percentage": 4.06, "elapsed_time": "1:07:13", "remaining_time": "1 day, 2:28:46"} +{"current_steps": 1840, "total_steps": 45204, "loss": 0.4753, "learning_rate": 1.991834932689842e-05, "epoch": 0.04070361207687968, "percentage": 4.07, "elapsed_time": "1:07:28", "remaining_time": "1 day, 2:30:12"} +{"current_steps": 1845, "total_steps": 45204, "loss": 0.3198, "learning_rate": 1.991790557929858e-05, "epoch": 0.04081421971839295, "percentage": 4.08, "elapsed_time": "1:07:37", "remaining_time": "1 day, 2:29:24"} +{"current_steps": 1850, "total_steps": 45204, "loss": 0.2842, "learning_rate": 1.991746063411474e-05, "epoch": 0.040924827359906206, "percentage": 4.09, "elapsed_time": "1:07:49", "remaining_time": "1 day, 2:29:19"} +{"current_steps": 1855, "total_steps": 45204, "loss": 0.4791, "learning_rate": 1.9917014491400622e-05, "epoch": 0.041035435001419464, "percentage": 4.1, "elapsed_time": "1:08:03", "remaining_time": "1 day, 2:30:26"} +{"current_steps": 1860, "total_steps": 45204, "loss": 0.4205, "learning_rate": 1.9916567151210097e-05, "epoch": 0.04114604264293272, "percentage": 4.11, "elapsed_time": "1:08:13", "remaining_time": "1 day, 2:29:51"} +{"current_steps": 1865, "total_steps": 45204, "loss": 0.3114, "learning_rate": 1.9916118613597186e-05, "epoch": 0.041256650284445986, "percentage": 4.13, "elapsed_time": "1:08:22", "remaining_time": "1 day, 2:28:55"} +{"current_steps": 1870, "total_steps": 45204, "loss": 0.4704, "learning_rate": 1.991566887861604e-05, "epoch": 0.041367257925959244, "percentage": 4.14, "elapsed_time": "1:08:34", "remaining_time": "1 day, 2:28:54"} +{"current_steps": 1875, "total_steps": 45204, "loss": 0.4984, "learning_rate": 1.9915217946320976e-05, "epoch": 0.0414778655674725, "percentage": 4.15, "elapsed_time": "1:08:46", "remaining_time": "1 day, 2:29:17"} +{"current_steps": 1880, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.991476581676644e-05, "epoch": 0.04158847320898577, "percentage": 4.16, "elapsed_time": "1:08:55", "remaining_time": "1 day, 2:28:31"} +{"current_steps": 1885, "total_steps": 45204, "loss": 0.39, "learning_rate": 1.9914312490007025e-05, "epoch": 0.041699080850499025, "percentage": 4.17, "elapsed_time": "1:09:07", "remaining_time": "1 day, 2:28:38"} +{"current_steps": 1890, "total_steps": 45204, "loss": 0.5009, "learning_rate": 1.9913857966097467e-05, "epoch": 0.04180968849201228, "percentage": 4.18, "elapsed_time": "1:09:20", "remaining_time": "1 day, 2:29:05"} +{"current_steps": 1895, "total_steps": 45204, "loss": 0.4613, "learning_rate": 1.9913402245092653e-05, "epoch": 0.04192029613352555, "percentage": 4.19, "elapsed_time": "1:09:32", "remaining_time": "1 day, 2:29:08"} +{"current_steps": 1900, "total_steps": 45204, "loss": 0.241, "learning_rate": 1.9912945327047614e-05, "epoch": 0.042030903775038805, "percentage": 4.2, "elapsed_time": "1:09:41", "remaining_time": "1 day, 2:28:26"} +{"current_steps": 1905, "total_steps": 45204, "loss": 0.2942, "learning_rate": 1.9912487212017518e-05, "epoch": 0.04214151141655206, "percentage": 4.21, "elapsed_time": "1:09:50", "remaining_time": "1 day, 2:27:22"} +{"current_steps": 1910, "total_steps": 45204, "loss": 0.5788, "learning_rate": 1.9912027900057683e-05, "epoch": 0.04225211905806533, "percentage": 4.23, "elapsed_time": "1:10:02", "remaining_time": "1 day, 2:27:31"} +{"current_steps": 1915, "total_steps": 45204, "loss": 0.3873, "learning_rate": 1.9911567391223574e-05, "epoch": 0.042362726699578586, "percentage": 4.24, "elapsed_time": "1:10:12", "remaining_time": "1 day, 2:26:59"} +{"current_steps": 1920, "total_steps": 45204, "loss": 0.2559, "learning_rate": 1.9911105685570795e-05, "epoch": 0.042473334341091844, "percentage": 4.25, "elapsed_time": "1:10:25", "remaining_time": "1 day, 2:27:30"} +{"current_steps": 1925, "total_steps": 45204, "loss": 0.3652, "learning_rate": 1.9910642783155096e-05, "epoch": 0.0425839419826051, "percentage": 4.26, "elapsed_time": "1:10:35", "remaining_time": "1 day, 2:27:01"} +{"current_steps": 1930, "total_steps": 45204, "loss": 0.3532, "learning_rate": 1.9910178684032374e-05, "epoch": 0.042694549624118366, "percentage": 4.27, "elapsed_time": "1:10:45", "remaining_time": "1 day, 2:26:31"} +{"current_steps": 1935, "total_steps": 45204, "loss": 0.2943, "learning_rate": 1.9909713388258665e-05, "epoch": 0.042805157265631624, "percentage": 4.28, "elapsed_time": "1:10:56", "remaining_time": "1 day, 2:26:14"} +{"current_steps": 1940, "total_steps": 45204, "loss": 0.5776, "learning_rate": 1.990924689589016e-05, "epoch": 0.04291576490714488, "percentage": 4.29, "elapsed_time": "1:11:10", "remaining_time": "1 day, 2:27:22"} +{"current_steps": 1945, "total_steps": 45204, "loss": 0.3313, "learning_rate": 1.9908779206983184e-05, "epoch": 0.04302637254865815, "percentage": 4.3, "elapsed_time": "1:11:19", "remaining_time": "1 day, 2:26:27"} +{"current_steps": 1950, "total_steps": 45204, "loss": 0.3745, "learning_rate": 1.990831032159421e-05, "epoch": 0.043136980190171405, "percentage": 4.31, "elapsed_time": "1:11:29", "remaining_time": "1 day, 2:25:56"} +{"current_steps": 1955, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.9907840239779857e-05, "epoch": 0.04324758783168466, "percentage": 4.32, "elapsed_time": "1:11:40", "remaining_time": "1 day, 2:25:47"} +{"current_steps": 1960, "total_steps": 45204, "loss": 0.4421, "learning_rate": 1.9907368961596885e-05, "epoch": 0.04335819547319793, "percentage": 4.34, "elapsed_time": "1:11:54", "remaining_time": "1 day, 2:26:35"} +{"current_steps": 1965, "total_steps": 45204, "loss": 0.4301, "learning_rate": 1.9906896487102207e-05, "epoch": 0.043468803114711185, "percentage": 4.35, "elapsed_time": "1:12:04", "remaining_time": "1 day, 2:26:04"} +{"current_steps": 1970, "total_steps": 45204, "loss": 0.4766, "learning_rate": 1.990642281635286e-05, "epoch": 0.04357941075622444, "percentage": 4.36, "elapsed_time": "1:12:14", "remaining_time": "1 day, 2:25:22"} +{"current_steps": 1975, "total_steps": 45204, "loss": 0.2591, "learning_rate": 1.9905947949406058e-05, "epoch": 0.04369001839773771, "percentage": 4.37, "elapsed_time": "1:12:24", "remaining_time": "1 day, 2:24:58"} +{"current_steps": 1980, "total_steps": 45204, "loss": 0.3974, "learning_rate": 1.9905471886319127e-05, "epoch": 0.043800626039250966, "percentage": 4.38, "elapsed_time": "1:12:37", "remaining_time": "1 day, 2:25:31"} +{"current_steps": 1985, "total_steps": 45204, "loss": 0.4426, "learning_rate": 1.9904994627149557e-05, "epoch": 0.043911233680764224, "percentage": 4.39, "elapsed_time": "1:12:48", "remaining_time": "1 day, 2:25:07"} +{"current_steps": 1990, "total_steps": 45204, "loss": 0.4544, "learning_rate": 1.990451617195498e-05, "epoch": 0.04402184132227749, "percentage": 4.4, "elapsed_time": "1:12:59", "remaining_time": "1 day, 2:25:04"} +{"current_steps": 1995, "total_steps": 45204, "loss": 0.4111, "learning_rate": 1.9904036520793162e-05, "epoch": 0.044132448963790746, "percentage": 4.41, "elapsed_time": "1:13:09", "remaining_time": "1 day, 2:24:40"} +{"current_steps": 2000, "total_steps": 45204, "loss": 0.5699, "learning_rate": 1.9903555673722024e-05, "epoch": 0.044243056605304004, "percentage": 4.42, "elapsed_time": "1:13:23", "remaining_time": "1 day, 2:25:17"} +{"current_steps": 2005, "total_steps": 45204, "loss": 0.3261, "learning_rate": 1.990307363079963e-05, "epoch": 0.04435366424681726, "percentage": 4.44, "elapsed_time": "1:13:34", "remaining_time": "1 day, 2:25:18"} +{"current_steps": 2010, "total_steps": 45204, "loss": 0.4503, "learning_rate": 1.9902590392084183e-05, "epoch": 0.04446427188833053, "percentage": 4.45, "elapsed_time": "1:13:46", "remaining_time": "1 day, 2:25:27"} +{"current_steps": 2015, "total_steps": 45204, "loss": 0.5027, "learning_rate": 1.9902105957634038e-05, "epoch": 0.044574879529843785, "percentage": 4.46, "elapsed_time": "1:13:59", "remaining_time": "1 day, 2:25:58"} +{"current_steps": 2020, "total_steps": 45204, "loss": 0.5029, "learning_rate": 1.990162032750769e-05, "epoch": 0.04468548717135704, "percentage": 4.47, "elapsed_time": "1:14:12", "remaining_time": "1 day, 2:26:16"} +{"current_steps": 2025, "total_steps": 45204, "loss": 0.4752, "learning_rate": 1.9901133501763773e-05, "epoch": 0.04479609481287031, "percentage": 4.48, "elapsed_time": "1:14:22", "remaining_time": "1 day, 2:25:55"} +{"current_steps": 2030, "total_steps": 45204, "loss": 0.4248, "learning_rate": 1.990064548046108e-05, "epoch": 0.044906702454383565, "percentage": 4.49, "elapsed_time": "1:14:33", "remaining_time": "1 day, 2:25:50"} +{"current_steps": 2035, "total_steps": 45204, "loss": 0.2633, "learning_rate": 1.990015626365853e-05, "epoch": 0.04501731009589682, "percentage": 4.5, "elapsed_time": "1:14:43", "remaining_time": "1 day, 2:25:07"} +{"current_steps": 2040, "total_steps": 45204, "loss": 0.5147, "learning_rate": 1.98996658514152e-05, "epoch": 0.04512791773741009, "percentage": 4.51, "elapsed_time": "1:14:53", "remaining_time": "1 day, 2:24:27"} +{"current_steps": 2045, "total_steps": 45204, "loss": 0.4645, "learning_rate": 1.9899174243790312e-05, "epoch": 0.045238525378923346, "percentage": 4.52, "elapsed_time": "1:15:04", "remaining_time": "1 day, 2:24:28"} +{"current_steps": 2050, "total_steps": 45204, "loss": 0.286, "learning_rate": 1.9898681440843218e-05, "epoch": 0.045349133020436604, "percentage": 4.53, "elapsed_time": "1:15:15", "remaining_time": "1 day, 2:24:21"} +{"current_steps": 2055, "total_steps": 45204, "loss": 0.3708, "learning_rate": 1.989818744263343e-05, "epoch": 0.04545974066194987, "percentage": 4.55, "elapsed_time": "1:15:28", "remaining_time": "1 day, 2:24:51"} +{"current_steps": 2060, "total_steps": 45204, "loss": 0.3882, "learning_rate": 1.98976922492206e-05, "epoch": 0.045570348303463126, "percentage": 4.56, "elapsed_time": "1:15:39", "remaining_time": "1 day, 2:24:26"} +{"current_steps": 2065, "total_steps": 45204, "loss": 0.3087, "learning_rate": 1.9897195860664516e-05, "epoch": 0.045680955944976384, "percentage": 4.57, "elapsed_time": "1:15:51", "remaining_time": "1 day, 2:24:38"} +{"current_steps": 2070, "total_steps": 45204, "loss": 0.4632, "learning_rate": 1.989669827702512e-05, "epoch": 0.04579156358648964, "percentage": 4.58, "elapsed_time": "1:16:01", "remaining_time": "1 day, 2:24:15"} +{"current_steps": 2075, "total_steps": 45204, "loss": 0.3674, "learning_rate": 1.9896199498362495e-05, "epoch": 0.04590217122800291, "percentage": 4.59, "elapsed_time": "1:16:12", "remaining_time": "1 day, 2:23:53"} +{"current_steps": 2080, "total_steps": 45204, "loss": 0.441, "learning_rate": 1.9895699524736867e-05, "epoch": 0.046012778869516165, "percentage": 4.6, "elapsed_time": "1:16:24", "remaining_time": "1 day, 2:23:58"} +{"current_steps": 2085, "total_steps": 45204, "loss": 0.3961, "learning_rate": 1.9895198356208613e-05, "epoch": 0.04612338651102942, "percentage": 4.61, "elapsed_time": "1:16:32", "remaining_time": "1 day, 2:22:51"} +{"current_steps": 2090, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.9894695992838242e-05, "epoch": 0.04623399415254269, "percentage": 4.62, "elapsed_time": "1:16:42", "remaining_time": "1 day, 2:22:28"} +{"current_steps": 2095, "total_steps": 45204, "loss": 0.3771, "learning_rate": 1.989419243468642e-05, "epoch": 0.046344601794055945, "percentage": 4.63, "elapsed_time": "1:16:53", "remaining_time": "1 day, 2:22:02"} +{"current_steps": 2100, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.9893687681813946e-05, "epoch": 0.0464552094355692, "percentage": 4.65, "elapsed_time": "1:17:04", "remaining_time": "1 day, 2:22:09"} +{"current_steps": 2105, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.9893181734281772e-05, "epoch": 0.04656581707708247, "percentage": 4.66, "elapsed_time": "1:17:13", "remaining_time": "1 day, 2:21:15"} +{"current_steps": 2110, "total_steps": 45204, "loss": 0.4404, "learning_rate": 1.9892674592150995e-05, "epoch": 0.046676424718595726, "percentage": 4.67, "elapsed_time": "1:17:23", "remaining_time": "1 day, 2:20:46"} +{"current_steps": 2115, "total_steps": 45204, "loss": 0.3272, "learning_rate": 1.9892166255482843e-05, "epoch": 0.046787032360108984, "percentage": 4.68, "elapsed_time": "1:17:36", "remaining_time": "1 day, 2:21:12"} +{"current_steps": 2120, "total_steps": 45204, "loss": 0.3597, "learning_rate": 1.98916567243387e-05, "epoch": 0.04689764000162225, "percentage": 4.69, "elapsed_time": "1:17:47", "remaining_time": "1 day, 2:21:02"} +{"current_steps": 2125, "total_steps": 45204, "loss": 0.3479, "learning_rate": 1.98911459987801e-05, "epoch": 0.047008247643135506, "percentage": 4.7, "elapsed_time": "1:17:57", "remaining_time": "1 day, 2:20:16"} +{"current_steps": 2130, "total_steps": 45204, "loss": 0.3153, "learning_rate": 1.98906340788687e-05, "epoch": 0.047118855284648764, "percentage": 4.71, "elapsed_time": "1:18:07", "remaining_time": "1 day, 2:19:52"} +{"current_steps": 2135, "total_steps": 45204, "loss": 0.4381, "learning_rate": 1.9890120964666328e-05, "epoch": 0.04722946292616203, "percentage": 4.72, "elapsed_time": "1:18:19", "remaining_time": "1 day, 2:20:10"} +{"current_steps": 2140, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.988960665623493e-05, "epoch": 0.04734007056767529, "percentage": 4.73, "elapsed_time": "1:18:31", "remaining_time": "1 day, 2:20:06"} +{"current_steps": 2145, "total_steps": 45204, "loss": 0.4714, "learning_rate": 1.9889091153636616e-05, "epoch": 0.047450678209188545, "percentage": 4.75, "elapsed_time": "1:18:42", "remaining_time": "1 day, 2:19:58"} +{"current_steps": 2150, "total_steps": 45204, "loss": 0.2925, "learning_rate": 1.988857445693363e-05, "epoch": 0.0475612858507018, "percentage": 4.76, "elapsed_time": "1:18:52", "remaining_time": "1 day, 2:19:38"} +{"current_steps": 2155, "total_steps": 45204, "loss": 0.2891, "learning_rate": 1.988805656618837e-05, "epoch": 0.04767189349221507, "percentage": 4.77, "elapsed_time": "1:19:01", "remaining_time": "1 day, 2:18:35"} +{"current_steps": 2160, "total_steps": 45204, "loss": 0.3252, "learning_rate": 1.9887537481463356e-05, "epoch": 0.047782501133728325, "percentage": 4.78, "elapsed_time": "1:19:10", "remaining_time": "1 day, 2:17:47"} +{"current_steps": 2165, "total_steps": 45204, "loss": 0.4632, "learning_rate": 1.988701720282128e-05, "epoch": 0.04789310877524158, "percentage": 4.79, "elapsed_time": "1:19:23", "remaining_time": "1 day, 2:18:07"} +{"current_steps": 2170, "total_steps": 45204, "loss": 0.2733, "learning_rate": 1.9886495730324963e-05, "epoch": 0.04800371641675485, "percentage": 4.8, "elapsed_time": "1:19:35", "remaining_time": "1 day, 2:18:30"} +{"current_steps": 2175, "total_steps": 45204, "loss": 0.3977, "learning_rate": 1.9885973064037373e-05, "epoch": 0.048114324058268106, "percentage": 4.81, "elapsed_time": "1:19:45", "remaining_time": "1 day, 2:17:50"} +{"current_steps": 2180, "total_steps": 45204, "loss": 0.329, "learning_rate": 1.9885449204021612e-05, "epoch": 0.04822493169978136, "percentage": 4.82, "elapsed_time": "1:19:55", "remaining_time": "1 day, 2:17:21"} +{"current_steps": 2185, "total_steps": 45204, "loss": 0.4397, "learning_rate": 1.988492415034095e-05, "epoch": 0.04833553934129463, "percentage": 4.83, "elapsed_time": "1:20:06", "remaining_time": "1 day, 2:17:17"} +{"current_steps": 2190, "total_steps": 45204, "loss": 0.2576, "learning_rate": 1.9884397903058784e-05, "epoch": 0.048446146982807886, "percentage": 4.84, "elapsed_time": "1:20:15", "remaining_time": "1 day, 2:16:14"} +{"current_steps": 2195, "total_steps": 45204, "loss": 0.514, "learning_rate": 1.988387046223865e-05, "epoch": 0.048556754624321144, "percentage": 4.86, "elapsed_time": "1:20:28", "remaining_time": "1 day, 2:16:54"} +{"current_steps": 2200, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.9883341827944245e-05, "epoch": 0.04866736226583441, "percentage": 4.87, "elapsed_time": "1:20:39", "remaining_time": "1 day, 2:16:42"} +{"current_steps": 2205, "total_steps": 45204, "loss": 0.586, "learning_rate": 1.9882812000239397e-05, "epoch": 0.04877796990734767, "percentage": 4.88, "elapsed_time": "1:20:53", "remaining_time": "1 day, 2:17:29"} +{"current_steps": 2210, "total_steps": 45204, "loss": 0.3946, "learning_rate": 1.9882280979188084e-05, "epoch": 0.048888577548860924, "percentage": 4.89, "elapsed_time": "1:21:04", "remaining_time": "1 day, 2:17:14"} +{"current_steps": 2215, "total_steps": 45204, "loss": 0.3169, "learning_rate": 1.9881748764854425e-05, "epoch": 0.04899918519037418, "percentage": 4.9, "elapsed_time": "1:21:13", "remaining_time": "1 day, 2:16:20"} +{"current_steps": 2220, "total_steps": 45204, "loss": 0.3414, "learning_rate": 1.9881215357302688e-05, "epoch": 0.04910979283188745, "percentage": 4.91, "elapsed_time": "1:21:23", "remaining_time": "1 day, 2:15:54"} +{"current_steps": 2225, "total_steps": 45204, "loss": 0.4085, "learning_rate": 1.988068075659728e-05, "epoch": 0.049220400473400705, "percentage": 4.92, "elapsed_time": "1:21:33", "remaining_time": "1 day, 2:15:26"} +{"current_steps": 2230, "total_steps": 45204, "loss": 0.2867, "learning_rate": 1.988014496280275e-05, "epoch": 0.04933100811491396, "percentage": 4.93, "elapsed_time": "1:21:43", "remaining_time": "1 day, 2:14:52"} +{"current_steps": 2235, "total_steps": 45204, "loss": 0.4529, "learning_rate": 1.98796079759838e-05, "epoch": 0.04944161575642723, "percentage": 4.94, "elapsed_time": "1:21:53", "remaining_time": "1 day, 2:14:18"} +{"current_steps": 2240, "total_steps": 45204, "loss": 0.4029, "learning_rate": 1.987906979620527e-05, "epoch": 0.049552223397940486, "percentage": 4.96, "elapsed_time": "1:22:04", "remaining_time": "1 day, 2:14:16"} +{"current_steps": 2245, "total_steps": 45204, "loss": 0.4132, "learning_rate": 1.987853042353215e-05, "epoch": 0.04966283103945374, "percentage": 4.97, "elapsed_time": "1:22:17", "remaining_time": "1 day, 2:14:32"} +{"current_steps": 2250, "total_steps": 45204, "loss": 0.3838, "learning_rate": 1.9877989858029558e-05, "epoch": 0.04977343868096701, "percentage": 4.98, "elapsed_time": "1:22:29", "remaining_time": "1 day, 2:14:57"} +{"current_steps": 2255, "total_steps": 45204, "loss": 0.3068, "learning_rate": 1.987744809976277e-05, "epoch": 0.049884046322480266, "percentage": 4.99, "elapsed_time": "1:22:39", "remaining_time": "1 day, 2:14:14"} +{"current_steps": 2260, "total_steps": 45204, "loss": 0.4849, "learning_rate": 1.987690514879721e-05, "epoch": 0.049994653963993524, "percentage": 5.0, "elapsed_time": "1:22:50", "remaining_time": "1 day, 2:14:05"} +{"current_steps": 2265, "total_steps": 45204, "loss": 0.4452, "learning_rate": 1.9876361005198436e-05, "epoch": 0.05010526160550679, "percentage": 5.01, "elapsed_time": "1:23:02", "remaining_time": "1 day, 2:14:08"} +{"current_steps": 2270, "total_steps": 45204, "loss": 0.4188, "learning_rate": 1.987581566903215e-05, "epoch": 0.05021586924702005, "percentage": 5.02, "elapsed_time": "1:23:17", "remaining_time": "1 day, 2:15:20"} +{"current_steps": 2275, "total_steps": 45204, "loss": 0.4154, "learning_rate": 1.9875269140364203e-05, "epoch": 0.050326476888533304, "percentage": 5.03, "elapsed_time": "1:23:29", "remaining_time": "1 day, 2:15:27"} +{"current_steps": 2280, "total_steps": 45204, "loss": 0.4062, "learning_rate": 1.987472141926059e-05, "epoch": 0.05043708453004657, "percentage": 5.04, "elapsed_time": "1:23:41", "remaining_time": "1 day, 2:15:43"} +{"current_steps": 2285, "total_steps": 45204, "loss": 0.469, "learning_rate": 1.9874172505787446e-05, "epoch": 0.05054769217155983, "percentage": 5.05, "elapsed_time": "1:23:53", "remaining_time": "1 day, 2:15:45"} +{"current_steps": 2290, "total_steps": 45204, "loss": 0.4186, "learning_rate": 1.987362240001105e-05, "epoch": 0.050658299813073085, "percentage": 5.07, "elapsed_time": "1:24:04", "remaining_time": "1 day, 2:15:24"} +{"current_steps": 2295, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.9873071101997836e-05, "epoch": 0.05076890745458634, "percentage": 5.08, "elapsed_time": "1:24:15", "remaining_time": "1 day, 2:15:28"} +{"current_steps": 2300, "total_steps": 45204, "loss": 0.3215, "learning_rate": 1.9872518611814363e-05, "epoch": 0.05087951509609961, "percentage": 5.09, "elapsed_time": "1:24:26", "remaining_time": "1 day, 2:15:14"} +{"current_steps": 2305, "total_steps": 45204, "loss": 0.4977, "learning_rate": 1.9871964929527353e-05, "epoch": 0.050990122737612865, "percentage": 5.1, "elapsed_time": "1:24:39", "remaining_time": "1 day, 2:15:32"} +{"current_steps": 2310, "total_steps": 45204, "loss": 0.4595, "learning_rate": 1.9871410055203653e-05, "epoch": 0.05110073037912612, "percentage": 5.11, "elapsed_time": "1:24:52", "remaining_time": "1 day, 2:15:54"} +{"current_steps": 2315, "total_steps": 45204, "loss": 0.5125, "learning_rate": 1.987085398891027e-05, "epoch": 0.05121133802063939, "percentage": 5.12, "elapsed_time": "1:25:03", "remaining_time": "1 day, 2:15:42"} +{"current_steps": 2320, "total_steps": 45204, "loss": 0.4404, "learning_rate": 1.987029673071435e-05, "epoch": 0.051321945662152646, "percentage": 5.13, "elapsed_time": "1:25:15", "remaining_time": "1 day, 2:15:55"} +{"current_steps": 2325, "total_steps": 45204, "loss": 0.2692, "learning_rate": 1.9869738280683176e-05, "epoch": 0.051432553303665904, "percentage": 5.14, "elapsed_time": "1:25:25", "remaining_time": "1 day, 2:15:20"} +{"current_steps": 2330, "total_steps": 45204, "loss": 0.3824, "learning_rate": 1.9869178638884185e-05, "epoch": 0.05154316094517917, "percentage": 5.15, "elapsed_time": "1:25:35", "remaining_time": "1 day, 2:14:58"} +{"current_steps": 2335, "total_steps": 45204, "loss": 0.305, "learning_rate": 1.9868617805384955e-05, "epoch": 0.051653768586692426, "percentage": 5.17, "elapsed_time": "1:25:46", "remaining_time": "1 day, 2:14:42"} +{"current_steps": 2340, "total_steps": 45204, "loss": 0.3549, "learning_rate": 1.9868055780253202e-05, "epoch": 0.051764376228205684, "percentage": 5.18, "elapsed_time": "1:25:57", "remaining_time": "1 day, 2:14:39"} +{"current_steps": 2345, "total_steps": 45204, "loss": 0.312, "learning_rate": 1.9867492563556794e-05, "epoch": 0.05187498386971895, "percentage": 5.19, "elapsed_time": "1:26:07", "remaining_time": "1 day, 2:14:10"} +{"current_steps": 2350, "total_steps": 45204, "loss": 0.2811, "learning_rate": 1.986692815536374e-05, "epoch": 0.05198559151123221, "percentage": 5.2, "elapsed_time": "1:26:15", "remaining_time": "1 day, 2:12:59"} +{"current_steps": 2355, "total_steps": 45204, "loss": 0.4378, "learning_rate": 1.9866362555742185e-05, "epoch": 0.052096199152745465, "percentage": 5.21, "elapsed_time": "1:26:26", "remaining_time": "1 day, 2:12:41"} +{"current_steps": 2360, "total_steps": 45204, "loss": 0.2834, "learning_rate": 1.9865795764760432e-05, "epoch": 0.05220680679425872, "percentage": 5.22, "elapsed_time": "1:26:35", "remaining_time": "1 day, 2:12:06"} +{"current_steps": 2365, "total_steps": 45204, "loss": 0.2788, "learning_rate": 1.9865227782486917e-05, "epoch": 0.05231741443577199, "percentage": 5.23, "elapsed_time": "1:26:46", "remaining_time": "1 day, 2:11:40"} +{"current_steps": 2370, "total_steps": 45204, "loss": 0.4481, "learning_rate": 1.986465860899023e-05, "epoch": 0.052428022077285245, "percentage": 5.24, "elapsed_time": "1:27:01", "remaining_time": "1 day, 2:12:51"} +{"current_steps": 2375, "total_steps": 45204, "loss": 0.5231, "learning_rate": 1.986408824433909e-05, "epoch": 0.0525386297187985, "percentage": 5.25, "elapsed_time": "1:27:11", "remaining_time": "1 day, 2:12:16"} +{"current_steps": 2380, "total_steps": 45204, "loss": 0.4356, "learning_rate": 1.9863516688602374e-05, "epoch": 0.05264923736031177, "percentage": 5.27, "elapsed_time": "1:27:23", "remaining_time": "1 day, 2:12:23"} +{"current_steps": 2385, "total_steps": 45204, "loss": 0.4023, "learning_rate": 1.9862943941849094e-05, "epoch": 0.052759845001825026, "percentage": 5.28, "elapsed_time": "1:27:32", "remaining_time": "1 day, 2:11:47"} +{"current_steps": 2390, "total_steps": 45204, "loss": 0.3386, "learning_rate": 1.986237000414841e-05, "epoch": 0.052870452643338284, "percentage": 5.29, "elapsed_time": "1:27:45", "remaining_time": "1 day, 2:12:00"} +{"current_steps": 2395, "total_steps": 45204, "loss": 0.4227, "learning_rate": 1.986179487556963e-05, "epoch": 0.05298106028485155, "percentage": 5.3, "elapsed_time": "1:27:56", "remaining_time": "1 day, 2:11:57"} +{"current_steps": 2400, "total_steps": 45204, "loss": 0.3373, "learning_rate": 1.9861218556182194e-05, "epoch": 0.053091667926364806, "percentage": 5.31, "elapsed_time": "1:28:06", "remaining_time": "1 day, 2:11:22"} +{"current_steps": 2405, "total_steps": 45204, "loss": 0.5213, "learning_rate": 1.986064104605569e-05, "epoch": 0.053202275567878064, "percentage": 5.32, "elapsed_time": "1:28:16", "remaining_time": "1 day, 2:11:04"} +{"current_steps": 2410, "total_steps": 45204, "loss": 0.3497, "learning_rate": 1.986006234525986e-05, "epoch": 0.05331288320939133, "percentage": 5.33, "elapsed_time": "1:28:27", "remaining_time": "1 day, 2:10:40"} +{"current_steps": 2415, "total_steps": 45204, "loss": 0.3636, "learning_rate": 1.985948245386458e-05, "epoch": 0.05342349085090459, "percentage": 5.34, "elapsed_time": "1:28:38", "remaining_time": "1 day, 2:10:39"} +{"current_steps": 2420, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.985890137193987e-05, "epoch": 0.053534098492417845, "percentage": 5.35, "elapsed_time": "1:28:48", "remaining_time": "1 day, 2:10:10"} +{"current_steps": 2425, "total_steps": 45204, "loss": 0.3627, "learning_rate": 1.985831909955589e-05, "epoch": 0.05364470613393111, "percentage": 5.36, "elapsed_time": "1:28:59", "remaining_time": "1 day, 2:09:54"} +{"current_steps": 2430, "total_steps": 45204, "loss": 0.3403, "learning_rate": 1.9857735636782958e-05, "epoch": 0.05375531377544437, "percentage": 5.38, "elapsed_time": "1:29:09", "remaining_time": "1 day, 2:09:26"} +{"current_steps": 2435, "total_steps": 45204, "loss": 0.3895, "learning_rate": 1.9857150983691525e-05, "epoch": 0.053865921416957625, "percentage": 5.39, "elapsed_time": "1:29:19", "remaining_time": "1 day, 2:08:48"} +{"current_steps": 2440, "total_steps": 45204, "loss": 0.3563, "learning_rate": 1.9856565140352187e-05, "epoch": 0.05397652905847088, "percentage": 5.4, "elapsed_time": "1:29:31", "remaining_time": "1 day, 2:09:08"} +{"current_steps": 2445, "total_steps": 45204, "loss": 0.4406, "learning_rate": 1.985597810683568e-05, "epoch": 0.05408713669998415, "percentage": 5.41, "elapsed_time": "1:29:43", "remaining_time": "1 day, 2:09:15"} +{"current_steps": 2450, "total_steps": 45204, "loss": 0.3502, "learning_rate": 1.9855389883212895e-05, "epoch": 0.054197744341497406, "percentage": 5.42, "elapsed_time": "1:29:54", "remaining_time": "1 day, 2:08:56"} +{"current_steps": 2455, "total_steps": 45204, "loss": 0.4455, "learning_rate": 1.9854800469554857e-05, "epoch": 0.054308351983010664, "percentage": 5.43, "elapsed_time": "1:30:06", "remaining_time": "1 day, 2:08:59"} +{"current_steps": 2460, "total_steps": 45204, "loss": 0.3676, "learning_rate": 1.9854209865932734e-05, "epoch": 0.05441895962452393, "percentage": 5.44, "elapsed_time": "1:30:17", "remaining_time": "1 day, 2:08:54"} +{"current_steps": 2465, "total_steps": 45204, "loss": 0.3325, "learning_rate": 1.9853618072417846e-05, "epoch": 0.054529567266037186, "percentage": 5.45, "elapsed_time": "1:30:28", "remaining_time": "1 day, 2:08:44"} +{"current_steps": 2470, "total_steps": 45204, "loss": 0.3768, "learning_rate": 1.985302508908165e-05, "epoch": 0.054640174907550444, "percentage": 5.46, "elapsed_time": "1:30:38", "remaining_time": "1 day, 2:08:17"} +{"current_steps": 2475, "total_steps": 45204, "loss": 0.2947, "learning_rate": 1.985243091599575e-05, "epoch": 0.05475078254906371, "percentage": 5.48, "elapsed_time": "1:30:50", "remaining_time": "1 day, 2:08:10"} +{"current_steps": 2480, "total_steps": 45204, "loss": 0.4215, "learning_rate": 1.985183555323189e-05, "epoch": 0.05486139019057697, "percentage": 5.49, "elapsed_time": "1:31:01", "remaining_time": "1 day, 2:08:09"} +{"current_steps": 2485, "total_steps": 45204, "loss": 0.4555, "learning_rate": 1.9851239000861962e-05, "epoch": 0.054971997832090225, "percentage": 5.5, "elapsed_time": "1:31:12", "remaining_time": "1 day, 2:07:49"} +{"current_steps": 2490, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.9850641258957997e-05, "epoch": 0.05508260547360349, "percentage": 5.51, "elapsed_time": "1:31:24", "remaining_time": "1 day, 2:08:02"} +{"current_steps": 2495, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.9850042327592177e-05, "epoch": 0.05519321311511675, "percentage": 5.52, "elapsed_time": "1:31:34", "remaining_time": "1 day, 2:07:40"} +{"current_steps": 2500, "total_steps": 45204, "loss": 0.3773, "learning_rate": 1.9849442206836818e-05, "epoch": 0.055303820756630005, "percentage": 5.53, "elapsed_time": "1:31:45", "remaining_time": "1 day, 2:07:23"} +{"current_steps": 2505, "total_steps": 45204, "loss": 0.326, "learning_rate": 1.9848840896764384e-05, "epoch": 0.05541442839814326, "percentage": 5.54, "elapsed_time": "1:31:53", "remaining_time": "1 day, 2:06:26"} +{"current_steps": 2510, "total_steps": 45204, "loss": 0.5485, "learning_rate": 1.9848238397447484e-05, "epoch": 0.05552503603965653, "percentage": 5.55, "elapsed_time": "1:32:05", "remaining_time": "1 day, 2:06:29"} +{"current_steps": 2515, "total_steps": 45204, "loss": 0.3722, "learning_rate": 1.9847634708958875e-05, "epoch": 0.055635643681169786, "percentage": 5.56, "elapsed_time": "1:32:15", "remaining_time": "1 day, 2:06:04"} +{"current_steps": 2520, "total_steps": 45204, "loss": 0.4422, "learning_rate": 1.984702983137144e-05, "epoch": 0.055746251322683044, "percentage": 5.57, "elapsed_time": "1:32:25", "remaining_time": "1 day, 2:05:35"} +{"current_steps": 2525, "total_steps": 45204, "loss": 0.3749, "learning_rate": 1.984642376475823e-05, "epoch": 0.05585685896419631, "percentage": 5.59, "elapsed_time": "1:32:37", "remaining_time": "1 day, 2:05:42"} +{"current_steps": 2530, "total_steps": 45204, "loss": 0.4321, "learning_rate": 1.9845816509192426e-05, "epoch": 0.055967466605709566, "percentage": 5.6, "elapsed_time": "1:32:49", "remaining_time": "1 day, 2:05:43"} +{"current_steps": 2535, "total_steps": 45204, "loss": 0.4789, "learning_rate": 1.9845208064747347e-05, "epoch": 0.056078074247222824, "percentage": 5.61, "elapsed_time": "1:33:02", "remaining_time": "1 day, 2:06:00"} +{"current_steps": 2540, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.9844598431496463e-05, "epoch": 0.05618868188873609, "percentage": 5.62, "elapsed_time": "1:33:14", "remaining_time": "1 day, 2:06:05"} +{"current_steps": 2545, "total_steps": 45204, "loss": 0.4845, "learning_rate": 1.9843987609513395e-05, "epoch": 0.05629928953024935, "percentage": 5.63, "elapsed_time": "1:33:28", "remaining_time": "1 day, 2:06:47"} +{"current_steps": 2550, "total_steps": 45204, "loss": 0.4478, "learning_rate": 1.9843375598871893e-05, "epoch": 0.056409897171762605, "percentage": 5.64, "elapsed_time": "1:33:38", "remaining_time": "1 day, 2:06:19"} +{"current_steps": 2555, "total_steps": 45204, "loss": 0.3504, "learning_rate": 1.984276239964586e-05, "epoch": 0.05652050481327587, "percentage": 5.65, "elapsed_time": "1:33:48", "remaining_time": "1 day, 2:05:50"} +{"current_steps": 2560, "total_steps": 45204, "loss": 0.3203, "learning_rate": 1.9842148011909336e-05, "epoch": 0.05663111245478913, "percentage": 5.66, "elapsed_time": "1:33:58", "remaining_time": "1 day, 2:05:29"} +{"current_steps": 2565, "total_steps": 45204, "loss": 0.5251, "learning_rate": 1.9841532435736513e-05, "epoch": 0.056741720096302385, "percentage": 5.67, "elapsed_time": "1:34:11", "remaining_time": "1 day, 2:05:42"} +{"current_steps": 2570, "total_steps": 45204, "loss": 0.3464, "learning_rate": 1.9840915671201717e-05, "epoch": 0.05685232773781565, "percentage": 5.69, "elapsed_time": "1:34:22", "remaining_time": "1 day, 2:05:43"} +{"current_steps": 2575, "total_steps": 45204, "loss": 0.5183, "learning_rate": 1.9840297718379426e-05, "epoch": 0.05696293537932891, "percentage": 5.7, "elapsed_time": "1:34:35", "remaining_time": "1 day, 2:05:52"} +{"current_steps": 2580, "total_steps": 45204, "loss": 0.3752, "learning_rate": 1.9839678577344256e-05, "epoch": 0.057073543020842166, "percentage": 5.71, "elapsed_time": "1:34:43", "remaining_time": "1 day, 2:05:01"} +{"current_steps": 2585, "total_steps": 45204, "loss": 0.395, "learning_rate": 1.9839058248170966e-05, "epoch": 0.057184150662355424, "percentage": 5.72, "elapsed_time": "1:34:54", "remaining_time": "1 day, 2:04:45"} +{"current_steps": 2590, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.9838436730934463e-05, "epoch": 0.05729475830386869, "percentage": 5.73, "elapsed_time": "1:35:05", "remaining_time": "1 day, 2:04:37"} +{"current_steps": 2595, "total_steps": 45204, "loss": 0.4566, "learning_rate": 1.9837814025709795e-05, "epoch": 0.057405365945381946, "percentage": 5.74, "elapsed_time": "1:35:17", "remaining_time": "1 day, 2:04:42"} +{"current_steps": 2600, "total_steps": 45204, "loss": 0.385, "learning_rate": 1.9837190132572155e-05, "epoch": 0.057515973586895204, "percentage": 5.75, "elapsed_time": "1:35:27", "remaining_time": "1 day, 2:04:10"} +{"current_steps": 2605, "total_steps": 45204, "loss": 0.2907, "learning_rate": 1.9836565051596873e-05, "epoch": 0.05762658122840847, "percentage": 5.76, "elapsed_time": "1:35:35", "remaining_time": "1 day, 2:03:19"} +{"current_steps": 2610, "total_steps": 45204, "loss": 0.4614, "learning_rate": 1.9835938782859432e-05, "epoch": 0.05773718886992173, "percentage": 5.77, "elapsed_time": "1:35:46", "remaining_time": "1 day, 2:03:08"} +{"current_steps": 2615, "total_steps": 45204, "loss": 0.5164, "learning_rate": 1.9835311326435452e-05, "epoch": 0.057847796511434985, "percentage": 5.78, "elapsed_time": "1:35:58", "remaining_time": "1 day, 2:03:01"} +{"current_steps": 2620, "total_steps": 45204, "loss": 0.3107, "learning_rate": 1.9834682682400695e-05, "epoch": 0.05795840415294825, "percentage": 5.8, "elapsed_time": "1:36:07", "remaining_time": "1 day, 2:02:13"} +{"current_steps": 2625, "total_steps": 45204, "loss": 0.5085, "learning_rate": 1.983405285083108e-05, "epoch": 0.05806901179446151, "percentage": 5.81, "elapsed_time": "1:36:19", "remaining_time": "1 day, 2:02:31"} +{"current_steps": 2630, "total_steps": 45204, "loss": 0.2506, "learning_rate": 1.9833421831802644e-05, "epoch": 0.058179619435974765, "percentage": 5.82, "elapsed_time": "1:36:29", "remaining_time": "1 day, 2:02:04"} +{"current_steps": 2635, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.9832789625391595e-05, "epoch": 0.05829022707748803, "percentage": 5.83, "elapsed_time": "1:36:41", "remaining_time": "1 day, 2:02:01"} +{"current_steps": 2640, "total_steps": 45204, "loss": 0.3651, "learning_rate": 1.9832156231674264e-05, "epoch": 0.05840083471900129, "percentage": 5.84, "elapsed_time": "1:36:51", "remaining_time": "1 day, 2:01:30"} +{"current_steps": 2645, "total_steps": 45204, "loss": 0.4025, "learning_rate": 1.9831521650727138e-05, "epoch": 0.058511442360514546, "percentage": 5.85, "elapsed_time": "1:37:01", "remaining_time": "1 day, 2:01:16"} +{"current_steps": 2650, "total_steps": 45204, "loss": 0.3558, "learning_rate": 1.983088588262684e-05, "epoch": 0.058622050002027803, "percentage": 5.86, "elapsed_time": "1:37:12", "remaining_time": "1 day, 2:01:05"} +{"current_steps": 2655, "total_steps": 45204, "loss": 0.5151, "learning_rate": 1.9830248927450137e-05, "epoch": 0.05873265764354107, "percentage": 5.87, "elapsed_time": "1:37:27", "remaining_time": "1 day, 2:01:46"} +{"current_steps": 2660, "total_steps": 45204, "loss": 0.4064, "learning_rate": 1.9829610785273943e-05, "epoch": 0.058843265285054326, "percentage": 5.88, "elapsed_time": "1:37:38", "remaining_time": "1 day, 2:01:38"} +{"current_steps": 2665, "total_steps": 45204, "loss": 0.4743, "learning_rate": 1.9828971456175316e-05, "epoch": 0.058953872926567584, "percentage": 5.9, "elapsed_time": "1:37:49", "remaining_time": "1 day, 2:01:32"} +{"current_steps": 2670, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.9828330940231454e-05, "epoch": 0.05906448056808085, "percentage": 5.91, "elapsed_time": "1:38:01", "remaining_time": "1 day, 2:01:38"} +{"current_steps": 2675, "total_steps": 45204, "loss": 0.2933, "learning_rate": 1.9827689237519693e-05, "epoch": 0.05917508820959411, "percentage": 5.92, "elapsed_time": "1:38:10", "remaining_time": "1 day, 2:00:57"} +{"current_steps": 2680, "total_steps": 45204, "loss": 0.3914, "learning_rate": 1.982704634811753e-05, "epoch": 0.059285695851107365, "percentage": 5.93, "elapsed_time": "1:38:22", "remaining_time": "1 day, 2:00:55"} +{"current_steps": 2685, "total_steps": 45204, "loss": 0.4573, "learning_rate": 1.9826402272102578e-05, "epoch": 0.05939630349262063, "percentage": 5.94, "elapsed_time": "1:38:31", "remaining_time": "1 day, 2:00:13"} +{"current_steps": 2690, "total_steps": 45204, "loss": 0.4557, "learning_rate": 1.9825757009552622e-05, "epoch": 0.05950691113413389, "percentage": 5.95, "elapsed_time": "1:38:44", "remaining_time": "1 day, 2:00:34"} +{"current_steps": 2695, "total_steps": 45204, "loss": 0.473, "learning_rate": 1.9825110560545573e-05, "epoch": 0.059617518775647145, "percentage": 5.96, "elapsed_time": "1:38:55", "remaining_time": "1 day, 2:00:25"} +{"current_steps": 2700, "total_steps": 45204, "loss": 0.3811, "learning_rate": 1.9824462925159488e-05, "epoch": 0.05972812641716041, "percentage": 5.97, "elapsed_time": "1:39:05", "remaining_time": "1 day, 2:00:02"} +{"current_steps": 2705, "total_steps": 45204, "loss": 0.3934, "learning_rate": 1.9823814103472576e-05, "epoch": 0.05983873405867367, "percentage": 5.98, "elapsed_time": "1:39:16", "remaining_time": "1 day, 1:59:43"} +{"current_steps": 2710, "total_steps": 45204, "loss": 0.3684, "learning_rate": 1.982316409556317e-05, "epoch": 0.059949341700186926, "percentage": 6.0, "elapsed_time": "1:39:28", "remaining_time": "1 day, 1:59:54"} +{"current_steps": 2715, "total_steps": 45204, "loss": 0.185, "learning_rate": 1.9822512901509764e-05, "epoch": 0.06005994934170019, "percentage": 6.01, "elapsed_time": "1:39:39", "remaining_time": "1 day, 1:59:30"} +{"current_steps": 2720, "total_steps": 45204, "loss": 0.3379, "learning_rate": 1.9821860521390993e-05, "epoch": 0.06017055698321345, "percentage": 6.02, "elapsed_time": "1:39:48", "remaining_time": "1 day, 1:58:58"} +{"current_steps": 2725, "total_steps": 45204, "loss": 0.3279, "learning_rate": 1.982120695528563e-05, "epoch": 0.060281164624726706, "percentage": 6.03, "elapsed_time": "1:39:59", "remaining_time": "1 day, 1:58:50"} +{"current_steps": 2730, "total_steps": 45204, "loss": 0.4518, "learning_rate": 1.982055220327259e-05, "epoch": 0.060391772266239964, "percentage": 6.04, "elapsed_time": "1:40:11", "remaining_time": "1 day, 1:58:43"} +{"current_steps": 2735, "total_steps": 45204, "loss": 0.3754, "learning_rate": 1.9819896265430936e-05, "epoch": 0.06050237990775323, "percentage": 6.05, "elapsed_time": "1:40:20", "remaining_time": "1 day, 1:58:02"} +{"current_steps": 2740, "total_steps": 45204, "loss": 0.5213, "learning_rate": 1.981923914183987e-05, "epoch": 0.06061298754926649, "percentage": 6.06, "elapsed_time": "1:40:34", "remaining_time": "1 day, 1:58:44"} +{"current_steps": 2745, "total_steps": 45204, "loss": 0.4077, "learning_rate": 1.9818580832578742e-05, "epoch": 0.060723595190779744, "percentage": 6.07, "elapsed_time": "1:40:46", "remaining_time": "1 day, 1:58:47"} +{"current_steps": 2750, "total_steps": 45204, "loss": 0.4707, "learning_rate": 1.981792133772704e-05, "epoch": 0.06083420283229301, "percentage": 6.08, "elapsed_time": "1:40:59", "remaining_time": "1 day, 1:59:07"} +{"current_steps": 2755, "total_steps": 45204, "loss": 0.3837, "learning_rate": 1.9817260657364406e-05, "epoch": 0.06094481047380627, "percentage": 6.09, "elapsed_time": "1:41:11", "remaining_time": "1 day, 1:59:08"} +{"current_steps": 2760, "total_steps": 45204, "loss": 0.3314, "learning_rate": 1.9816598791570606e-05, "epoch": 0.061055418115319525, "percentage": 6.11, "elapsed_time": "1:41:21", "remaining_time": "1 day, 1:58:43"} +{"current_steps": 2765, "total_steps": 45204, "loss": 0.4327, "learning_rate": 1.981593574042557e-05, "epoch": 0.06116602575683279, "percentage": 6.12, "elapsed_time": "1:41:32", "remaining_time": "1 day, 1:58:31"} +{"current_steps": 2770, "total_steps": 45204, "loss": 0.5869, "learning_rate": 1.981527150400935e-05, "epoch": 0.06127663339834605, "percentage": 6.13, "elapsed_time": "1:41:47", "remaining_time": "1 day, 1:59:20"} +{"current_steps": 2775, "total_steps": 45204, "loss": 0.4489, "learning_rate": 1.9814606082402162e-05, "epoch": 0.061387241039859305, "percentage": 6.14, "elapsed_time": "1:41:57", "remaining_time": "1 day, 1:58:57"} +{"current_steps": 2780, "total_steps": 45204, "loss": 0.3013, "learning_rate": 1.9813939475684352e-05, "epoch": 0.06149784868137257, "percentage": 6.15, "elapsed_time": "1:42:07", "remaining_time": "1 day, 1:58:26"} +{"current_steps": 2785, "total_steps": 45204, "loss": 0.4196, "learning_rate": 1.981327168393641e-05, "epoch": 0.06160845632288583, "percentage": 6.16, "elapsed_time": "1:42:19", "remaining_time": "1 day, 1:58:36"} +{"current_steps": 2790, "total_steps": 45204, "loss": 0.3992, "learning_rate": 1.9812602707238975e-05, "epoch": 0.061719063964399086, "percentage": 6.17, "elapsed_time": "1:42:29", "remaining_time": "1 day, 1:58:06"} +{"current_steps": 2795, "total_steps": 45204, "loss": 0.282, "learning_rate": 1.9811932545672828e-05, "epoch": 0.061829671605912344, "percentage": 6.18, "elapsed_time": "1:42:40", "remaining_time": "1 day, 1:57:49"} +{"current_steps": 2800, "total_steps": 45204, "loss": 0.4589, "learning_rate": 1.981126119931888e-05, "epoch": 0.06194027924742561, "percentage": 6.19, "elapsed_time": "1:42:53", "remaining_time": "1 day, 1:58:07"} +{"current_steps": 2805, "total_steps": 45204, "loss": 0.4793, "learning_rate": 1.9810588668258214e-05, "epoch": 0.062050886888938867, "percentage": 6.21, "elapsed_time": "1:43:04", "remaining_time": "1 day, 1:58:04"} +{"current_steps": 2810, "total_steps": 45204, "loss": 0.3542, "learning_rate": 1.980991495257202e-05, "epoch": 0.062161494530452124, "percentage": 6.22, "elapsed_time": "1:43:14", "remaining_time": "1 day, 1:57:34"} +{"current_steps": 2815, "total_steps": 45204, "loss": 0.344, "learning_rate": 1.980924005234166e-05, "epoch": 0.06227210217196539, "percentage": 6.23, "elapsed_time": "1:43:26", "remaining_time": "1 day, 1:57:38"} +{"current_steps": 2820, "total_steps": 45204, "loss": 0.3826, "learning_rate": 1.980856396764862e-05, "epoch": 0.06238270981347865, "percentage": 6.24, "elapsed_time": "1:43:38", "remaining_time": "1 day, 1:57:38"} +{"current_steps": 2825, "total_steps": 45204, "loss": 0.3864, "learning_rate": 1.9807886698574545e-05, "epoch": 0.062493317454991905, "percentage": 6.25, "elapsed_time": "1:43:47", "remaining_time": "1 day, 1:56:59"} +{"current_steps": 2830, "total_steps": 45204, "loss": 0.3534, "learning_rate": 1.980720824520121e-05, "epoch": 0.06260392509650517, "percentage": 6.26, "elapsed_time": "1:43:59", "remaining_time": "1 day, 1:57:02"} +{"current_steps": 2835, "total_steps": 45204, "loss": 0.2989, "learning_rate": 1.980652860761054e-05, "epoch": 0.06271453273801843, "percentage": 6.27, "elapsed_time": "1:44:08", "remaining_time": "1 day, 1:56:21"} +{"current_steps": 2840, "total_steps": 45204, "loss": 0.4135, "learning_rate": 1.9805847785884603e-05, "epoch": 0.06282514037953169, "percentage": 6.28, "elapsed_time": "1:44:20", "remaining_time": "1 day, 1:56:33"} +{"current_steps": 2845, "total_steps": 45204, "loss": 0.3015, "learning_rate": 1.9805165780105603e-05, "epoch": 0.06293574802104494, "percentage": 6.29, "elapsed_time": "1:44:30", "remaining_time": "1 day, 1:56:05"} +{"current_steps": 2850, "total_steps": 45204, "loss": 0.4102, "learning_rate": 1.9804482590355897e-05, "epoch": 0.0630463556625582, "percentage": 6.3, "elapsed_time": "1:44:41", "remaining_time": "1 day, 1:55:44"} +{"current_steps": 2855, "total_steps": 45204, "loss": 0.4964, "learning_rate": 1.980379821671797e-05, "epoch": 0.06315696330407147, "percentage": 6.32, "elapsed_time": "1:44:51", "remaining_time": "1 day, 1:55:27"} +{"current_steps": 2860, "total_steps": 45204, "loss": 0.5291, "learning_rate": 1.9803112659274474e-05, "epoch": 0.06326757094558473, "percentage": 6.33, "elapsed_time": "1:45:05", "remaining_time": "1 day, 1:56:00"} +{"current_steps": 2865, "total_steps": 45204, "loss": 0.4785, "learning_rate": 1.9802425918108184e-05, "epoch": 0.06337817858709799, "percentage": 6.34, "elapsed_time": "1:45:18", "remaining_time": "1 day, 1:56:08"} +{"current_steps": 2870, "total_steps": 45204, "loss": 0.3196, "learning_rate": 1.980173799330202e-05, "epoch": 0.06348878622861125, "percentage": 6.35, "elapsed_time": "1:45:28", "remaining_time": "1 day, 1:55:42"} +{"current_steps": 2875, "total_steps": 45204, "loss": 0.3173, "learning_rate": 1.980104888493905e-05, "epoch": 0.0635993938701245, "percentage": 6.36, "elapsed_time": "1:45:37", "remaining_time": "1 day, 1:55:14"} +{"current_steps": 2880, "total_steps": 45204, "loss": 0.4037, "learning_rate": 1.9800358593102488e-05, "epoch": 0.06371000151163776, "percentage": 6.37, "elapsed_time": "1:45:50", "remaining_time": "1 day, 1:55:18"} +{"current_steps": 2885, "total_steps": 45204, "loss": 0.4537, "learning_rate": 1.9799667117875683e-05, "epoch": 0.06382060915315103, "percentage": 6.38, "elapsed_time": "1:46:02", "remaining_time": "1 day, 1:55:27"} +{"current_steps": 2890, "total_steps": 45204, "loss": 0.2806, "learning_rate": 1.9798974459342132e-05, "epoch": 0.06393121679466429, "percentage": 6.39, "elapsed_time": "1:46:12", "remaining_time": "1 day, 1:55:06"} +{"current_steps": 2895, "total_steps": 45204, "loss": 0.3888, "learning_rate": 1.9798280617585473e-05, "epoch": 0.06404182443617755, "percentage": 6.4, "elapsed_time": "1:46:23", "remaining_time": "1 day, 1:54:47"} +{"current_steps": 2900, "total_steps": 45204, "loss": 0.3387, "learning_rate": 1.9797585592689486e-05, "epoch": 0.06415243207769081, "percentage": 6.42, "elapsed_time": "1:46:33", "remaining_time": "1 day, 1:54:31"} +{"current_steps": 2905, "total_steps": 45204, "loss": 0.2847, "learning_rate": 1.9796889384738092e-05, "epoch": 0.06426303971920407, "percentage": 6.43, "elapsed_time": "1:46:42", "remaining_time": "1 day, 1:53:49"} +{"current_steps": 2910, "total_steps": 45204, "loss": 0.4556, "learning_rate": 1.979619199381537e-05, "epoch": 0.06437364736071732, "percentage": 6.44, "elapsed_time": "1:46:56", "remaining_time": "1 day, 1:54:10"} +{"current_steps": 2915, "total_steps": 45204, "loss": 0.598, "learning_rate": 1.9795493420005517e-05, "epoch": 0.06448425500223058, "percentage": 6.45, "elapsed_time": "1:47:08", "remaining_time": "1 day, 1:54:15"} +{"current_steps": 2920, "total_steps": 45204, "loss": 0.3517, "learning_rate": 1.9794793663392887e-05, "epoch": 0.06459486264374385, "percentage": 6.46, "elapsed_time": "1:47:18", "remaining_time": "1 day, 1:53:48"} +{"current_steps": 2925, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.979409272406198e-05, "epoch": 0.06470547028525711, "percentage": 6.47, "elapsed_time": "1:47:31", "remaining_time": "1 day, 1:54:15"} +{"current_steps": 2930, "total_steps": 45204, "loss": 0.4074, "learning_rate": 1.9793390602097435e-05, "epoch": 0.06481607792677037, "percentage": 6.48, "elapsed_time": "1:47:41", "remaining_time": "1 day, 1:53:41"} +{"current_steps": 2935, "total_steps": 45204, "loss": 0.3947, "learning_rate": 1.979268729758403e-05, "epoch": 0.06492668556828363, "percentage": 6.49, "elapsed_time": "1:47:51", "remaining_time": "1 day, 1:53:25"} +{"current_steps": 2940, "total_steps": 45204, "loss": 0.314, "learning_rate": 1.9791982810606685e-05, "epoch": 0.06503729320979688, "percentage": 6.5, "elapsed_time": "1:48:03", "remaining_time": "1 day, 1:53:17"} +{"current_steps": 2945, "total_steps": 45204, "loss": 0.3432, "learning_rate": 1.9791277141250478e-05, "epoch": 0.06514790085131014, "percentage": 6.51, "elapsed_time": "1:48:13", "remaining_time": "1 day, 1:52:59"} +{"current_steps": 2950, "total_steps": 45204, "loss": 0.195, "learning_rate": 1.9790570289600606e-05, "epoch": 0.06525850849282341, "percentage": 6.53, "elapsed_time": "1:48:21", "remaining_time": "1 day, 1:52:02"} +{"current_steps": 2955, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.978986225574243e-05, "epoch": 0.06536911613433667, "percentage": 6.54, "elapsed_time": "1:48:32", "remaining_time": "1 day, 1:51:54"} +{"current_steps": 2960, "total_steps": 45204, "loss": 0.2901, "learning_rate": 1.9789153039761436e-05, "epoch": 0.06547972377584993, "percentage": 6.55, "elapsed_time": "1:48:42", "remaining_time": "1 day, 1:51:22"} +{"current_steps": 2965, "total_steps": 45204, "loss": 0.48, "learning_rate": 1.978844264174327e-05, "epoch": 0.06559033141736319, "percentage": 6.56, "elapsed_time": "1:48:53", "remaining_time": "1 day, 1:51:15"} +{"current_steps": 2970, "total_steps": 45204, "loss": 0.4133, "learning_rate": 1.9787731061773708e-05, "epoch": 0.06570093905887645, "percentage": 6.57, "elapsed_time": "1:49:04", "remaining_time": "1 day, 1:50:58"} +{"current_steps": 2975, "total_steps": 45204, "loss": 0.432, "learning_rate": 1.9787018299938678e-05, "epoch": 0.0658115467003897, "percentage": 6.58, "elapsed_time": "1:49:15", "remaining_time": "1 day, 1:50:56"} +{"current_steps": 2980, "total_steps": 45204, "loss": 0.4659, "learning_rate": 1.9786304356324238e-05, "epoch": 0.06592215434190296, "percentage": 6.59, "elapsed_time": "1:49:28", "remaining_time": "1 day, 1:51:03"} +{"current_steps": 2985, "total_steps": 45204, "loss": 0.3494, "learning_rate": 1.9785589231016604e-05, "epoch": 0.06603276198341623, "percentage": 6.6, "elapsed_time": "1:49:38", "remaining_time": "1 day, 1:50:49"} +{"current_steps": 2990, "total_steps": 45204, "loss": 0.4227, "learning_rate": 1.9784872924102125e-05, "epoch": 0.06614336962492949, "percentage": 6.61, "elapsed_time": "1:49:50", "remaining_time": "1 day, 1:50:43"} +{"current_steps": 2995, "total_steps": 45204, "loss": 0.4749, "learning_rate": 1.9784155435667286e-05, "epoch": 0.06625397726644275, "percentage": 6.63, "elapsed_time": "1:50:02", "remaining_time": "1 day, 1:50:51"} +{"current_steps": 3000, "total_steps": 45204, "loss": 0.4015, "learning_rate": 1.9783436765798736e-05, "epoch": 0.066364584907956, "percentage": 6.64, "elapsed_time": "1:50:13", "remaining_time": "1 day, 1:50:37"} +{"current_steps": 3005, "total_steps": 45204, "loss": 0.3458, "learning_rate": 1.978271691458325e-05, "epoch": 0.06647519254946926, "percentage": 6.65, "elapsed_time": "1:50:24", "remaining_time": "1 day, 1:50:30"} +{"current_steps": 3010, "total_steps": 45204, "loss": 0.3735, "learning_rate": 1.978199588210775e-05, "epoch": 0.06658580019098252, "percentage": 6.66, "elapsed_time": "1:50:33", "remaining_time": "1 day, 1:49:47"} +{"current_steps": 3015, "total_steps": 45204, "loss": 0.4491, "learning_rate": 1.9781273668459296e-05, "epoch": 0.0666964078324958, "percentage": 6.67, "elapsed_time": "1:50:44", "remaining_time": "1 day, 1:49:37"} +{"current_steps": 3020, "total_steps": 45204, "loss": 0.3341, "learning_rate": 1.97805502737251e-05, "epoch": 0.06680701547400905, "percentage": 6.68, "elapsed_time": "1:50:53", "remaining_time": "1 day, 1:48:56"} +{"current_steps": 3025, "total_steps": 45204, "loss": 0.3177, "learning_rate": 1.977982569799251e-05, "epoch": 0.06691762311552231, "percentage": 6.69, "elapsed_time": "1:51:04", "remaining_time": "1 day, 1:48:44"} +{"current_steps": 3030, "total_steps": 45204, "loss": 0.3751, "learning_rate": 1.9779099941349015e-05, "epoch": 0.06702823075703557, "percentage": 6.7, "elapsed_time": "1:51:14", "remaining_time": "1 day, 1:48:18"} +{"current_steps": 3035, "total_steps": 45204, "loss": 0.2993, "learning_rate": 1.977837300388226e-05, "epoch": 0.06713883839854883, "percentage": 6.71, "elapsed_time": "1:51:24", "remaining_time": "1 day, 1:48:01"} +{"current_steps": 3040, "total_steps": 45204, "loss": 0.3209, "learning_rate": 1.977764488568001e-05, "epoch": 0.06724944604006208, "percentage": 6.73, "elapsed_time": "1:51:35", "remaining_time": "1 day, 1:47:39"} +{"current_steps": 3045, "total_steps": 45204, "loss": 0.3696, "learning_rate": 1.9776915586830194e-05, "epoch": 0.06736005368157534, "percentage": 6.74, "elapsed_time": "1:51:47", "remaining_time": "1 day, 1:47:47"} +{"current_steps": 3050, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.9776185107420872e-05, "epoch": 0.06747066132308861, "percentage": 6.75, "elapsed_time": "1:51:59", "remaining_time": "1 day, 1:47:53"} +{"current_steps": 3055, "total_steps": 45204, "loss": 0.4362, "learning_rate": 1.9775453447540248e-05, "epoch": 0.06758126896460187, "percentage": 6.76, "elapsed_time": "1:52:10", "remaining_time": "1 day, 1:47:41"} +{"current_steps": 3060, "total_steps": 45204, "loss": 0.3739, "learning_rate": 1.977472060727667e-05, "epoch": 0.06769187660611513, "percentage": 6.77, "elapsed_time": "1:52:19", "remaining_time": "1 day, 1:47:01"} +{"current_steps": 3065, "total_steps": 45204, "loss": 0.376, "learning_rate": 1.9773986586718627e-05, "epoch": 0.06780248424762839, "percentage": 6.78, "elapsed_time": "1:52:30", "remaining_time": "1 day, 1:46:55"} +{"current_steps": 3070, "total_steps": 45204, "loss": 0.4455, "learning_rate": 1.9773251385954755e-05, "epoch": 0.06791309188914164, "percentage": 6.79, "elapsed_time": "1:52:41", "remaining_time": "1 day, 1:46:35"} +{"current_steps": 3075, "total_steps": 45204, "loss": 0.4056, "learning_rate": 1.9772515005073828e-05, "epoch": 0.0680236995306549, "percentage": 6.8, "elapsed_time": "1:52:52", "remaining_time": "1 day, 1:46:31"} +{"current_steps": 3080, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.9771777444164765e-05, "epoch": 0.06813430717216817, "percentage": 6.81, "elapsed_time": "1:53:03", "remaining_time": "1 day, 1:46:18"} +{"current_steps": 3085, "total_steps": 45204, "loss": 0.4705, "learning_rate": 1.977103870331662e-05, "epoch": 0.06824491481368143, "percentage": 6.82, "elapsed_time": "1:53:14", "remaining_time": "1 day, 1:46:07"} +{"current_steps": 3090, "total_steps": 45204, "loss": 0.3218, "learning_rate": 1.9770298782618603e-05, "epoch": 0.06835552245519469, "percentage": 6.84, "elapsed_time": "1:53:24", "remaining_time": "1 day, 1:45:40"} +{"current_steps": 3095, "total_steps": 45204, "loss": 0.4383, "learning_rate": 1.9769557682160058e-05, "epoch": 0.06846613009670795, "percentage": 6.85, "elapsed_time": "1:53:34", "remaining_time": "1 day, 1:45:08"} +{"current_steps": 3100, "total_steps": 45204, "loss": 0.3876, "learning_rate": 1.976881540203047e-05, "epoch": 0.0685767377382212, "percentage": 6.86, "elapsed_time": "1:53:43", "remaining_time": "1 day, 1:44:41"} +{"current_steps": 3105, "total_steps": 45204, "loss": 0.4116, "learning_rate": 1.976807194231947e-05, "epoch": 0.06868734537973446, "percentage": 6.87, "elapsed_time": "1:53:56", "remaining_time": "1 day, 1:44:52"} +{"current_steps": 3110, "total_steps": 45204, "loss": 0.4423, "learning_rate": 1.976732730311683e-05, "epoch": 0.06879795302124773, "percentage": 6.88, "elapsed_time": "1:54:07", "remaining_time": "1 day, 1:44:41"} +{"current_steps": 3115, "total_steps": 45204, "loss": 0.5115, "learning_rate": 1.9766581484512468e-05, "epoch": 0.06890856066276099, "percentage": 6.89, "elapsed_time": "1:54:18", "remaining_time": "1 day, 1:44:27"} +{"current_steps": 3120, "total_steps": 45204, "loss": 0.3874, "learning_rate": 1.9765834486596436e-05, "epoch": 0.06901916830427425, "percentage": 6.9, "elapsed_time": "1:54:28", "remaining_time": "1 day, 1:44:02"} +{"current_steps": 3125, "total_steps": 45204, "loss": 0.4644, "learning_rate": 1.9765086309458937e-05, "epoch": 0.06912977594578751, "percentage": 6.91, "elapsed_time": "1:54:40", "remaining_time": "1 day, 1:44:03"} +{"current_steps": 3130, "total_steps": 45204, "loss": 0.4674, "learning_rate": 1.9764336953190314e-05, "epoch": 0.06924038358730077, "percentage": 6.92, "elapsed_time": "1:54:50", "remaining_time": "1 day, 1:43:49"} +{"current_steps": 3135, "total_steps": 45204, "loss": 0.4226, "learning_rate": 1.976358641788105e-05, "epoch": 0.06935099122881402, "percentage": 6.94, "elapsed_time": "1:55:03", "remaining_time": "1 day, 1:44:05"} +{"current_steps": 3140, "total_steps": 45204, "loss": 0.5031, "learning_rate": 1.9762834703621778e-05, "epoch": 0.06946159887032728, "percentage": 6.95, "elapsed_time": "1:55:18", "remaining_time": "1 day, 1:44:41"} +{"current_steps": 3145, "total_steps": 45204, "loss": 0.4586, "learning_rate": 1.976208181050326e-05, "epoch": 0.06957220651184055, "percentage": 6.96, "elapsed_time": "1:55:28", "remaining_time": "1 day, 1:44:17"} +{"current_steps": 3150, "total_steps": 45204, "loss": 0.4721, "learning_rate": 1.9761327738616403e-05, "epoch": 0.06968281415335381, "percentage": 6.97, "elapsed_time": "1:55:39", "remaining_time": "1 day, 1:44:02"} +{"current_steps": 3155, "total_steps": 45204, "loss": 0.5619, "learning_rate": 1.976057248805227e-05, "epoch": 0.06979342179486707, "percentage": 6.98, "elapsed_time": "1:55:49", "remaining_time": "1 day, 1:43:37"} +{"current_steps": 3160, "total_steps": 45204, "loss": 0.4101, "learning_rate": 1.975981605890206e-05, "epoch": 0.06990402943638033, "percentage": 6.99, "elapsed_time": "1:55:59", "remaining_time": "1 day, 1:43:20"} +{"current_steps": 3165, "total_steps": 45204, "loss": 0.3704, "learning_rate": 1.97590584512571e-05, "epoch": 0.07001463707789359, "percentage": 7.0, "elapsed_time": "1:56:10", "remaining_time": "1 day, 1:43:02"} +{"current_steps": 3170, "total_steps": 45204, "loss": 0.3934, "learning_rate": 1.975829966520888e-05, "epoch": 0.07012524471940684, "percentage": 7.01, "elapsed_time": "1:56:19", "remaining_time": "1 day, 1:42:25"} +{"current_steps": 3175, "total_steps": 45204, "loss": 0.3403, "learning_rate": 1.975753970084902e-05, "epoch": 0.07023585236092011, "percentage": 7.02, "elapsed_time": "1:56:32", "remaining_time": "1 day, 1:42:45"} +{"current_steps": 3180, "total_steps": 45204, "loss": 0.5215, "learning_rate": 1.9756778558269282e-05, "epoch": 0.07034646000243337, "percentage": 7.03, "elapsed_time": "1:56:47", "remaining_time": "1 day, 1:43:29"} +{"current_steps": 3185, "total_steps": 45204, "loss": 0.2475, "learning_rate": 1.975601623756158e-05, "epoch": 0.07045706764394663, "percentage": 7.05, "elapsed_time": "1:56:57", "remaining_time": "1 day, 1:42:57"} +{"current_steps": 3190, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.9755252738817962e-05, "epoch": 0.07056767528545989, "percentage": 7.06, "elapsed_time": "1:57:06", "remaining_time": "1 day, 1:42:19"} +{"current_steps": 3195, "total_steps": 45204, "loss": 0.2497, "learning_rate": 1.975448806213062e-05, "epoch": 0.07067828292697315, "percentage": 7.07, "elapsed_time": "1:57:15", "remaining_time": "1 day, 1:41:48"} +{"current_steps": 3200, "total_steps": 45204, "loss": 0.3139, "learning_rate": 1.975372220759189e-05, "epoch": 0.0707888905684864, "percentage": 7.08, "elapsed_time": "1:57:25", "remaining_time": "1 day, 1:41:25"} +{"current_steps": 3205, "total_steps": 45204, "loss": 0.3677, "learning_rate": 1.9752955175294243e-05, "epoch": 0.07089949820999966, "percentage": 7.09, "elapsed_time": "1:57:35", "remaining_time": "1 day, 1:40:52"} +{"current_steps": 3210, "total_steps": 45204, "loss": 0.4885, "learning_rate": 1.9752186965330306e-05, "epoch": 0.07101010585151293, "percentage": 7.1, "elapsed_time": "1:57:47", "remaining_time": "1 day, 1:41:04"} +{"current_steps": 3215, "total_steps": 45204, "loss": 0.3024, "learning_rate": 1.975141757779283e-05, "epoch": 0.07112071349302619, "percentage": 7.11, "elapsed_time": "1:57:59", "remaining_time": "1 day, 1:41:02"} +{"current_steps": 3220, "total_steps": 45204, "loss": 0.3874, "learning_rate": 1.975064701277473e-05, "epoch": 0.07123132113453945, "percentage": 7.12, "elapsed_time": "1:58:10", "remaining_time": "1 day, 1:40:51"} +{"current_steps": 3225, "total_steps": 45204, "loss": 0.4744, "learning_rate": 1.974987527036904e-05, "epoch": 0.07134192877605271, "percentage": 7.13, "elapsed_time": "1:58:20", "remaining_time": "1 day, 1:40:23"} +{"current_steps": 3230, "total_steps": 45204, "loss": 0.2191, "learning_rate": 1.9749102350668956e-05, "epoch": 0.07145253641756596, "percentage": 7.15, "elapsed_time": "1:58:30", "remaining_time": "1 day, 1:40:03"} +{"current_steps": 3235, "total_steps": 45204, "loss": 0.3712, "learning_rate": 1.9748328253767807e-05, "epoch": 0.07156314405907922, "percentage": 7.16, "elapsed_time": "1:58:40", "remaining_time": "1 day, 1:39:41"} +{"current_steps": 3240, "total_steps": 45204, "loss": 0.4785, "learning_rate": 1.974755297975906e-05, "epoch": 0.0716737517005925, "percentage": 7.17, "elapsed_time": "1:58:52", "remaining_time": "1 day, 1:39:35"} +{"current_steps": 3245, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.9746776528736332e-05, "epoch": 0.07178435934210575, "percentage": 7.18, "elapsed_time": "1:59:03", "remaining_time": "1 day, 1:39:32"} +{"current_steps": 3250, "total_steps": 45204, "loss": 0.5114, "learning_rate": 1.974599890079338e-05, "epoch": 0.07189496698361901, "percentage": 7.19, "elapsed_time": "1:59:14", "remaining_time": "1 day, 1:39:13"} +{"current_steps": 3255, "total_steps": 45204, "loss": 0.3119, "learning_rate": 1.9745220096024104e-05, "epoch": 0.07200557462513227, "percentage": 7.2, "elapsed_time": "1:59:23", "remaining_time": "1 day, 1:38:43"} +{"current_steps": 3260, "total_steps": 45204, "loss": 0.4893, "learning_rate": 1.974444011452254e-05, "epoch": 0.07211618226664553, "percentage": 7.21, "elapsed_time": "1:59:35", "remaining_time": "1 day, 1:38:40"} +{"current_steps": 3265, "total_steps": 45204, "loss": 0.3406, "learning_rate": 1.9743658956382875e-05, "epoch": 0.07222678990815878, "percentage": 7.22, "elapsed_time": "1:59:47", "remaining_time": "1 day, 1:38:41"} +{"current_steps": 3270, "total_steps": 45204, "loss": 0.2657, "learning_rate": 1.974287662169943e-05, "epoch": 0.07233739754967204, "percentage": 7.23, "elapsed_time": "1:59:56", "remaining_time": "1 day, 1:38:07"} +{"current_steps": 3275, "total_steps": 45204, "loss": 0.3214, "learning_rate": 1.9742093110566673e-05, "epoch": 0.07244800519118531, "percentage": 7.24, "elapsed_time": "2:00:08", "remaining_time": "1 day, 1:38:11"} +{"current_steps": 3280, "total_steps": 45204, "loss": 0.5083, "learning_rate": 1.974130842307921e-05, "epoch": 0.07255861283269857, "percentage": 7.26, "elapsed_time": "2:00:20", "remaining_time": "1 day, 1:38:08"} +{"current_steps": 3285, "total_steps": 45204, "loss": 0.3379, "learning_rate": 1.9740522559331795e-05, "epoch": 0.07266922047421183, "percentage": 7.27, "elapsed_time": "2:00:32", "remaining_time": "1 day, 1:38:15"} +{"current_steps": 3290, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.9739735519419322e-05, "epoch": 0.07277982811572509, "percentage": 7.28, "elapsed_time": "2:00:44", "remaining_time": "1 day, 1:38:10"} +{"current_steps": 3295, "total_steps": 45204, "loss": 0.5015, "learning_rate": 1.9738947303436828e-05, "epoch": 0.07289043575723834, "percentage": 7.29, "elapsed_time": "2:00:57", "remaining_time": "1 day, 1:38:21"} +{"current_steps": 3300, "total_steps": 45204, "loss": 0.377, "learning_rate": 1.973815791147948e-05, "epoch": 0.0730010433987516, "percentage": 7.3, "elapsed_time": "2:01:10", "remaining_time": "1 day, 1:38:40"} +{"current_steps": 3305, "total_steps": 45204, "loss": 0.3666, "learning_rate": 1.9737367343642603e-05, "epoch": 0.07311165104026487, "percentage": 7.31, "elapsed_time": "2:01:20", "remaining_time": "1 day, 1:38:13"} +{"current_steps": 3310, "total_steps": 45204, "loss": 0.3931, "learning_rate": 1.9736575600021658e-05, "epoch": 0.07322225868177813, "percentage": 7.32, "elapsed_time": "2:01:30", "remaining_time": "1 day, 1:37:55"} +{"current_steps": 3315, "total_steps": 45204, "loss": 0.3456, "learning_rate": 1.973578268071225e-05, "epoch": 0.07333286632329139, "percentage": 7.33, "elapsed_time": "2:01:40", "remaining_time": "1 day, 1:37:31"} +{"current_steps": 3320, "total_steps": 45204, "loss": 0.3678, "learning_rate": 1.973498858581012e-05, "epoch": 0.07344347396480465, "percentage": 7.34, "elapsed_time": "2:01:50", "remaining_time": "1 day, 1:37:03"} +{"current_steps": 3325, "total_steps": 45204, "loss": 0.4816, "learning_rate": 1.9734193315411155e-05, "epoch": 0.0735540816063179, "percentage": 7.36, "elapsed_time": "2:02:04", "remaining_time": "1 day, 1:37:34"} +{"current_steps": 3330, "total_steps": 45204, "loss": 0.4422, "learning_rate": 1.9733396869611382e-05, "epoch": 0.07366468924783116, "percentage": 7.37, "elapsed_time": "2:02:15", "remaining_time": "1 day, 1:37:27"} +{"current_steps": 3335, "total_steps": 45204, "loss": 0.3497, "learning_rate": 1.9732599248506977e-05, "epoch": 0.07377529688934442, "percentage": 7.38, "elapsed_time": "2:02:28", "remaining_time": "1 day, 1:37:38"} +{"current_steps": 3340, "total_steps": 45204, "loss": 0.3173, "learning_rate": 1.973180045219425e-05, "epoch": 0.0738859045308577, "percentage": 7.39, "elapsed_time": "2:02:41", "remaining_time": "1 day, 1:37:54"} +{"current_steps": 3345, "total_steps": 45204, "loss": 0.4728, "learning_rate": 1.9731000480769654e-05, "epoch": 0.07399651217237095, "percentage": 7.4, "elapsed_time": "2:02:53", "remaining_time": "1 day, 1:37:47"} +{"current_steps": 3350, "total_steps": 45204, "loss": 0.3333, "learning_rate": 1.9730199334329786e-05, "epoch": 0.07410711981388421, "percentage": 7.41, "elapsed_time": "2:03:04", "remaining_time": "1 day, 1:37:33"} +{"current_steps": 3355, "total_steps": 45204, "loss": 0.4048, "learning_rate": 1.9729397012971384e-05, "epoch": 0.07421772745539747, "percentage": 7.42, "elapsed_time": "2:03:15", "remaining_time": "1 day, 1:37:30"} +{"current_steps": 3360, "total_steps": 45204, "loss": 0.3308, "learning_rate": 1.972859351679133e-05, "epoch": 0.07432833509691072, "percentage": 7.43, "elapsed_time": "2:03:25", "remaining_time": "1 day, 1:37:02"} +{"current_steps": 3365, "total_steps": 45204, "loss": 0.2749, "learning_rate": 1.9727788845886646e-05, "epoch": 0.07443894273842398, "percentage": 7.44, "elapsed_time": "2:03:36", "remaining_time": "1 day, 1:36:51"} +{"current_steps": 3370, "total_steps": 45204, "loss": 0.2982, "learning_rate": 1.972698300035449e-05, "epoch": 0.07454955037993725, "percentage": 7.46, "elapsed_time": "2:03:46", "remaining_time": "1 day, 1:36:32"} +{"current_steps": 3375, "total_steps": 45204, "loss": 0.4573, "learning_rate": 1.9726175980292175e-05, "epoch": 0.07466015802145051, "percentage": 7.47, "elapsed_time": "2:03:57", "remaining_time": "1 day, 1:36:19"} +{"current_steps": 3380, "total_steps": 45204, "loss": 0.4908, "learning_rate": 1.972536778579714e-05, "epoch": 0.07477076566296377, "percentage": 7.48, "elapsed_time": "2:04:11", "remaining_time": "1 day, 1:36:39"} +{"current_steps": 3385, "total_steps": 45204, "loss": 0.3828, "learning_rate": 1.9724558416966984e-05, "epoch": 0.07488137330447703, "percentage": 7.49, "elapsed_time": "2:04:22", "remaining_time": "1 day, 1:36:37"} +{"current_steps": 3390, "total_steps": 45204, "loss": 0.3545, "learning_rate": 1.9723747873899434e-05, "epoch": 0.07499198094599029, "percentage": 7.5, "elapsed_time": "2:04:32", "remaining_time": "1 day, 1:36:09"} +{"current_steps": 3395, "total_steps": 45204, "loss": 0.4451, "learning_rate": 1.972293615669236e-05, "epoch": 0.07510258858750354, "percentage": 7.51, "elapsed_time": "2:04:41", "remaining_time": "1 day, 1:35:37"} +{"current_steps": 3400, "total_steps": 45204, "loss": 0.3826, "learning_rate": 1.972212326544378e-05, "epoch": 0.07521319622901682, "percentage": 7.52, "elapsed_time": "2:04:52", "remaining_time": "1 day, 1:35:25"} +{"current_steps": 3405, "total_steps": 45204, "loss": 0.3683, "learning_rate": 1.972130920025185e-05, "epoch": 0.07532380387053007, "percentage": 7.53, "elapsed_time": "2:05:03", "remaining_time": "1 day, 1:35:09"} +{"current_steps": 3410, "total_steps": 45204, "loss": 0.4114, "learning_rate": 1.9720493961214865e-05, "epoch": 0.07543441151204333, "percentage": 7.54, "elapsed_time": "2:05:14", "remaining_time": "1 day, 1:35:00"} +{"current_steps": 3415, "total_steps": 45204, "loss": 0.5373, "learning_rate": 1.971967754843127e-05, "epoch": 0.07554501915355659, "percentage": 7.55, "elapsed_time": "2:05:27", "remaining_time": "1 day, 1:35:16"} +{"current_steps": 3420, "total_steps": 45204, "loss": 0.4465, "learning_rate": 1.9718859961999638e-05, "epoch": 0.07565562679506985, "percentage": 7.57, "elapsed_time": "2:05:38", "remaining_time": "1 day, 1:35:05"} +{"current_steps": 3425, "total_steps": 45204, "loss": 0.4168, "learning_rate": 1.9718041202018705e-05, "epoch": 0.0757662344365831, "percentage": 7.58, "elapsed_time": "2:05:50", "remaining_time": "1 day, 1:35:07"} +{"current_steps": 3430, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.9717221268587326e-05, "epoch": 0.07587684207809636, "percentage": 7.59, "elapsed_time": "2:06:03", "remaining_time": "1 day, 1:35:14"} +{"current_steps": 3435, "total_steps": 45204, "loss": 0.3225, "learning_rate": 1.9716400161804513e-05, "epoch": 0.07598744971960963, "percentage": 7.6, "elapsed_time": "2:06:11", "remaining_time": "1 day, 1:34:32"} +{"current_steps": 3440, "total_steps": 45204, "loss": 0.2794, "learning_rate": 1.971557788176941e-05, "epoch": 0.07609805736112289, "percentage": 7.61, "elapsed_time": "2:06:23", "remaining_time": "1 day, 1:34:28"} +{"current_steps": 3445, "total_steps": 45204, "loss": 0.2822, "learning_rate": 1.9714754428581308e-05, "epoch": 0.07620866500263615, "percentage": 7.62, "elapsed_time": "2:06:32", "remaining_time": "1 day, 1:33:52"} +{"current_steps": 3450, "total_steps": 45204, "loss": 0.4727, "learning_rate": 1.971392980233964e-05, "epoch": 0.07631927264414941, "percentage": 7.63, "elapsed_time": "2:06:46", "remaining_time": "1 day, 1:34:16"} +{"current_steps": 3455, "total_steps": 45204, "loss": 0.3264, "learning_rate": 1.971310400314398e-05, "epoch": 0.07642988028566267, "percentage": 7.64, "elapsed_time": "2:06:58", "remaining_time": "1 day, 1:34:13"} +{"current_steps": 3460, "total_steps": 45204, "loss": 0.2495, "learning_rate": 1.9712277031094046e-05, "epoch": 0.07654048792717592, "percentage": 7.65, "elapsed_time": "2:07:07", "remaining_time": "1 day, 1:33:37"} +{"current_steps": 3465, "total_steps": 45204, "loss": 0.4588, "learning_rate": 1.971144888628969e-05, "epoch": 0.0766510955686892, "percentage": 7.67, "elapsed_time": "2:07:19", "remaining_time": "1 day, 1:33:40"} +{"current_steps": 3470, "total_steps": 45204, "loss": 0.4628, "learning_rate": 1.9710619568830908e-05, "epoch": 0.07676170321020245, "percentage": 7.68, "elapsed_time": "2:07:32", "remaining_time": "1 day, 1:33:52"} +{"current_steps": 3475, "total_steps": 45204, "loss": 0.4338, "learning_rate": 1.970978907881784e-05, "epoch": 0.07687231085171571, "percentage": 7.69, "elapsed_time": "2:07:42", "remaining_time": "1 day, 1:33:39"} +{"current_steps": 3480, "total_steps": 45204, "loss": 0.3087, "learning_rate": 1.9708957416350778e-05, "epoch": 0.07698291849322897, "percentage": 7.7, "elapsed_time": "2:07:54", "remaining_time": "1 day, 1:33:34"} +{"current_steps": 3485, "total_steps": 45204, "loss": 0.495, "learning_rate": 1.9708124581530135e-05, "epoch": 0.07709352613474223, "percentage": 7.71, "elapsed_time": "2:08:07", "remaining_time": "1 day, 1:33:41"} +{"current_steps": 3490, "total_steps": 45204, "loss": 0.4556, "learning_rate": 1.9707290574456477e-05, "epoch": 0.07720413377625548, "percentage": 7.72, "elapsed_time": "2:08:17", "remaining_time": "1 day, 1:33:27"} +{"current_steps": 3495, "total_steps": 45204, "loss": 0.4676, "learning_rate": 1.9706455395230512e-05, "epoch": 0.07731474141776874, "percentage": 7.73, "elapsed_time": "2:08:28", "remaining_time": "1 day, 1:33:16"} +{"current_steps": 3500, "total_steps": 45204, "loss": 0.357, "learning_rate": 1.9705619043953087e-05, "epoch": 0.07742534905928201, "percentage": 7.74, "elapsed_time": "2:08:37", "remaining_time": "1 day, 1:32:37"} +{"current_steps": 3505, "total_steps": 45204, "loss": 0.3475, "learning_rate": 1.9704781520725186e-05, "epoch": 0.07753595670079527, "percentage": 7.75, "elapsed_time": "2:08:47", "remaining_time": "1 day, 1:32:09"} +{"current_steps": 3510, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.970394282564795e-05, "epoch": 0.07764656434230853, "percentage": 7.76, "elapsed_time": "2:08:55", "remaining_time": "1 day, 1:31:31"} +{"current_steps": 3515, "total_steps": 45204, "loss": 0.3884, "learning_rate": 1.970310295882264e-05, "epoch": 0.07775717198382179, "percentage": 7.78, "elapsed_time": "2:09:06", "remaining_time": "1 day, 1:31:16"} +{"current_steps": 3520, "total_steps": 45204, "loss": 0.3694, "learning_rate": 1.9702261920350682e-05, "epoch": 0.07786777962533505, "percentage": 7.79, "elapsed_time": "2:09:18", "remaining_time": "1 day, 1:31:17"} +{"current_steps": 3525, "total_steps": 45204, "loss": 0.4165, "learning_rate": 1.9701419710333623e-05, "epoch": 0.0779783872668483, "percentage": 7.8, "elapsed_time": "2:09:31", "remaining_time": "1 day, 1:31:34"} +{"current_steps": 3530, "total_steps": 45204, "loss": 0.3116, "learning_rate": 1.970057632887316e-05, "epoch": 0.07808899490836158, "percentage": 7.81, "elapsed_time": "2:09:42", "remaining_time": "1 day, 1:31:20"} +{"current_steps": 3535, "total_steps": 45204, "loss": 0.4863, "learning_rate": 1.969973177607113e-05, "epoch": 0.07819960254987483, "percentage": 7.82, "elapsed_time": "2:09:55", "remaining_time": "1 day, 1:31:25"} +{"current_steps": 3540, "total_steps": 45204, "loss": 0.1956, "learning_rate": 1.9698886052029514e-05, "epoch": 0.07831021019138809, "percentage": 7.83, "elapsed_time": "2:10:03", "remaining_time": "1 day, 1:30:45"} +{"current_steps": 3545, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.9698039156850437e-05, "epoch": 0.07842081783290135, "percentage": 7.84, "elapsed_time": "2:10:17", "remaining_time": "1 day, 1:31:10"} +{"current_steps": 3550, "total_steps": 45204, "loss": 0.2894, "learning_rate": 1.9697191090636158e-05, "epoch": 0.0785314254744146, "percentage": 7.85, "elapsed_time": "2:10:29", "remaining_time": "1 day, 1:31:03"} +{"current_steps": 3555, "total_steps": 45204, "loss": 0.5257, "learning_rate": 1.969634185348908e-05, "epoch": 0.07864203311592786, "percentage": 7.86, "elapsed_time": "2:10:42", "remaining_time": "1 day, 1:31:18"} +{"current_steps": 3560, "total_steps": 45204, "loss": 0.4484, "learning_rate": 1.9695491445511744e-05, "epoch": 0.07875264075744112, "percentage": 7.88, "elapsed_time": "2:10:55", "remaining_time": "1 day, 1:31:30"} +{"current_steps": 3565, "total_steps": 45204, "loss": 0.369, "learning_rate": 1.9694639866806846e-05, "epoch": 0.0788632483989544, "percentage": 7.89, "elapsed_time": "2:11:06", "remaining_time": "1 day, 1:31:17"} +{"current_steps": 3570, "total_steps": 45204, "loss": 0.364, "learning_rate": 1.9693787117477207e-05, "epoch": 0.07897385604046765, "percentage": 7.9, "elapsed_time": "2:11:16", "remaining_time": "1 day, 1:30:57"} +{"current_steps": 3575, "total_steps": 45204, "loss": 0.3192, "learning_rate": 1.96929331976258e-05, "epoch": 0.07908446368198091, "percentage": 7.91, "elapsed_time": "2:11:26", "remaining_time": "1 day, 1:30:36"} +{"current_steps": 3580, "total_steps": 45204, "loss": 0.5192, "learning_rate": 1.9692078107355735e-05, "epoch": 0.07919507132349417, "percentage": 7.92, "elapsed_time": "2:11:38", "remaining_time": "1 day, 1:30:33"} +{"current_steps": 3585, "total_steps": 45204, "loss": 0.4637, "learning_rate": 1.9691221846770258e-05, "epoch": 0.07930567896500743, "percentage": 7.93, "elapsed_time": "2:11:50", "remaining_time": "1 day, 1:30:35"} +{"current_steps": 3590, "total_steps": 45204, "loss": 0.3359, "learning_rate": 1.9690364415972773e-05, "epoch": 0.07941628660652068, "percentage": 7.94, "elapsed_time": "2:11:59", "remaining_time": "1 day, 1:30:00"} +{"current_steps": 3595, "total_steps": 45204, "loss": 0.2698, "learning_rate": 1.9689505815066804e-05, "epoch": 0.07952689424803396, "percentage": 7.95, "elapsed_time": "2:12:09", "remaining_time": "1 day, 1:29:35"} +{"current_steps": 3600, "total_steps": 45204, "loss": 0.3423, "learning_rate": 1.968864604415603e-05, "epoch": 0.07963750188954721, "percentage": 7.96, "elapsed_time": "2:12:19", "remaining_time": "1 day, 1:29:13"} +{"current_steps": 3605, "total_steps": 45204, "loss": 0.2972, "learning_rate": 1.968778510334427e-05, "epoch": 0.07974810953106047, "percentage": 7.97, "elapsed_time": "2:12:28", "remaining_time": "1 day, 1:28:40"} +{"current_steps": 3610, "total_steps": 45204, "loss": 0.4433, "learning_rate": 1.9686922992735485e-05, "epoch": 0.07985871717257373, "percentage": 7.99, "elapsed_time": "2:12:39", "remaining_time": "1 day, 1:28:30"} +{"current_steps": 3615, "total_steps": 45204, "loss": 0.4588, "learning_rate": 1.968605971243377e-05, "epoch": 0.07996932481408699, "percentage": 8.0, "elapsed_time": "2:12:52", "remaining_time": "1 day, 1:28:41"} +{"current_steps": 3620, "total_steps": 45204, "loss": 0.2785, "learning_rate": 1.9685195262543363e-05, "epoch": 0.08007993245560024, "percentage": 8.01, "elapsed_time": "2:13:02", "remaining_time": "1 day, 1:28:14"} +{"current_steps": 3625, "total_steps": 45204, "loss": 0.3641, "learning_rate": 1.9684329643168658e-05, "epoch": 0.0801905400971135, "percentage": 8.02, "elapsed_time": "2:13:13", "remaining_time": "1 day, 1:28:06"} +{"current_steps": 3630, "total_steps": 45204, "loss": 0.3154, "learning_rate": 1.9683462854414163e-05, "epoch": 0.08030114773862677, "percentage": 8.03, "elapsed_time": "2:13:23", "remaining_time": "1 day, 1:27:38"} +{"current_steps": 3635, "total_steps": 45204, "loss": 0.3603, "learning_rate": 1.9682594896384553e-05, "epoch": 0.08041175538014003, "percentage": 8.04, "elapsed_time": "2:13:31", "remaining_time": "1 day, 1:27:02"} +{"current_steps": 3640, "total_steps": 45204, "loss": 0.5351, "learning_rate": 1.968172576918463e-05, "epoch": 0.08052236302165329, "percentage": 8.05, "elapsed_time": "2:13:44", "remaining_time": "1 day, 1:27:04"} +{"current_steps": 3645, "total_steps": 45204, "loss": 0.2899, "learning_rate": 1.9680855472919342e-05, "epoch": 0.08063297066316655, "percentage": 8.06, "elapsed_time": "2:13:54", "remaining_time": "1 day, 1:26:45"} +{"current_steps": 3650, "total_steps": 45204, "loss": 0.3834, "learning_rate": 1.9679984007693774e-05, "epoch": 0.0807435783046798, "percentage": 8.07, "elapsed_time": "2:14:05", "remaining_time": "1 day, 1:26:35"} +{"current_steps": 3655, "total_steps": 45204, "loss": 0.2741, "learning_rate": 1.9679111373613158e-05, "epoch": 0.08085418594619306, "percentage": 8.09, "elapsed_time": "2:14:15", "remaining_time": "1 day, 1:26:11"} +{"current_steps": 3660, "total_steps": 45204, "loss": 0.4021, "learning_rate": 1.9678237570782864e-05, "epoch": 0.08096479358770634, "percentage": 8.1, "elapsed_time": "2:14:26", "remaining_time": "1 day, 1:25:56"} +{"current_steps": 3665, "total_steps": 45204, "loss": 0.4068, "learning_rate": 1.9677362599308406e-05, "epoch": 0.08107540122921959, "percentage": 8.11, "elapsed_time": "2:14:37", "remaining_time": "1 day, 1:25:51"} +{"current_steps": 3670, "total_steps": 45204, "loss": 0.5675, "learning_rate": 1.967648645929543e-05, "epoch": 0.08118600887073285, "percentage": 8.12, "elapsed_time": "2:14:53", "remaining_time": "1 day, 1:26:32"} +{"current_steps": 3675, "total_steps": 45204, "loss": 0.2663, "learning_rate": 1.9675609150849734e-05, "epoch": 0.08129661651224611, "percentage": 8.13, "elapsed_time": "2:15:02", "remaining_time": "1 day, 1:26:03"} +{"current_steps": 3680, "total_steps": 45204, "loss": 0.3614, "learning_rate": 1.9674730674077254e-05, "epoch": 0.08140722415375937, "percentage": 8.14, "elapsed_time": "2:15:12", "remaining_time": "1 day, 1:25:37"} +{"current_steps": 3685, "total_steps": 45204, "loss": 0.3806, "learning_rate": 1.9673851029084063e-05, "epoch": 0.08151783179527262, "percentage": 8.15, "elapsed_time": "2:15:24", "remaining_time": "1 day, 1:25:34"} +{"current_steps": 3690, "total_steps": 45204, "loss": 0.3084, "learning_rate": 1.9672970215976374e-05, "epoch": 0.0816284394367859, "percentage": 8.16, "elapsed_time": "2:15:34", "remaining_time": "1 day, 1:25:12"} +{"current_steps": 3695, "total_steps": 45204, "loss": 0.4801, "learning_rate": 1.9672088234860557e-05, "epoch": 0.08173904707829915, "percentage": 8.17, "elapsed_time": "2:15:44", "remaining_time": "1 day, 1:24:57"} +{"current_steps": 3700, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.96712050858431e-05, "epoch": 0.08184965471981241, "percentage": 8.19, "elapsed_time": "2:15:56", "remaining_time": "1 day, 1:24:49"} +{"current_steps": 3705, "total_steps": 45204, "loss": 0.4486, "learning_rate": 1.9670320769030647e-05, "epoch": 0.08196026236132567, "percentage": 8.2, "elapsed_time": "2:16:05", "remaining_time": "1 day, 1:24:25"} +{"current_steps": 3710, "total_steps": 45204, "loss": 0.3271, "learning_rate": 1.9669435284529976e-05, "epoch": 0.08207087000283893, "percentage": 8.21, "elapsed_time": "2:16:16", "remaining_time": "1 day, 1:24:08"} +{"current_steps": 3715, "total_steps": 45204, "loss": 0.3204, "learning_rate": 1.9668548632448017e-05, "epoch": 0.08218147764435219, "percentage": 8.22, "elapsed_time": "2:16:27", "remaining_time": "1 day, 1:23:59"} +{"current_steps": 3720, "total_steps": 45204, "loss": 0.2898, "learning_rate": 1.9667660812891826e-05, "epoch": 0.08229208528586544, "percentage": 8.23, "elapsed_time": "2:16:37", "remaining_time": "1 day, 1:23:38"} +{"current_steps": 3725, "total_steps": 45204, "loss": 0.3765, "learning_rate": 1.9666771825968603e-05, "epoch": 0.08240269292737872, "percentage": 8.24, "elapsed_time": "2:16:47", "remaining_time": "1 day, 1:23:10"} +{"current_steps": 3730, "total_steps": 45204, "loss": 0.3963, "learning_rate": 1.9665881671785702e-05, "epoch": 0.08251330056889197, "percentage": 8.25, "elapsed_time": "2:17:00", "remaining_time": "1 day, 1:23:19"} +{"current_steps": 3735, "total_steps": 45204, "loss": 0.352, "learning_rate": 1.9664990350450607e-05, "epoch": 0.08262390821040523, "percentage": 8.26, "elapsed_time": "2:17:09", "remaining_time": "1 day, 1:22:48"} +{"current_steps": 3740, "total_steps": 45204, "loss": 0.3817, "learning_rate": 1.966409786207094e-05, "epoch": 0.08273451585191849, "percentage": 8.27, "elapsed_time": "2:17:20", "remaining_time": "1 day, 1:22:43"} +{"current_steps": 3745, "total_steps": 45204, "loss": 0.4202, "learning_rate": 1.966320420675447e-05, "epoch": 0.08284512349343175, "percentage": 8.28, "elapsed_time": "2:17:31", "remaining_time": "1 day, 1:22:30"} +{"current_steps": 3750, "total_steps": 45204, "loss": 0.4853, "learning_rate": 1.9662309384609114e-05, "epoch": 0.082955731134945, "percentage": 8.3, "elapsed_time": "2:17:43", "remaining_time": "1 day, 1:22:27"} +{"current_steps": 3755, "total_steps": 45204, "loss": 0.4868, "learning_rate": 1.9661413395742907e-05, "epoch": 0.08306633877645828, "percentage": 8.31, "elapsed_time": "2:17:55", "remaining_time": "1 day, 1:22:28"} +{"current_steps": 3760, "total_steps": 45204, "loss": 0.4887, "learning_rate": 1.9660516240264053e-05, "epoch": 0.08317694641797153, "percentage": 8.32, "elapsed_time": "2:18:07", "remaining_time": "1 day, 1:22:22"} +{"current_steps": 3765, "total_steps": 45204, "loss": 0.4821, "learning_rate": 1.9659617918280873e-05, "epoch": 0.08328755405948479, "percentage": 8.33, "elapsed_time": "2:18:20", "remaining_time": "1 day, 1:22:36"} +{"current_steps": 3770, "total_steps": 45204, "loss": 0.3488, "learning_rate": 1.9658718429901843e-05, "epoch": 0.08339816170099805, "percentage": 8.34, "elapsed_time": "2:18:28", "remaining_time": "1 day, 1:21:59"} +{"current_steps": 3775, "total_steps": 45204, "loss": 0.313, "learning_rate": 1.965781777523558e-05, "epoch": 0.08350876934251131, "percentage": 8.35, "elapsed_time": "2:18:38", "remaining_time": "1 day, 1:21:32"} +{"current_steps": 3780, "total_steps": 45204, "loss": 0.4423, "learning_rate": 1.9656915954390832e-05, "epoch": 0.08361937698402457, "percentage": 8.36, "elapsed_time": "2:18:50", "remaining_time": "1 day, 1:21:33"} +{"current_steps": 3785, "total_steps": 45204, "loss": 0.3669, "learning_rate": 1.9656012967476498e-05, "epoch": 0.08372998462553782, "percentage": 8.37, "elapsed_time": "2:19:01", "remaining_time": "1 day, 1:21:24"} +{"current_steps": 3790, "total_steps": 45204, "loss": 0.5233, "learning_rate": 1.9655108814601607e-05, "epoch": 0.0838405922670511, "percentage": 8.38, "elapsed_time": "2:19:12", "remaining_time": "1 day, 1:21:03"} +{"current_steps": 3795, "total_steps": 45204, "loss": 0.5487, "learning_rate": 1.965420349587534e-05, "epoch": 0.08395119990856435, "percentage": 8.4, "elapsed_time": "2:19:25", "remaining_time": "1 day, 1:21:18"} +{"current_steps": 3800, "total_steps": 45204, "loss": 0.3159, "learning_rate": 1.965329701140702e-05, "epoch": 0.08406180755007761, "percentage": 8.41, "elapsed_time": "2:19:35", "remaining_time": "1 day, 1:20:59"} +{"current_steps": 3805, "total_steps": 45204, "loss": 0.3421, "learning_rate": 1.965238936130609e-05, "epoch": 0.08417241519159087, "percentage": 8.42, "elapsed_time": "2:19:45", "remaining_time": "1 day, 1:20:37"} +{"current_steps": 3810, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.965148054568216e-05, "epoch": 0.08428302283310413, "percentage": 8.43, "elapsed_time": "2:19:55", "remaining_time": "1 day, 1:20:08"} +{"current_steps": 3815, "total_steps": 45204, "loss": 0.2869, "learning_rate": 1.9650570564644962e-05, "epoch": 0.08439363047461738, "percentage": 8.44, "elapsed_time": "2:20:05", "remaining_time": "1 day, 1:19:52"} +{"current_steps": 3820, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.9649659418304382e-05, "epoch": 0.08450423811613066, "percentage": 8.45, "elapsed_time": "2:20:15", "remaining_time": "1 day, 1:19:28"} +{"current_steps": 3825, "total_steps": 45204, "loss": 0.4928, "learning_rate": 1.964874710677044e-05, "epoch": 0.08461484575764391, "percentage": 8.46, "elapsed_time": "2:20:26", "remaining_time": "1 day, 1:19:20"} +{"current_steps": 3830, "total_steps": 45204, "loss": 0.6281, "learning_rate": 1.9647833630153294e-05, "epoch": 0.08472545339915717, "percentage": 8.47, "elapsed_time": "2:20:40", "remaining_time": "1 day, 1:19:36"} +{"current_steps": 3835, "total_steps": 45204, "loss": 0.4006, "learning_rate": 1.9646918988563248e-05, "epoch": 0.08483606104067043, "percentage": 8.48, "elapsed_time": "2:20:50", "remaining_time": "1 day, 1:19:18"} +{"current_steps": 3840, "total_steps": 45204, "loss": 0.489, "learning_rate": 1.964600318211074e-05, "epoch": 0.08494666868218369, "percentage": 8.49, "elapsed_time": "2:21:04", "remaining_time": "1 day, 1:19:38"} +{"current_steps": 3845, "total_steps": 45204, "loss": 0.4904, "learning_rate": 1.9645086210906363e-05, "epoch": 0.08505727632369695, "percentage": 8.51, "elapsed_time": "2:21:16", "remaining_time": "1 day, 1:19:40"} +{"current_steps": 3850, "total_steps": 45204, "loss": 0.2868, "learning_rate": 1.9644168075060834e-05, "epoch": 0.0851678839652102, "percentage": 8.52, "elapsed_time": "2:21:28", "remaining_time": "1 day, 1:19:41"} +{"current_steps": 3855, "total_steps": 45204, "loss": 0.3886, "learning_rate": 1.964324877468502e-05, "epoch": 0.08527849160672347, "percentage": 8.53, "elapsed_time": "2:21:40", "remaining_time": "1 day, 1:19:33"} +{"current_steps": 3860, "total_steps": 45204, "loss": 0.3915, "learning_rate": 1.964232830988992e-05, "epoch": 0.08538909924823673, "percentage": 8.54, "elapsed_time": "2:21:51", "remaining_time": "1 day, 1:19:20"} +{"current_steps": 3865, "total_steps": 45204, "loss": 0.3586, "learning_rate": 1.964140668078669e-05, "epoch": 0.08549970688974999, "percentage": 8.55, "elapsed_time": "2:22:03", "remaining_time": "1 day, 1:19:23"} +{"current_steps": 3870, "total_steps": 45204, "loss": 0.3411, "learning_rate": 1.9640483887486614e-05, "epoch": 0.08561031453126325, "percentage": 8.56, "elapsed_time": "2:22:12", "remaining_time": "1 day, 1:18:57"} +{"current_steps": 3875, "total_steps": 45204, "loss": 0.5301, "learning_rate": 1.963955993010111e-05, "epoch": 0.0857209221727765, "percentage": 8.57, "elapsed_time": "2:22:26", "remaining_time": "1 day, 1:19:10"} +{"current_steps": 3880, "total_steps": 45204, "loss": 0.5336, "learning_rate": 1.9638634808741757e-05, "epoch": 0.08583152981428976, "percentage": 8.58, "elapsed_time": "2:22:37", "remaining_time": "1 day, 1:18:58"} +{"current_steps": 3885, "total_steps": 45204, "loss": 0.454, "learning_rate": 1.963770852352026e-05, "epoch": 0.08594213745580304, "percentage": 8.59, "elapsed_time": "2:22:47", "remaining_time": "1 day, 1:18:43"} +{"current_steps": 3890, "total_steps": 45204, "loss": 0.4708, "learning_rate": 1.963678107454846e-05, "epoch": 0.0860527450973163, "percentage": 8.61, "elapsed_time": "2:23:00", "remaining_time": "1 day, 1:18:51"} +{"current_steps": 3895, "total_steps": 45204, "loss": 0.4186, "learning_rate": 1.9635852461938354e-05, "epoch": 0.08616335273882955, "percentage": 8.62, "elapsed_time": "2:23:13", "remaining_time": "1 day, 1:18:54"} +{"current_steps": 3900, "total_steps": 45204, "loss": 0.3582, "learning_rate": 1.963492268580207e-05, "epoch": 0.08627396038034281, "percentage": 8.63, "elapsed_time": "2:23:24", "remaining_time": "1 day, 1:18:48"} +{"current_steps": 3905, "total_steps": 45204, "loss": 0.4162, "learning_rate": 1.963399174625188e-05, "epoch": 0.08638456802185607, "percentage": 8.64, "elapsed_time": "2:23:33", "remaining_time": "1 day, 1:18:18"} +{"current_steps": 3910, "total_steps": 45204, "loss": 0.3425, "learning_rate": 1.963305964340019e-05, "epoch": 0.08649517566336933, "percentage": 8.65, "elapsed_time": "2:23:43", "remaining_time": "1 day, 1:17:54"} +{"current_steps": 3915, "total_steps": 45204, "loss": 0.3658, "learning_rate": 1.9632126377359557e-05, "epoch": 0.08660578330488258, "percentage": 8.66, "elapsed_time": "2:23:53", "remaining_time": "1 day, 1:17:37"} +{"current_steps": 3920, "total_steps": 45204, "loss": 0.3347, "learning_rate": 1.963119194824267e-05, "epoch": 0.08671639094639585, "percentage": 8.67, "elapsed_time": "2:24:05", "remaining_time": "1 day, 1:17:28"} +{"current_steps": 3925, "total_steps": 45204, "loss": 0.3694, "learning_rate": 1.963025635616236e-05, "epoch": 0.08682699858790911, "percentage": 8.68, "elapsed_time": "2:24:17", "remaining_time": "1 day, 1:17:28"} +{"current_steps": 3930, "total_steps": 45204, "loss": 0.3713, "learning_rate": 1.9629319601231596e-05, "epoch": 0.08693760622942237, "percentage": 8.69, "elapsed_time": "2:24:28", "remaining_time": "1 day, 1:17:18"} +{"current_steps": 3935, "total_steps": 45204, "loss": 0.4512, "learning_rate": 1.9628381683563494e-05, "epoch": 0.08704821387093563, "percentage": 8.7, "elapsed_time": "2:24:38", "remaining_time": "1 day, 1:16:56"} +{"current_steps": 3940, "total_steps": 45204, "loss": 0.3581, "learning_rate": 1.962744260327131e-05, "epoch": 0.08715882151244889, "percentage": 8.72, "elapsed_time": "2:24:47", "remaining_time": "1 day, 1:16:27"} +{"current_steps": 3945, "total_steps": 45204, "loss": 0.3789, "learning_rate": 1.962650236046844e-05, "epoch": 0.08726942915396214, "percentage": 8.73, "elapsed_time": "2:24:57", "remaining_time": "1 day, 1:16:01"} +{"current_steps": 3950, "total_steps": 45204, "loss": 0.4064, "learning_rate": 1.962556095526841e-05, "epoch": 0.08738003679547542, "percentage": 8.74, "elapsed_time": "2:25:08", "remaining_time": "1 day, 1:15:49"} +{"current_steps": 3955, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.9624618387784898e-05, "epoch": 0.08749064443698867, "percentage": 8.75, "elapsed_time": "2:25:18", "remaining_time": "1 day, 1:15:25"} +{"current_steps": 3960, "total_steps": 45204, "loss": 0.2086, "learning_rate": 1.9623674658131717e-05, "epoch": 0.08760125207850193, "percentage": 8.76, "elapsed_time": "2:25:27", "remaining_time": "1 day, 1:14:53"} +{"current_steps": 3965, "total_steps": 45204, "loss": 0.3309, "learning_rate": 1.9622729766422824e-05, "epoch": 0.08771185972001519, "percentage": 8.77, "elapsed_time": "2:25:38", "remaining_time": "1 day, 1:14:41"} +{"current_steps": 3970, "total_steps": 45204, "loss": 0.4272, "learning_rate": 1.962178371277232e-05, "epoch": 0.08782246736152845, "percentage": 8.78, "elapsed_time": "2:25:52", "remaining_time": "1 day, 1:15:05"} +{"current_steps": 3975, "total_steps": 45204, "loss": 0.5227, "learning_rate": 1.9620836497294428e-05, "epoch": 0.0879330750030417, "percentage": 8.79, "elapsed_time": "2:26:01", "remaining_time": "1 day, 1:14:30"} +{"current_steps": 3980, "total_steps": 45204, "loss": 0.3073, "learning_rate": 1.9619888120103535e-05, "epoch": 0.08804368264455498, "percentage": 8.8, "elapsed_time": "2:26:10", "remaining_time": "1 day, 1:13:58"} +{"current_steps": 3985, "total_steps": 45204, "loss": 0.561, "learning_rate": 1.961893858131415e-05, "epoch": 0.08815429028606823, "percentage": 8.82, "elapsed_time": "2:26:23", "remaining_time": "1 day, 1:14:07"} +{"current_steps": 3990, "total_steps": 45204, "loss": 0.3624, "learning_rate": 1.9617987881040936e-05, "epoch": 0.08826489792758149, "percentage": 8.83, "elapsed_time": "2:26:34", "remaining_time": "1 day, 1:13:58"} +{"current_steps": 3995, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.9617036019398685e-05, "epoch": 0.08837550556909475, "percentage": 8.84, "elapsed_time": "2:26:45", "remaining_time": "1 day, 1:13:54"} +{"current_steps": 4000, "total_steps": 45204, "loss": 0.4419, "learning_rate": 1.9616082996502334e-05, "epoch": 0.08848611321060801, "percentage": 8.85, "elapsed_time": "2:26:56", "remaining_time": "1 day, 1:13:37"} +{"current_steps": 4005, "total_steps": 45204, "loss": 0.5466, "learning_rate": 1.961512881246696e-05, "epoch": 0.08859672085212127, "percentage": 8.86, "elapsed_time": "2:27:10", "remaining_time": "1 day, 1:13:55"} +{"current_steps": 4010, "total_steps": 45204, "loss": 0.4153, "learning_rate": 1.961417346740779e-05, "epoch": 0.08870732849363452, "percentage": 8.87, "elapsed_time": "2:27:22", "remaining_time": "1 day, 1:13:56"} +{"current_steps": 4015, "total_steps": 45204, "loss": 0.4273, "learning_rate": 1.9613216961440167e-05, "epoch": 0.0888179361351478, "percentage": 8.88, "elapsed_time": "2:27:34", "remaining_time": "1 day, 1:13:52"} +{"current_steps": 4020, "total_steps": 45204, "loss": 0.5074, "learning_rate": 1.9612259294679598e-05, "epoch": 0.08892854377666105, "percentage": 8.89, "elapsed_time": "2:27:45", "remaining_time": "1 day, 1:13:43"} +{"current_steps": 4025, "total_steps": 45204, "loss": 0.3912, "learning_rate": 1.9611300467241717e-05, "epoch": 0.08903915141817431, "percentage": 8.9, "elapsed_time": "2:27:57", "remaining_time": "1 day, 1:13:44"} +{"current_steps": 4030, "total_steps": 45204, "loss": 0.4737, "learning_rate": 1.9610340479242304e-05, "epoch": 0.08914975905968757, "percentage": 8.92, "elapsed_time": "2:28:08", "remaining_time": "1 day, 1:13:30"} +{"current_steps": 4035, "total_steps": 45204, "loss": 0.3395, "learning_rate": 1.9609379330797274e-05, "epoch": 0.08926036670120083, "percentage": 8.93, "elapsed_time": "2:28:16", "remaining_time": "1 day, 1:12:53"} +{"current_steps": 4040, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.960841702202269e-05, "epoch": 0.08937097434271409, "percentage": 8.94, "elapsed_time": "2:28:27", "remaining_time": "1 day, 1:12:43"} +{"current_steps": 4045, "total_steps": 45204, "loss": 0.3605, "learning_rate": 1.960745355303475e-05, "epoch": 0.08948158198422736, "percentage": 8.95, "elapsed_time": "2:28:39", "remaining_time": "1 day, 1:12:42"} +{"current_steps": 4050, "total_steps": 45204, "loss": 0.3691, "learning_rate": 1.960648892394979e-05, "epoch": 0.08959218962574061, "percentage": 8.96, "elapsed_time": "2:28:48", "remaining_time": "1 day, 1:12:10"} +{"current_steps": 4055, "total_steps": 45204, "loss": 0.2464, "learning_rate": 1.960552313488429e-05, "epoch": 0.08970279726725387, "percentage": 8.97, "elapsed_time": "2:28:58", "remaining_time": "1 day, 1:11:48"} +{"current_steps": 4060, "total_steps": 45204, "loss": 0.4396, "learning_rate": 1.960455618595487e-05, "epoch": 0.08981340490876713, "percentage": 8.98, "elapsed_time": "2:29:11", "remaining_time": "1 day, 1:11:52"} +{"current_steps": 4065, "total_steps": 45204, "loss": 0.3437, "learning_rate": 1.9603588077278286e-05, "epoch": 0.08992401255028039, "percentage": 8.99, "elapsed_time": "2:29:21", "remaining_time": "1 day, 1:11:34"} +{"current_steps": 4070, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.9602618808971437e-05, "epoch": 0.09003462019179365, "percentage": 9.0, "elapsed_time": "2:29:31", "remaining_time": "1 day, 1:11:09"} +{"current_steps": 4075, "total_steps": 45204, "loss": 0.5425, "learning_rate": 1.960164838115137e-05, "epoch": 0.0901452278333069, "percentage": 9.01, "elapsed_time": "2:29:43", "remaining_time": "1 day, 1:11:12"} +{"current_steps": 4080, "total_steps": 45204, "loss": 0.328, "learning_rate": 1.9600676793935248e-05, "epoch": 0.09025583547482018, "percentage": 9.03, "elapsed_time": "2:29:53", "remaining_time": "1 day, 1:10:47"} +{"current_steps": 4085, "total_steps": 45204, "loss": 0.4721, "learning_rate": 1.9599704047440403e-05, "epoch": 0.09036644311633343, "percentage": 9.04, "elapsed_time": "2:30:05", "remaining_time": "1 day, 1:10:49"} +{"current_steps": 4090, "total_steps": 45204, "loss": 0.4338, "learning_rate": 1.959873014178429e-05, "epoch": 0.09047705075784669, "percentage": 9.05, "elapsed_time": "2:30:16", "remaining_time": "1 day, 1:10:33"} +{"current_steps": 4095, "total_steps": 45204, "loss": 0.5559, "learning_rate": 1.9597755077084505e-05, "epoch": 0.09058765839935995, "percentage": 9.06, "elapsed_time": "2:30:30", "remaining_time": "1 day, 1:10:51"} +{"current_steps": 4100, "total_steps": 45204, "loss": 0.4652, "learning_rate": 1.959677885345879e-05, "epoch": 0.09069826604087321, "percentage": 9.07, "elapsed_time": "2:30:41", "remaining_time": "1 day, 1:10:47"} +{"current_steps": 4105, "total_steps": 45204, "loss": 0.5865, "learning_rate": 1.9595801471025026e-05, "epoch": 0.09080887368238647, "percentage": 9.08, "elapsed_time": "2:30:56", "remaining_time": "1 day, 1:11:09"} +{"current_steps": 4110, "total_steps": 45204, "loss": 0.3972, "learning_rate": 1.9594822929901224e-05, "epoch": 0.09091948132389974, "percentage": 9.09, "elapsed_time": "2:31:06", "remaining_time": "1 day, 1:10:51"} +{"current_steps": 4115, "total_steps": 45204, "loss": 0.4186, "learning_rate": 1.959384323020555e-05, "epoch": 0.091030088965413, "percentage": 9.1, "elapsed_time": "2:31:16", "remaining_time": "1 day, 1:10:31"} +{"current_steps": 4120, "total_steps": 45204, "loss": 0.4333, "learning_rate": 1.9592862372056298e-05, "epoch": 0.09114069660692625, "percentage": 9.11, "elapsed_time": "2:31:29", "remaining_time": "1 day, 1:10:34"} +{"current_steps": 4125, "total_steps": 45204, "loss": 0.4853, "learning_rate": 1.959188035557191e-05, "epoch": 0.09125130424843951, "percentage": 9.13, "elapsed_time": "2:31:42", "remaining_time": "1 day, 1:10:44"} +{"current_steps": 4130, "total_steps": 45204, "loss": 0.4585, "learning_rate": 1.9590897180870958e-05, "epoch": 0.09136191188995277, "percentage": 9.14, "elapsed_time": "2:31:53", "remaining_time": "1 day, 1:10:31"} +{"current_steps": 4135, "total_steps": 45204, "loss": 0.5079, "learning_rate": 1.958991284807217e-05, "epoch": 0.09147251953146603, "percentage": 9.15, "elapsed_time": "2:32:07", "remaining_time": "1 day, 1:10:52"} +{"current_steps": 4140, "total_steps": 45204, "loss": 0.4941, "learning_rate": 1.958892735729439e-05, "epoch": 0.09158312717297928, "percentage": 9.16, "elapsed_time": "2:32:19", "remaining_time": "1 day, 1:10:50"} +{"current_steps": 4145, "total_steps": 45204, "loss": 0.2907, "learning_rate": 1.958794070865663e-05, "epoch": 0.09169373481449256, "percentage": 9.17, "elapsed_time": "2:32:30", "remaining_time": "1 day, 1:10:43"} +{"current_steps": 4150, "total_steps": 45204, "loss": 0.2946, "learning_rate": 1.9586952902278014e-05, "epoch": 0.09180434245600581, "percentage": 9.18, "elapsed_time": "2:32:42", "remaining_time": "1 day, 1:10:35"} +{"current_steps": 4155, "total_steps": 45204, "loss": 0.3217, "learning_rate": 1.9585963938277834e-05, "epoch": 0.09191495009751907, "percentage": 9.19, "elapsed_time": "2:32:52", "remaining_time": "1 day, 1:10:14"} +{"current_steps": 4160, "total_steps": 45204, "loss": 0.4201, "learning_rate": 1.9584973816775496e-05, "epoch": 0.09202555773903233, "percentage": 9.2, "elapsed_time": "2:33:02", "remaining_time": "1 day, 1:09:55"} +{"current_steps": 4165, "total_steps": 45204, "loss": 0.4215, "learning_rate": 1.958398253789056e-05, "epoch": 0.09213616538054559, "percentage": 9.21, "elapsed_time": "2:33:13", "remaining_time": "1 day, 1:09:46"} +{"current_steps": 4170, "total_steps": 45204, "loss": 0.3567, "learning_rate": 1.9582990101742726e-05, "epoch": 0.09224677302205884, "percentage": 9.22, "elapsed_time": "2:33:23", "remaining_time": "1 day, 1:09:24"} +{"current_steps": 4175, "total_steps": 45204, "loss": 0.4832, "learning_rate": 1.9581996508451824e-05, "epoch": 0.09235738066357212, "percentage": 9.24, "elapsed_time": "2:33:36", "remaining_time": "1 day, 1:09:28"} +{"current_steps": 4180, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.9581001758137833e-05, "epoch": 0.09246798830508537, "percentage": 9.25, "elapsed_time": "2:33:47", "remaining_time": "1 day, 1:09:21"} +{"current_steps": 4185, "total_steps": 45204, "loss": 0.3878, "learning_rate": 1.9580005850920872e-05, "epoch": 0.09257859594659863, "percentage": 9.26, "elapsed_time": "2:34:00", "remaining_time": "1 day, 1:09:28"} +{"current_steps": 4190, "total_steps": 45204, "loss": 0.3749, "learning_rate": 1.9579008786921193e-05, "epoch": 0.09268920358811189, "percentage": 9.27, "elapsed_time": "2:34:12", "remaining_time": "1 day, 1:09:29"} +{"current_steps": 4195, "total_steps": 45204, "loss": 0.4093, "learning_rate": 1.9578010566259193e-05, "epoch": 0.09279981122962515, "percentage": 9.28, "elapsed_time": "2:34:20", "remaining_time": "1 day, 1:08:51"} +{"current_steps": 4200, "total_steps": 45204, "loss": 0.4928, "learning_rate": 1.95770111890554e-05, "epoch": 0.0929104188711384, "percentage": 9.29, "elapsed_time": "2:34:33", "remaining_time": "1 day, 1:08:51"} +{"current_steps": 4205, "total_steps": 45204, "loss": 0.4788, "learning_rate": 1.95760106554305e-05, "epoch": 0.09302102651265166, "percentage": 9.3, "elapsed_time": "2:34:47", "remaining_time": "1 day, 1:09:09"} +{"current_steps": 4210, "total_steps": 45204, "loss": 0.5324, "learning_rate": 1.95750089655053e-05, "epoch": 0.09313163415416494, "percentage": 9.31, "elapsed_time": "2:34:59", "remaining_time": "1 day, 1:09:09"} +{"current_steps": 4215, "total_steps": 45204, "loss": 0.3951, "learning_rate": 1.9574006119400755e-05, "epoch": 0.0932422417956782, "percentage": 9.32, "elapsed_time": "2:35:11", "remaining_time": "1 day, 1:09:06"} +{"current_steps": 4220, "total_steps": 45204, "loss": 0.3865, "learning_rate": 1.9573002117237955e-05, "epoch": 0.09335284943719145, "percentage": 9.34, "elapsed_time": "2:35:20", "remaining_time": "1 day, 1:08:40"} +{"current_steps": 4225, "total_steps": 45204, "loss": 0.4119, "learning_rate": 1.957199695913814e-05, "epoch": 0.09346345707870471, "percentage": 9.35, "elapsed_time": "2:35:34", "remaining_time": "1 day, 1:08:55"} +{"current_steps": 4230, "total_steps": 45204, "loss": 0.4912, "learning_rate": 1.9570990645222678e-05, "epoch": 0.09357406472021797, "percentage": 9.36, "elapsed_time": "2:35:45", "remaining_time": "1 day, 1:08:47"} +{"current_steps": 4235, "total_steps": 45204, "loss": 0.2745, "learning_rate": 1.9569983175613082e-05, "epoch": 0.09368467236173122, "percentage": 9.37, "elapsed_time": "2:35:56", "remaining_time": "1 day, 1:08:30"} +{"current_steps": 4240, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.9568974550431002e-05, "epoch": 0.0937952800032445, "percentage": 9.38, "elapsed_time": "2:36:06", "remaining_time": "1 day, 1:08:12"} +{"current_steps": 4245, "total_steps": 45204, "loss": 0.3826, "learning_rate": 1.9567964769798235e-05, "epoch": 0.09390588764475775, "percentage": 9.39, "elapsed_time": "2:36:16", "remaining_time": "1 day, 1:07:53"} +{"current_steps": 4250, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.9566953833836705e-05, "epoch": 0.09401649528627101, "percentage": 9.4, "elapsed_time": "2:36:25", "remaining_time": "1 day, 1:07:17"} +{"current_steps": 4255, "total_steps": 45204, "loss": 0.4023, "learning_rate": 1.956594174266848e-05, "epoch": 0.09412710292778427, "percentage": 9.41, "elapsed_time": "2:36:35", "remaining_time": "1 day, 1:07:02"} +{"current_steps": 4260, "total_steps": 45204, "loss": 0.3384, "learning_rate": 1.956492849641578e-05, "epoch": 0.09423771056929753, "percentage": 9.42, "elapsed_time": "2:36:44", "remaining_time": "1 day, 1:06:32"} +{"current_steps": 4265, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.956391409520095e-05, "epoch": 0.09434831821081079, "percentage": 9.44, "elapsed_time": "2:36:54", "remaining_time": "1 day, 1:06:09"} +{"current_steps": 4270, "total_steps": 45204, "loss": 0.4012, "learning_rate": 1.9562898539146476e-05, "epoch": 0.09445892585232406, "percentage": 9.45, "elapsed_time": "2:37:04", "remaining_time": "1 day, 1:05:47"} +{"current_steps": 4275, "total_steps": 45204, "loss": 0.4176, "learning_rate": 1.956188182837498e-05, "epoch": 0.09456953349383732, "percentage": 9.46, "elapsed_time": "2:37:16", "remaining_time": "1 day, 1:05:46"} +{"current_steps": 4280, "total_steps": 45204, "loss": 0.4887, "learning_rate": 1.9560863963009247e-05, "epoch": 0.09468014113535057, "percentage": 9.47, "elapsed_time": "2:37:28", "remaining_time": "1 day, 1:05:40"} +{"current_steps": 4285, "total_steps": 45204, "loss": 0.3956, "learning_rate": 1.955984494317217e-05, "epoch": 0.09479074877686383, "percentage": 9.48, "elapsed_time": "2:37:40", "remaining_time": "1 day, 1:05:46"} +{"current_steps": 4290, "total_steps": 45204, "loss": 0.3269, "learning_rate": 1.95588247689868e-05, "epoch": 0.09490135641837709, "percentage": 9.49, "elapsed_time": "2:37:50", "remaining_time": "1 day, 1:05:24"} +{"current_steps": 4295, "total_steps": 45204, "loss": 0.4799, "learning_rate": 1.9557803440576316e-05, "epoch": 0.09501196405989035, "percentage": 9.5, "elapsed_time": "2:38:03", "remaining_time": "1 day, 1:05:26"} +{"current_steps": 4300, "total_steps": 45204, "loss": 0.5467, "learning_rate": 1.9556780958064053e-05, "epoch": 0.0951225717014036, "percentage": 9.51, "elapsed_time": "2:38:14", "remaining_time": "1 day, 1:05:18"} +{"current_steps": 4305, "total_steps": 45204, "loss": 0.317, "learning_rate": 1.955575732157347e-05, "epoch": 0.09523317934291688, "percentage": 9.52, "elapsed_time": "2:38:25", "remaining_time": "1 day, 1:05:04"} +{"current_steps": 4310, "total_steps": 45204, "loss": 0.3886, "learning_rate": 1.9554732531228177e-05, "epoch": 0.09534378698443013, "percentage": 9.53, "elapsed_time": "2:38:37", "remaining_time": "1 day, 1:05:00"} +{"current_steps": 4315, "total_steps": 45204, "loss": 0.4225, "learning_rate": 1.9553706587151904e-05, "epoch": 0.09545439462594339, "percentage": 9.55, "elapsed_time": "2:38:49", "remaining_time": "1 day, 1:05:02"} +{"current_steps": 4320, "total_steps": 45204, "loss": 0.4244, "learning_rate": 1.9552679489468545e-05, "epoch": 0.09556500226745665, "percentage": 9.56, "elapsed_time": "2:39:01", "remaining_time": "1 day, 1:05:01"} +{"current_steps": 4325, "total_steps": 45204, "loss": 0.35, "learning_rate": 1.9551651238302122e-05, "epoch": 0.09567560990896991, "percentage": 9.57, "elapsed_time": "2:39:10", "remaining_time": "1 day, 1:04:33"} +{"current_steps": 4330, "total_steps": 45204, "loss": 0.5036, "learning_rate": 1.955062183377679e-05, "epoch": 0.09578621755048317, "percentage": 9.58, "elapsed_time": "2:39:23", "remaining_time": "1 day, 1:04:33"} +{"current_steps": 4335, "total_steps": 45204, "loss": 0.3973, "learning_rate": 1.9549591276016852e-05, "epoch": 0.09589682519199644, "percentage": 9.59, "elapsed_time": "2:39:36", "remaining_time": "1 day, 1:04:44"} +{"current_steps": 4340, "total_steps": 45204, "loss": 0.399, "learning_rate": 1.9548559565146744e-05, "epoch": 0.0960074328335097, "percentage": 9.6, "elapsed_time": "2:39:48", "remaining_time": "1 day, 1:04:37"} +{"current_steps": 4345, "total_steps": 45204, "loss": 0.3525, "learning_rate": 1.954752670129105e-05, "epoch": 0.09611804047502295, "percentage": 9.61, "elapsed_time": "2:39:57", "remaining_time": "1 day, 1:04:07"} +{"current_steps": 4350, "total_steps": 45204, "loss": 0.5158, "learning_rate": 1.9546492684574482e-05, "epoch": 0.09622864811653621, "percentage": 9.62, "elapsed_time": "2:40:10", "remaining_time": "1 day, 1:04:21"} +{"current_steps": 4355, "total_steps": 45204, "loss": 0.481, "learning_rate": 1.9545457515121908e-05, "epoch": 0.09633925575804947, "percentage": 9.63, "elapsed_time": "2:40:24", "remaining_time": "1 day, 1:04:34"} +{"current_steps": 4360, "total_steps": 45204, "loss": 0.5078, "learning_rate": 1.9544421193058314e-05, "epoch": 0.09644986339956273, "percentage": 9.65, "elapsed_time": "2:40:35", "remaining_time": "1 day, 1:04:23"} +{"current_steps": 4365, "total_steps": 45204, "loss": 0.5197, "learning_rate": 1.954338371850884e-05, "epoch": 0.09656047104107598, "percentage": 9.66, "elapsed_time": "2:40:49", "remaining_time": "1 day, 1:04:43"} +{"current_steps": 4370, "total_steps": 45204, "loss": 0.4393, "learning_rate": 1.9542345091598757e-05, "epoch": 0.09667107868258926, "percentage": 9.67, "elapsed_time": "2:41:00", "remaining_time": "1 day, 1:04:30"} +{"current_steps": 4375, "total_steps": 45204, "loss": 0.4572, "learning_rate": 1.9541305312453486e-05, "epoch": 0.09678168632410251, "percentage": 9.68, "elapsed_time": "2:41:13", "remaining_time": "1 day, 1:04:33"} +{"current_steps": 4380, "total_steps": 45204, "loss": 0.3226, "learning_rate": 1.9540264381198574e-05, "epoch": 0.09689229396561577, "percentage": 9.69, "elapsed_time": "2:41:22", "remaining_time": "1 day, 1:04:03"} +{"current_steps": 4385, "total_steps": 45204, "loss": 0.4573, "learning_rate": 1.9539222297959714e-05, "epoch": 0.09700290160712903, "percentage": 9.7, "elapsed_time": "2:41:32", "remaining_time": "1 day, 1:03:41"} +{"current_steps": 4390, "total_steps": 45204, "loss": 0.2887, "learning_rate": 1.9538179062862738e-05, "epoch": 0.09711350924864229, "percentage": 9.71, "elapsed_time": "2:41:41", "remaining_time": "1 day, 1:03:19"} +{"current_steps": 4395, "total_steps": 45204, "loss": 0.4157, "learning_rate": 1.9537134676033613e-05, "epoch": 0.09722411689015555, "percentage": 9.72, "elapsed_time": "2:41:52", "remaining_time": "1 day, 1:03:07"} +{"current_steps": 4400, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.9536089137598457e-05, "epoch": 0.09733472453166882, "percentage": 9.73, "elapsed_time": "2:42:02", "remaining_time": "1 day, 1:02:43"} +{"current_steps": 4405, "total_steps": 45204, "loss": 0.286, "learning_rate": 1.953504244768351e-05, "epoch": 0.09744533217318208, "percentage": 9.74, "elapsed_time": "2:42:12", "remaining_time": "1 day, 1:02:21"} +{"current_steps": 4410, "total_steps": 45204, "loss": 0.4208, "learning_rate": 1.9533994606415163e-05, "epoch": 0.09755593981469533, "percentage": 9.76, "elapsed_time": "2:42:25", "remaining_time": "1 day, 1:02:26"} +{"current_steps": 4415, "total_steps": 45204, "loss": 0.2907, "learning_rate": 1.9532945613919943e-05, "epoch": 0.09766654745620859, "percentage": 9.77, "elapsed_time": "2:42:36", "remaining_time": "1 day, 1:02:13"} +{"current_steps": 4420, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.9531895470324515e-05, "epoch": 0.09777715509772185, "percentage": 9.78, "elapsed_time": "2:42:46", "remaining_time": "1 day, 1:02:01"} +{"current_steps": 4425, "total_steps": 45204, "loss": 0.446, "learning_rate": 1.953084417575568e-05, "epoch": 0.0978877627392351, "percentage": 9.79, "elapsed_time": "2:42:57", "remaining_time": "1 day, 1:01:48"} +{"current_steps": 4430, "total_steps": 45204, "loss": 0.4582, "learning_rate": 1.952979173034039e-05, "epoch": 0.09799837038074836, "percentage": 9.8, "elapsed_time": "2:43:09", "remaining_time": "1 day, 1:01:39"} +{"current_steps": 4435, "total_steps": 45204, "loss": 0.4339, "learning_rate": 1.952873813420572e-05, "epoch": 0.09810897802226164, "percentage": 9.81, "elapsed_time": "2:43:20", "remaining_time": "1 day, 1:01:35"} +{"current_steps": 4440, "total_steps": 45204, "loss": 0.3214, "learning_rate": 1.952768338747889e-05, "epoch": 0.0982195856637749, "percentage": 9.82, "elapsed_time": "2:43:30", "remaining_time": "1 day, 1:01:09"} +{"current_steps": 4445, "total_steps": 45204, "loss": 0.4108, "learning_rate": 1.9526627490287265e-05, "epoch": 0.09833019330528815, "percentage": 9.83, "elapsed_time": "2:43:41", "remaining_time": "1 day, 1:00:55"} +{"current_steps": 4450, "total_steps": 45204, "loss": 0.2667, "learning_rate": 1.9525570442758348e-05, "epoch": 0.09844080094680141, "percentage": 9.84, "elapsed_time": "2:43:53", "remaining_time": "1 day, 1:00:53"} +{"current_steps": 4455, "total_steps": 45204, "loss": 0.3338, "learning_rate": 1.9524512245019766e-05, "epoch": 0.09855140858831467, "percentage": 9.86, "elapsed_time": "2:44:02", "remaining_time": "1 day, 1:00:30"} +{"current_steps": 4460, "total_steps": 45204, "loss": 0.3407, "learning_rate": 1.9523452897199306e-05, "epoch": 0.09866201622982793, "percentage": 9.87, "elapsed_time": "2:44:13", "remaining_time": "1 day, 1:00:20"} +{"current_steps": 4465, "total_steps": 45204, "loss": 0.4499, "learning_rate": 1.9522392399424877e-05, "epoch": 0.0987726238713412, "percentage": 9.88, "elapsed_time": "2:44:25", "remaining_time": "1 day, 1:00:11"} +{"current_steps": 4470, "total_steps": 45204, "loss": 0.3496, "learning_rate": 1.952133075182454e-05, "epoch": 0.09888323151285446, "percentage": 9.89, "elapsed_time": "2:44:35", "remaining_time": "1 day, 0:59:48"} +{"current_steps": 4475, "total_steps": 45204, "loss": 0.4197, "learning_rate": 1.9520267954526487e-05, "epoch": 0.09899383915436771, "percentage": 9.9, "elapsed_time": "2:44:45", "remaining_time": "1 day, 0:59:31"} +{"current_steps": 4480, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.9519204007659043e-05, "epoch": 0.09910444679588097, "percentage": 9.91, "elapsed_time": "2:44:56", "remaining_time": "1 day, 0:59:22"} +{"current_steps": 4485, "total_steps": 45204, "loss": 0.3326, "learning_rate": 1.9518138911350693e-05, "epoch": 0.09921505443739423, "percentage": 9.92, "elapsed_time": "2:45:07", "remaining_time": "1 day, 0:59:12"} +{"current_steps": 4490, "total_steps": 45204, "loss": 0.2728, "learning_rate": 1.9517072665730034e-05, "epoch": 0.09932566207890749, "percentage": 9.93, "elapsed_time": "2:45:19", "remaining_time": "1 day, 0:59:03"} +{"current_steps": 4495, "total_steps": 45204, "loss": 0.4119, "learning_rate": 1.951600527092582e-05, "epoch": 0.09943626972042074, "percentage": 9.94, "elapsed_time": "2:45:31", "remaining_time": "1 day, 0:59:05"} +{"current_steps": 4500, "total_steps": 45204, "loss": 0.3805, "learning_rate": 1.9514936727066943e-05, "epoch": 0.09954687736193402, "percentage": 9.95, "elapsed_time": "2:45:41", "remaining_time": "1 day, 0:58:42"} +{"current_steps": 4505, "total_steps": 45204, "loss": 0.4252, "learning_rate": 1.9513867034282425e-05, "epoch": 0.09965748500344727, "percentage": 9.97, "elapsed_time": "2:45:53", "remaining_time": "1 day, 0:58:40"} +{"current_steps": 4510, "total_steps": 45204, "loss": 0.4205, "learning_rate": 1.9512796192701425e-05, "epoch": 0.09976809264496053, "percentage": 9.98, "elapsed_time": "2:46:02", "remaining_time": "1 day, 0:58:10"} +{"current_steps": 4515, "total_steps": 45204, "loss": 0.4486, "learning_rate": 1.951172420245326e-05, "epoch": 0.09987870028647379, "percentage": 9.99, "elapsed_time": "2:46:12", "remaining_time": "1 day, 0:57:55"} +{"current_steps": 4520, "total_steps": 45204, "loss": 0.3311, "learning_rate": 1.951065106366736e-05, "epoch": 0.09998930792798705, "percentage": 10.0, "elapsed_time": "2:46:24", "remaining_time": "1 day, 0:57:51"} +{"current_steps": 4525, "total_steps": 45204, "loss": 0.5783, "learning_rate": 1.9509576776473312e-05, "epoch": 0.1000999155695003, "percentage": 10.01, "elapsed_time": "2:46:39", "remaining_time": "1 day, 0:58:14"} +{"current_steps": 4530, "total_steps": 45204, "loss": 0.4599, "learning_rate": 1.9508501341000835e-05, "epoch": 0.10021052321101358, "percentage": 10.02, "elapsed_time": "2:46:53", "remaining_time": "1 day, 0:58:29"} +{"current_steps": 4535, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.9507424757379793e-05, "epoch": 0.10032113085252684, "percentage": 10.03, "elapsed_time": "2:47:05", "remaining_time": "1 day, 0:58:22"} +{"current_steps": 4540, "total_steps": 45204, "loss": 0.4655, "learning_rate": 1.9506347025740174e-05, "epoch": 0.1004317384940401, "percentage": 10.04, "elapsed_time": "2:47:19", "remaining_time": "1 day, 0:58:37"} +{"current_steps": 4545, "total_steps": 45204, "loss": 0.3341, "learning_rate": 1.950526814621212e-05, "epoch": 0.10054234613555335, "percentage": 10.05, "elapsed_time": "2:47:30", "remaining_time": "1 day, 0:58:26"} +{"current_steps": 4550, "total_steps": 45204, "loss": 0.4698, "learning_rate": 1.9504188118925902e-05, "epoch": 0.10065295377706661, "percentage": 10.07, "elapsed_time": "2:47:41", "remaining_time": "1 day, 0:58:14"} +{"current_steps": 4555, "total_steps": 45204, "loss": 0.3406, "learning_rate": 1.9503106944011934e-05, "epoch": 0.10076356141857987, "percentage": 10.08, "elapsed_time": "2:47:51", "remaining_time": "1 day, 0:58:01"} +{"current_steps": 4560, "total_steps": 45204, "loss": 0.4984, "learning_rate": 1.9502024621600766e-05, "epoch": 0.10087416906009314, "percentage": 10.09, "elapsed_time": "2:48:03", "remaining_time": "1 day, 0:57:54"} +{"current_steps": 4565, "total_steps": 45204, "loss": 0.4391, "learning_rate": 1.950094115182309e-05, "epoch": 0.1009847767016064, "percentage": 10.1, "elapsed_time": "2:48:14", "remaining_time": "1 day, 0:57:40"} +{"current_steps": 4570, "total_steps": 45204, "loss": 0.3187, "learning_rate": 1.9499856534809738e-05, "epoch": 0.10109538434311965, "percentage": 10.11, "elapsed_time": "2:48:23", "remaining_time": "1 day, 0:57:17"} +{"current_steps": 4575, "total_steps": 45204, "loss": 0.5733, "learning_rate": 1.9498770770691672e-05, "epoch": 0.10120599198463291, "percentage": 10.12, "elapsed_time": "2:48:38", "remaining_time": "1 day, 0:57:41"} +{"current_steps": 4580, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.9497683859599997e-05, "epoch": 0.10131659962614617, "percentage": 10.13, "elapsed_time": "2:48:48", "remaining_time": "1 day, 0:57:19"} +{"current_steps": 4585, "total_steps": 45204, "loss": 0.4091, "learning_rate": 1.9496595801665963e-05, "epoch": 0.10142720726765943, "percentage": 10.14, "elapsed_time": "2:48:59", "remaining_time": "1 day, 0:57:07"} +{"current_steps": 4590, "total_steps": 45204, "loss": 0.3005, "learning_rate": 1.9495506597020947e-05, "epoch": 0.10153781490917269, "percentage": 10.15, "elapsed_time": "2:49:09", "remaining_time": "1 day, 0:56:43"} +{"current_steps": 4595, "total_steps": 45204, "loss": 0.304, "learning_rate": 1.9494416245796474e-05, "epoch": 0.10164842255068596, "percentage": 10.17, "elapsed_time": "2:49:18", "remaining_time": "1 day, 0:56:14"} +{"current_steps": 4600, "total_steps": 45204, "loss": 0.3503, "learning_rate": 1.94933247481242e-05, "epoch": 0.10175903019219922, "percentage": 10.18, "elapsed_time": "2:49:29", "remaining_time": "1 day, 0:56:01"} +{"current_steps": 4605, "total_steps": 45204, "loss": 0.3221, "learning_rate": 1.9492232104135925e-05, "epoch": 0.10186963783371247, "percentage": 10.19, "elapsed_time": "2:49:39", "remaining_time": "1 day, 0:55:44"} +{"current_steps": 4610, "total_steps": 45204, "loss": 0.3331, "learning_rate": 1.9491138313963588e-05, "epoch": 0.10198024547522573, "percentage": 10.2, "elapsed_time": "2:49:49", "remaining_time": "1 day, 0:55:27"} +{"current_steps": 4615, "total_steps": 45204, "loss": 0.2311, "learning_rate": 1.9490043377739258e-05, "epoch": 0.10209085311673899, "percentage": 10.21, "elapsed_time": "2:50:00", "remaining_time": "1 day, 0:55:10"} +{"current_steps": 4620, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.948894729559515e-05, "epoch": 0.10220146075825225, "percentage": 10.22, "elapsed_time": "2:50:10", "remaining_time": "1 day, 0:54:50"} +{"current_steps": 4625, "total_steps": 45204, "loss": 0.2346, "learning_rate": 1.9487850067663618e-05, "epoch": 0.10231206839976552, "percentage": 10.23, "elapsed_time": "2:50:17", "remaining_time": "1 day, 0:54:10"} +{"current_steps": 4630, "total_steps": 45204, "loss": 0.444, "learning_rate": 1.9486751694077154e-05, "epoch": 0.10242267604127878, "percentage": 10.24, "elapsed_time": "2:50:28", "remaining_time": "1 day, 0:53:51"} +{"current_steps": 4635, "total_steps": 45204, "loss": 0.3153, "learning_rate": 1.9485652174968378e-05, "epoch": 0.10253328368279203, "percentage": 10.25, "elapsed_time": "2:50:38", "remaining_time": "1 day, 0:53:33"} +{"current_steps": 4640, "total_steps": 45204, "loss": 0.4169, "learning_rate": 1.9484551510470066e-05, "epoch": 0.10264389132430529, "percentage": 10.26, "elapsed_time": "2:50:50", "remaining_time": "1 day, 0:53:32"} +{"current_steps": 4645, "total_steps": 45204, "loss": 0.2562, "learning_rate": 1.9483449700715115e-05, "epoch": 0.10275449896581855, "percentage": 10.28, "elapsed_time": "2:51:01", "remaining_time": "1 day, 0:53:17"} +{"current_steps": 4650, "total_steps": 45204, "loss": 0.3906, "learning_rate": 1.9482346745836573e-05, "epoch": 0.10286510660733181, "percentage": 10.29, "elapsed_time": "2:51:12", "remaining_time": "1 day, 0:53:13"} +{"current_steps": 4655, "total_steps": 45204, "loss": 0.328, "learning_rate": 1.948124264596762e-05, "epoch": 0.10297571424884507, "percentage": 10.3, "elapsed_time": "2:51:23", "remaining_time": "1 day, 0:52:59"} +{"current_steps": 4660, "total_steps": 45204, "loss": 0.2594, "learning_rate": 1.9480137401241575e-05, "epoch": 0.10308632189035834, "percentage": 10.31, "elapsed_time": "2:51:34", "remaining_time": "1 day, 0:52:48"} +{"current_steps": 4665, "total_steps": 45204, "loss": 0.3454, "learning_rate": 1.94790310117919e-05, "epoch": 0.1031969295318716, "percentage": 10.32, "elapsed_time": "2:51:43", "remaining_time": "1 day, 0:52:15"} +{"current_steps": 4670, "total_steps": 45204, "loss": 0.3488, "learning_rate": 1.9477923477752188e-05, "epoch": 0.10330753717338485, "percentage": 10.33, "elapsed_time": "2:51:53", "remaining_time": "1 day, 0:52:01"} +{"current_steps": 4675, "total_steps": 45204, "loss": 0.4723, "learning_rate": 1.947681479925617e-05, "epoch": 0.10341814481489811, "percentage": 10.34, "elapsed_time": "2:52:06", "remaining_time": "1 day, 0:52:06"} +{"current_steps": 4680, "total_steps": 45204, "loss": 0.3605, "learning_rate": 1.9475704976437723e-05, "epoch": 0.10352875245641137, "percentage": 10.35, "elapsed_time": "2:52:16", "remaining_time": "1 day, 0:51:43"} +{"current_steps": 4685, "total_steps": 45204, "loss": 0.3738, "learning_rate": 1.947459400943086e-05, "epoch": 0.10363936009792463, "percentage": 10.36, "elapsed_time": "2:52:24", "remaining_time": "1 day, 0:51:10"} +{"current_steps": 4690, "total_steps": 45204, "loss": 0.3827, "learning_rate": 1.947348189836972e-05, "epoch": 0.1037499677394379, "percentage": 10.38, "elapsed_time": "2:52:35", "remaining_time": "1 day, 0:50:55"} +{"current_steps": 4695, "total_steps": 45204, "loss": 0.4372, "learning_rate": 1.94723686433886e-05, "epoch": 0.10386057538095116, "percentage": 10.39, "elapsed_time": "2:52:47", "remaining_time": "1 day, 0:50:53"} +{"current_steps": 4700, "total_steps": 45204, "loss": 0.5349, "learning_rate": 1.9471254244621924e-05, "epoch": 0.10397118302246441, "percentage": 10.4, "elapsed_time": "2:52:58", "remaining_time": "1 day, 0:50:39"} +{"current_steps": 4705, "total_steps": 45204, "loss": 0.4632, "learning_rate": 1.9470138702204255e-05, "epoch": 0.10408179066397767, "percentage": 10.41, "elapsed_time": "2:53:09", "remaining_time": "1 day, 0:50:27"} +{"current_steps": 4710, "total_steps": 45204, "loss": 0.346, "learning_rate": 1.9469022016270286e-05, "epoch": 0.10419239830549093, "percentage": 10.42, "elapsed_time": "2:53:19", "remaining_time": "1 day, 0:50:13"} +{"current_steps": 4715, "total_steps": 45204, "loss": 0.3663, "learning_rate": 1.9467904186954864e-05, "epoch": 0.10430300594700419, "percentage": 10.43, "elapsed_time": "2:53:31", "remaining_time": "1 day, 0:50:07"} +{"current_steps": 4720, "total_steps": 45204, "loss": 0.3467, "learning_rate": 1.946678521439297e-05, "epoch": 0.10441361358851745, "percentage": 10.44, "elapsed_time": "2:53:42", "remaining_time": "1 day, 0:49:50"} +{"current_steps": 4725, "total_steps": 45204, "loss": 0.354, "learning_rate": 1.946566509871971e-05, "epoch": 0.10452422123003072, "percentage": 10.45, "elapsed_time": "2:53:52", "remaining_time": "1 day, 0:49:34"} +{"current_steps": 4730, "total_steps": 45204, "loss": 0.2997, "learning_rate": 1.946454384007035e-05, "epoch": 0.10463482887154398, "percentage": 10.46, "elapsed_time": "2:54:00", "remaining_time": "1 day, 0:48:57"} +{"current_steps": 4735, "total_steps": 45204, "loss": 0.5322, "learning_rate": 1.946342143858027e-05, "epoch": 0.10474543651305723, "percentage": 10.47, "elapsed_time": "2:54:14", "remaining_time": "1 day, 0:49:12"} +{"current_steps": 4740, "total_steps": 45204, "loss": 0.4705, "learning_rate": 1.9462297894385003e-05, "epoch": 0.10485604415457049, "percentage": 10.49, "elapsed_time": "2:54:26", "remaining_time": "1 day, 0:49:07"} +{"current_steps": 4745, "total_steps": 45204, "loss": 0.5659, "learning_rate": 1.9461173207620222e-05, "epoch": 0.10496665179608375, "percentage": 10.5, "elapsed_time": "2:54:42", "remaining_time": "1 day, 0:49:44"} +{"current_steps": 4750, "total_steps": 45204, "loss": 0.3016, "learning_rate": 1.9460047378421722e-05, "epoch": 0.105077259437597, "percentage": 10.51, "elapsed_time": "2:54:53", "remaining_time": "1 day, 0:49:31"} +{"current_steps": 4755, "total_steps": 45204, "loss": 0.3549, "learning_rate": 1.945892040692546e-05, "epoch": 0.10518786707911028, "percentage": 10.52, "elapsed_time": "2:55:05", "remaining_time": "1 day, 0:49:26"} +{"current_steps": 4760, "total_steps": 45204, "loss": 0.2964, "learning_rate": 1.9457792293267506e-05, "epoch": 0.10529847472062354, "percentage": 10.53, "elapsed_time": "2:55:15", "remaining_time": "1 day, 0:49:04"} +{"current_steps": 4765, "total_steps": 45204, "loss": 0.3065, "learning_rate": 1.9456663037584083e-05, "epoch": 0.1054090823621368, "percentage": 10.54, "elapsed_time": "2:55:24", "remaining_time": "1 day, 0:48:37"} +{"current_steps": 4770, "total_steps": 45204, "loss": 0.4814, "learning_rate": 1.945553264001155e-05, "epoch": 0.10551969000365005, "percentage": 10.55, "elapsed_time": "2:55:36", "remaining_time": "1 day, 0:48:36"} +{"current_steps": 4775, "total_steps": 45204, "loss": 0.3834, "learning_rate": 1.94544011006864e-05, "epoch": 0.10563029764516331, "percentage": 10.56, "elapsed_time": "2:55:47", "remaining_time": "1 day, 0:48:23"} +{"current_steps": 4780, "total_steps": 45204, "loss": 0.5275, "learning_rate": 1.9453268419745268e-05, "epoch": 0.10574090528667657, "percentage": 10.57, "elapsed_time": "2:55:57", "remaining_time": "1 day, 0:48:03"} +{"current_steps": 4785, "total_steps": 45204, "loss": 0.4276, "learning_rate": 1.9452134597324927e-05, "epoch": 0.10585151292818983, "percentage": 10.59, "elapsed_time": "2:56:07", "remaining_time": "1 day, 0:47:43"} +{"current_steps": 4790, "total_steps": 45204, "loss": 0.1982, "learning_rate": 1.945099963356228e-05, "epoch": 0.1059621205697031, "percentage": 10.6, "elapsed_time": "2:56:16", "remaining_time": "1 day, 0:47:11"} +{"current_steps": 4795, "total_steps": 45204, "loss": 0.4371, "learning_rate": 1.9449863528594374e-05, "epoch": 0.10607272821121635, "percentage": 10.61, "elapsed_time": "2:56:26", "remaining_time": "1 day, 0:46:56"} +{"current_steps": 4800, "total_steps": 45204, "loss": 0.4463, "learning_rate": 1.9448726282558397e-05, "epoch": 0.10618333585272961, "percentage": 10.62, "elapsed_time": "2:56:37", "remaining_time": "1 day, 0:46:48"} +{"current_steps": 4805, "total_steps": 45204, "loss": 0.3402, "learning_rate": 1.9447587895591673e-05, "epoch": 0.10629394349424287, "percentage": 10.63, "elapsed_time": "2:56:48", "remaining_time": "1 day, 0:46:36"} +{"current_steps": 4810, "total_steps": 45204, "loss": 0.5451, "learning_rate": 1.9446448367831656e-05, "epoch": 0.10640455113575613, "percentage": 10.64, "elapsed_time": "2:57:03", "remaining_time": "1 day, 0:46:54"} +{"current_steps": 4815, "total_steps": 45204, "loss": 0.3587, "learning_rate": 1.9445307699415946e-05, "epoch": 0.10651515877726939, "percentage": 10.65, "elapsed_time": "2:57:14", "remaining_time": "1 day, 0:46:44"} +{"current_steps": 4820, "total_steps": 45204, "loss": 0.4871, "learning_rate": 1.9444165890482275e-05, "epoch": 0.10662576641878266, "percentage": 10.66, "elapsed_time": "2:57:30", "remaining_time": "1 day, 0:47:12"} +{"current_steps": 4825, "total_steps": 45204, "loss": 0.4628, "learning_rate": 1.9443022941168523e-05, "epoch": 0.10673637406029592, "percentage": 10.67, "elapsed_time": "2:57:39", "remaining_time": "1 day, 0:46:44"} +{"current_steps": 4830, "total_steps": 45204, "loss": 0.4937, "learning_rate": 1.9441878851612696e-05, "epoch": 0.10684698170180917, "percentage": 10.68, "elapsed_time": "2:57:50", "remaining_time": "1 day, 0:46:38"} +{"current_steps": 4835, "total_steps": 45204, "loss": 0.3751, "learning_rate": 1.9440733621952948e-05, "epoch": 0.10695758934332243, "percentage": 10.7, "elapsed_time": "2:58:03", "remaining_time": "1 day, 0:46:40"} +{"current_steps": 4840, "total_steps": 45204, "loss": 0.3861, "learning_rate": 1.9439587252327558e-05, "epoch": 0.10706819698483569, "percentage": 10.71, "elapsed_time": "2:58:14", "remaining_time": "1 day, 0:46:25"} +{"current_steps": 4845, "total_steps": 45204, "loss": 0.4244, "learning_rate": 1.943843974287495e-05, "epoch": 0.10717880462634895, "percentage": 10.72, "elapsed_time": "2:58:24", "remaining_time": "1 day, 0:46:06"} +{"current_steps": 4850, "total_steps": 45204, "loss": 0.4304, "learning_rate": 1.943729109373369e-05, "epoch": 0.10728941226786222, "percentage": 10.73, "elapsed_time": "2:58:34", "remaining_time": "1 day, 0:45:52"} +{"current_steps": 4855, "total_steps": 45204, "loss": 0.3925, "learning_rate": 1.9436141305042474e-05, "epoch": 0.10740001990937548, "percentage": 10.74, "elapsed_time": "2:58:45", "remaining_time": "1 day, 0:45:33"} +{"current_steps": 4860, "total_steps": 45204, "loss": 0.3159, "learning_rate": 1.9434990376940143e-05, "epoch": 0.10751062755088873, "percentage": 10.75, "elapsed_time": "2:58:55", "remaining_time": "1 day, 0:45:15"} +{"current_steps": 4865, "total_steps": 45204, "loss": 0.3935, "learning_rate": 1.9433838309565664e-05, "epoch": 0.10762123519240199, "percentage": 10.76, "elapsed_time": "2:59:05", "remaining_time": "1 day, 0:44:58"} +{"current_steps": 4870, "total_steps": 45204, "loss": 0.4305, "learning_rate": 1.9432685103058157e-05, "epoch": 0.10773184283391525, "percentage": 10.77, "elapsed_time": "2:59:18", "remaining_time": "1 day, 0:44:59"} +{"current_steps": 4875, "total_steps": 45204, "loss": 0.3661, "learning_rate": 1.9431530757556863e-05, "epoch": 0.10784245047542851, "percentage": 10.78, "elapsed_time": "2:59:29", "remaining_time": "1 day, 0:44:53"} +{"current_steps": 4880, "total_steps": 45204, "loss": 0.4343, "learning_rate": 1.9430375273201174e-05, "epoch": 0.10795305811694177, "percentage": 10.8, "elapsed_time": "2:59:39", "remaining_time": "1 day, 0:44:31"} +{"current_steps": 4885, "total_steps": 45204, "loss": 0.4517, "learning_rate": 1.9429218650130614e-05, "epoch": 0.10806366575845504, "percentage": 10.81, "elapsed_time": "2:59:50", "remaining_time": "1 day, 0:44:19"} +{"current_steps": 4890, "total_steps": 45204, "loss": 0.3276, "learning_rate": 1.9428060888484844e-05, "epoch": 0.1081742733999683, "percentage": 10.82, "elapsed_time": "3:00:02", "remaining_time": "1 day, 0:44:18"} +{"current_steps": 4895, "total_steps": 45204, "loss": 0.42, "learning_rate": 1.9426901988403662e-05, "epoch": 0.10828488104148155, "percentage": 10.83, "elapsed_time": "3:00:15", "remaining_time": "1 day, 0:44:25"} +{"current_steps": 4900, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.942574195002701e-05, "epoch": 0.10839548868299481, "percentage": 10.84, "elapsed_time": "3:00:26", "remaining_time": "1 day, 0:44:12"} +{"current_steps": 4905, "total_steps": 45204, "loss": 0.2154, "learning_rate": 1.9424580773494955e-05, "epoch": 0.10850609632450807, "percentage": 10.85, "elapsed_time": "3:00:35", "remaining_time": "1 day, 0:43:45"} +{"current_steps": 4910, "total_steps": 45204, "loss": 0.4662, "learning_rate": 1.9423418458947716e-05, "epoch": 0.10861670396602133, "percentage": 10.86, "elapsed_time": "3:00:47", "remaining_time": "1 day, 0:43:40"} +{"current_steps": 4915, "total_steps": 45204, "loss": 0.4566, "learning_rate": 1.9422255006525636e-05, "epoch": 0.1087273116075346, "percentage": 10.87, "elapsed_time": "3:00:59", "remaining_time": "1 day, 0:43:35"} +{"current_steps": 4920, "total_steps": 45204, "loss": 0.5712, "learning_rate": 1.94210904163692e-05, "epoch": 0.10883791924904786, "percentage": 10.88, "elapsed_time": "3:01:10", "remaining_time": "1 day, 0:43:25"} +{"current_steps": 4925, "total_steps": 45204, "loss": 0.4215, "learning_rate": 1.9419924688619042e-05, "epoch": 0.10894852689056111, "percentage": 10.9, "elapsed_time": "3:01:20", "remaining_time": "1 day, 0:43:04"} +{"current_steps": 4930, "total_steps": 45204, "loss": 0.344, "learning_rate": 1.9418757823415914e-05, "epoch": 0.10905913453207437, "percentage": 10.91, "elapsed_time": "3:01:27", "remaining_time": "1 day, 0:42:25"} +{"current_steps": 4935, "total_steps": 45204, "loss": 0.4796, "learning_rate": 1.941758982090072e-05, "epoch": 0.10916974217358763, "percentage": 10.92, "elapsed_time": "3:01:39", "remaining_time": "1 day, 0:42:19"} +{"current_steps": 4940, "total_steps": 45204, "loss": 0.3433, "learning_rate": 1.9416420681214492e-05, "epoch": 0.10928034981510089, "percentage": 10.93, "elapsed_time": "3:01:50", "remaining_time": "1 day, 0:42:03"} +{"current_steps": 4945, "total_steps": 45204, "loss": 0.2839, "learning_rate": 1.9415250404498406e-05, "epoch": 0.10939095745661415, "percentage": 10.94, "elapsed_time": "3:01:59", "remaining_time": "1 day, 0:41:37"} +{"current_steps": 4950, "total_steps": 45204, "loss": 0.5346, "learning_rate": 1.941407899089377e-05, "epoch": 0.10950156509812742, "percentage": 10.95, "elapsed_time": "3:02:13", "remaining_time": "1 day, 0:41:48"} +{"current_steps": 4955, "total_steps": 45204, "loss": 0.3538, "learning_rate": 1.9412906440542034e-05, "epoch": 0.10961217273964068, "percentage": 10.96, "elapsed_time": "3:02:23", "remaining_time": "1 day, 0:41:30"} +{"current_steps": 4960, "total_steps": 45204, "loss": 0.4142, "learning_rate": 1.941173275358478e-05, "epoch": 0.10972278038115393, "percentage": 10.97, "elapsed_time": "3:02:34", "remaining_time": "1 day, 0:41:21"} +{"current_steps": 4965, "total_steps": 45204, "loss": 0.3594, "learning_rate": 1.9410557930163735e-05, "epoch": 0.10983338802266719, "percentage": 10.98, "elapsed_time": "3:02:44", "remaining_time": "1 day, 0:41:01"} +{"current_steps": 4970, "total_steps": 45204, "loss": 0.3651, "learning_rate": 1.9409381970420757e-05, "epoch": 0.10994399566418045, "percentage": 10.99, "elapsed_time": "3:02:53", "remaining_time": "1 day, 0:40:38"} +{"current_steps": 4975, "total_steps": 45204, "loss": 0.3729, "learning_rate": 1.940820487449784e-05, "epoch": 0.11005460330569371, "percentage": 11.01, "elapsed_time": "3:03:05", "remaining_time": "1 day, 0:40:32"} +{"current_steps": 4980, "total_steps": 45204, "loss": 0.2556, "learning_rate": 1.940702664253712e-05, "epoch": 0.11016521094720698, "percentage": 11.02, "elapsed_time": "3:03:17", "remaining_time": "1 day, 0:40:29"} +{"current_steps": 4985, "total_steps": 45204, "loss": 0.4819, "learning_rate": 1.940584727468087e-05, "epoch": 0.11027581858872024, "percentage": 11.03, "elapsed_time": "3:03:27", "remaining_time": "1 day, 0:40:08"} +{"current_steps": 4990, "total_steps": 45204, "loss": 0.5471, "learning_rate": 1.9404666771071494e-05, "epoch": 0.1103864262302335, "percentage": 11.04, "elapsed_time": "3:03:39", "remaining_time": "1 day, 0:40:01"} +{"current_steps": 4995, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.940348513185154e-05, "epoch": 0.11049703387174675, "percentage": 11.05, "elapsed_time": "3:03:49", "remaining_time": "1 day, 0:39:48"} +{"current_steps": 5000, "total_steps": 45204, "loss": 0.4504, "learning_rate": 1.9402302357163695e-05, "epoch": 0.11060764151326001, "percentage": 11.06, "elapsed_time": "3:04:01", "remaining_time": "1 day, 0:39:41"} +{"current_steps": 5005, "total_steps": 45204, "loss": 0.3589, "learning_rate": 1.9401118447150772e-05, "epoch": 0.11071824915477327, "percentage": 11.07, "elapsed_time": "3:04:10", "remaining_time": "1 day, 0:39:14"} +{"current_steps": 5010, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.9399933401955725e-05, "epoch": 0.11082885679628653, "percentage": 11.08, "elapsed_time": "3:04:21", "remaining_time": "1 day, 0:39:03"} +{"current_steps": 5015, "total_steps": 45204, "loss": 0.4942, "learning_rate": 1.9398747221721658e-05, "epoch": 0.1109394644377998, "percentage": 11.09, "elapsed_time": "3:04:32", "remaining_time": "1 day, 0:38:54"} +{"current_steps": 5020, "total_steps": 45204, "loss": 0.5309, "learning_rate": 1.9397559906591798e-05, "epoch": 0.11105007207931306, "percentage": 11.11, "elapsed_time": "3:04:43", "remaining_time": "1 day, 0:38:42"} +{"current_steps": 5025, "total_steps": 45204, "loss": 0.4435, "learning_rate": 1.9396371456709506e-05, "epoch": 0.11116067972082631, "percentage": 11.12, "elapsed_time": "3:04:55", "remaining_time": "1 day, 0:38:39"} +{"current_steps": 5030, "total_steps": 45204, "loss": 0.3537, "learning_rate": 1.9395181872218294e-05, "epoch": 0.11127128736233957, "percentage": 11.13, "elapsed_time": "3:05:07", "remaining_time": "1 day, 0:38:34"} +{"current_steps": 5035, "total_steps": 45204, "loss": 0.4389, "learning_rate": 1.9393991153261806e-05, "epoch": 0.11138189500385283, "percentage": 11.14, "elapsed_time": "3:05:21", "remaining_time": "1 day, 0:38:47"} +{"current_steps": 5040, "total_steps": 45204, "loss": 0.4504, "learning_rate": 1.9392799299983812e-05, "epoch": 0.11149250264536609, "percentage": 11.15, "elapsed_time": "3:05:34", "remaining_time": "1 day, 0:38:51"} +{"current_steps": 5045, "total_steps": 45204, "loss": 0.4084, "learning_rate": 1.9391606312528238e-05, "epoch": 0.11160311028687936, "percentage": 11.16, "elapsed_time": "3:05:45", "remaining_time": "1 day, 0:38:42"} +{"current_steps": 5050, "total_steps": 45204, "loss": 0.3907, "learning_rate": 1.939041219103913e-05, "epoch": 0.11171371792839262, "percentage": 11.17, "elapsed_time": "3:05:58", "remaining_time": "1 day, 0:38:47"} +{"current_steps": 5055, "total_steps": 45204, "loss": 0.5553, "learning_rate": 1.938921693566068e-05, "epoch": 0.11182432556990587, "percentage": 11.18, "elapsed_time": "3:06:10", "remaining_time": "1 day, 0:38:38"} +{"current_steps": 5060, "total_steps": 45204, "loss": 0.2644, "learning_rate": 1.9388020546537217e-05, "epoch": 0.11193493321141913, "percentage": 11.19, "elapsed_time": "3:06:20", "remaining_time": "1 day, 0:38:18"} +{"current_steps": 5065, "total_steps": 45204, "loss": 0.5325, "learning_rate": 1.9386823023813198e-05, "epoch": 0.11204554085293239, "percentage": 11.2, "elapsed_time": "3:06:32", "remaining_time": "1 day, 0:38:14"} +{"current_steps": 5070, "total_steps": 45204, "loss": 0.3291, "learning_rate": 1.9385624367633233e-05, "epoch": 0.11215614849444565, "percentage": 11.22, "elapsed_time": "3:06:43", "remaining_time": "1 day, 0:38:04"} +{"current_steps": 5075, "total_steps": 45204, "loss": 0.3532, "learning_rate": 1.9384424578142046e-05, "epoch": 0.1122667561359589, "percentage": 11.23, "elapsed_time": "3:06:55", "remaining_time": "1 day, 0:38:01"} +{"current_steps": 5080, "total_steps": 45204, "loss": 0.4994, "learning_rate": 1.9383223655484528e-05, "epoch": 0.11237736377747218, "percentage": 11.24, "elapsed_time": "3:07:08", "remaining_time": "1 day, 0:38:10"} +{"current_steps": 5085, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.9382021599805676e-05, "epoch": 0.11248797141898544, "percentage": 11.25, "elapsed_time": "3:07:20", "remaining_time": "1 day, 0:38:05"} +{"current_steps": 5090, "total_steps": 45204, "loss": 0.3444, "learning_rate": 1.9380818411250646e-05, "epoch": 0.1125985790604987, "percentage": 11.26, "elapsed_time": "3:07:32", "remaining_time": "1 day, 0:38:00"} +{"current_steps": 5095, "total_steps": 45204, "loss": 0.4186, "learning_rate": 1.937961408996472e-05, "epoch": 0.11270918670201195, "percentage": 11.27, "elapsed_time": "3:07:43", "remaining_time": "1 day, 0:37:46"} +{"current_steps": 5100, "total_steps": 45204, "loss": 0.4627, "learning_rate": 1.9378408636093316e-05, "epoch": 0.11281979434352521, "percentage": 11.28, "elapsed_time": "3:07:54", "remaining_time": "1 day, 0:37:34"} +{"current_steps": 5105, "total_steps": 45204, "loss": 0.381, "learning_rate": 1.9377202049782e-05, "epoch": 0.11293040198503847, "percentage": 11.29, "elapsed_time": "3:08:06", "remaining_time": "1 day, 0:37:30"} +{"current_steps": 5110, "total_steps": 45204, "loss": 0.4197, "learning_rate": 1.937599433117646e-05, "epoch": 0.11304100962655174, "percentage": 11.3, "elapsed_time": "3:08:19", "remaining_time": "1 day, 0:37:39"} +{"current_steps": 5115, "total_steps": 45204, "loss": 0.4683, "learning_rate": 1.9374785480422527e-05, "epoch": 0.113151617268065, "percentage": 11.32, "elapsed_time": "3:08:31", "remaining_time": "1 day, 0:37:32"} +{"current_steps": 5120, "total_steps": 45204, "loss": 0.3854, "learning_rate": 1.9373575497666177e-05, "epoch": 0.11326222490957825, "percentage": 11.33, "elapsed_time": "3:08:40", "remaining_time": "1 day, 0:37:09"} +{"current_steps": 5125, "total_steps": 45204, "loss": 0.4727, "learning_rate": 1.937236438305351e-05, "epoch": 0.11337283255109151, "percentage": 11.34, "elapsed_time": "3:08:53", "remaining_time": "1 day, 0:37:10"} +{"current_steps": 5130, "total_steps": 45204, "loss": 0.3225, "learning_rate": 1.9371152136730766e-05, "epoch": 0.11348344019260477, "percentage": 11.35, "elapsed_time": "3:09:04", "remaining_time": "1 day, 0:36:56"} +{"current_steps": 5135, "total_steps": 45204, "loss": 0.4044, "learning_rate": 1.9369938758844325e-05, "epoch": 0.11359404783411803, "percentage": 11.36, "elapsed_time": "3:09:15", "remaining_time": "1 day, 0:36:51"} +{"current_steps": 5140, "total_steps": 45204, "loss": 0.3988, "learning_rate": 1.9368724249540706e-05, "epoch": 0.1137046554756313, "percentage": 11.37, "elapsed_time": "3:09:27", "remaining_time": "1 day, 0:36:43"} +{"current_steps": 5145, "total_steps": 45204, "loss": 0.3537, "learning_rate": 1.9367508608966554e-05, "epoch": 0.11381526311714456, "percentage": 11.38, "elapsed_time": "3:09:40", "remaining_time": "1 day, 0:36:46"} +{"current_steps": 5150, "total_steps": 45204, "loss": 0.4369, "learning_rate": 1.9366291837268663e-05, "epoch": 0.11392587075865782, "percentage": 11.39, "elapsed_time": "3:09:50", "remaining_time": "1 day, 0:36:27"} +{"current_steps": 5155, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.9365073934593953e-05, "epoch": 0.11403647840017107, "percentage": 11.4, "elapsed_time": "3:10:05", "remaining_time": "1 day, 0:36:51"} +{"current_steps": 5160, "total_steps": 45204, "loss": 0.5046, "learning_rate": 1.9363854901089486e-05, "epoch": 0.11414708604168433, "percentage": 11.41, "elapsed_time": "3:10:18", "remaining_time": "1 day, 0:36:55"} +{"current_steps": 5165, "total_steps": 45204, "loss": 0.4545, "learning_rate": 1.9362634736902465e-05, "epoch": 0.11425769368319759, "percentage": 11.43, "elapsed_time": "3:10:29", "remaining_time": "1 day, 0:36:40"} +{"current_steps": 5170, "total_steps": 45204, "loss": 0.5025, "learning_rate": 1.936141344218022e-05, "epoch": 0.11436830132471085, "percentage": 11.44, "elapsed_time": "3:10:40", "remaining_time": "1 day, 0:36:27"} +{"current_steps": 5175, "total_steps": 45204, "loss": 0.4102, "learning_rate": 1.9360191017070225e-05, "epoch": 0.11447890896622412, "percentage": 11.45, "elapsed_time": "3:10:52", "remaining_time": "1 day, 0:36:22"} +{"current_steps": 5180, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.935896746172008e-05, "epoch": 0.11458951660773738, "percentage": 11.46, "elapsed_time": "3:11:03", "remaining_time": "1 day, 0:36:14"} +{"current_steps": 5185, "total_steps": 45204, "loss": 0.4693, "learning_rate": 1.935774277627754e-05, "epoch": 0.11470012424925063, "percentage": 11.47, "elapsed_time": "3:11:15", "remaining_time": "1 day, 0:36:13"} +{"current_steps": 5190, "total_steps": 45204, "loss": 0.3435, "learning_rate": 1.9356516960890476e-05, "epoch": 0.11481073189076389, "percentage": 11.48, "elapsed_time": "3:11:26", "remaining_time": "1 day, 0:36:01"} +{"current_steps": 5195, "total_steps": 45204, "loss": 0.4068, "learning_rate": 1.9355290015706908e-05, "epoch": 0.11492133953227715, "percentage": 11.49, "elapsed_time": "3:11:37", "remaining_time": "1 day, 0:35:46"} +{"current_steps": 5200, "total_steps": 45204, "loss": 0.3059, "learning_rate": 1.9354061940874987e-05, "epoch": 0.11503194717379041, "percentage": 11.5, "elapsed_time": "3:11:47", "remaining_time": "1 day, 0:35:27"} +{"current_steps": 5205, "total_steps": 45204, "loss": 0.5157, "learning_rate": 1.935283273654301e-05, "epoch": 0.11514255481530368, "percentage": 11.51, "elapsed_time": "3:12:00", "remaining_time": "1 day, 0:35:29"} +{"current_steps": 5210, "total_steps": 45204, "loss": 0.3159, "learning_rate": 1.93516024028594e-05, "epoch": 0.11525316245681694, "percentage": 11.53, "elapsed_time": "3:12:10", "remaining_time": "1 day, 0:35:11"} +{"current_steps": 5215, "total_steps": 45204, "loss": 0.3794, "learning_rate": 1.9350370939972714e-05, "epoch": 0.1153637700983302, "percentage": 11.54, "elapsed_time": "3:12:21", "remaining_time": "1 day, 0:35:03"} +{"current_steps": 5220, "total_steps": 45204, "loss": 0.557, "learning_rate": 1.9349138348031653e-05, "epoch": 0.11547437773984345, "percentage": 11.55, "elapsed_time": "3:12:35", "remaining_time": "1 day, 0:35:11"} +{"current_steps": 5225, "total_steps": 45204, "loss": 0.5547, "learning_rate": 1.9347904627185057e-05, "epoch": 0.11558498538135671, "percentage": 11.56, "elapsed_time": "3:12:48", "remaining_time": "1 day, 0:35:19"} +{"current_steps": 5230, "total_steps": 45204, "loss": 0.4318, "learning_rate": 1.934666977758189e-05, "epoch": 0.11569559302286997, "percentage": 11.57, "elapsed_time": "3:13:00", "remaining_time": "1 day, 0:35:13"} +{"current_steps": 5235, "total_steps": 45204, "loss": 0.2936, "learning_rate": 1.934543379937127e-05, "epoch": 0.11580620066438323, "percentage": 11.58, "elapsed_time": "3:13:11", "remaining_time": "1 day, 0:34:57"} +{"current_steps": 5240, "total_steps": 45204, "loss": 0.401, "learning_rate": 1.934419669270243e-05, "epoch": 0.1159168083058965, "percentage": 11.59, "elapsed_time": "3:13:22", "remaining_time": "1 day, 0:34:47"} +{"current_steps": 5245, "total_steps": 45204, "loss": 0.3927, "learning_rate": 1.934295845772476e-05, "epoch": 0.11602741594740976, "percentage": 11.6, "elapsed_time": "3:13:31", "remaining_time": "1 day, 0:34:24"} +{"current_steps": 5250, "total_steps": 45204, "loss": 0.3087, "learning_rate": 1.9341719094587766e-05, "epoch": 0.11613802358892301, "percentage": 11.61, "elapsed_time": "3:13:41", "remaining_time": "1 day, 0:34:05"} +{"current_steps": 5255, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.9340478603441107e-05, "epoch": 0.11624863123043627, "percentage": 11.63, "elapsed_time": "3:13:52", "remaining_time": "1 day, 0:33:51"} +{"current_steps": 5260, "total_steps": 45204, "loss": 0.3073, "learning_rate": 1.9339236984434574e-05, "epoch": 0.11635923887194953, "percentage": 11.64, "elapsed_time": "3:14:03", "remaining_time": "1 day, 0:33:40"} +{"current_steps": 5265, "total_steps": 45204, "loss": 0.2834, "learning_rate": 1.9337994237718086e-05, "epoch": 0.11646984651346279, "percentage": 11.65, "elapsed_time": "3:14:15", "remaining_time": "1 day, 0:33:33"} +{"current_steps": 5270, "total_steps": 45204, "loss": 0.5478, "learning_rate": 1.933675036344171e-05, "epoch": 0.11658045415497606, "percentage": 11.66, "elapsed_time": "3:14:25", "remaining_time": "1 day, 0:33:19"} +{"current_steps": 5275, "total_steps": 45204, "loss": 0.4535, "learning_rate": 1.933550536175564e-05, "epoch": 0.11669106179648932, "percentage": 11.67, "elapsed_time": "3:14:35", "remaining_time": "1 day, 0:32:57"} +{"current_steps": 5280, "total_steps": 45204, "loss": 0.3269, "learning_rate": 1.9334259232810207e-05, "epoch": 0.11680166943800258, "percentage": 11.68, "elapsed_time": "3:14:46", "remaining_time": "1 day, 0:32:44"} +{"current_steps": 5285, "total_steps": 45204, "loss": 0.3456, "learning_rate": 1.933301197675589e-05, "epoch": 0.11691227707951583, "percentage": 11.69, "elapsed_time": "3:14:57", "remaining_time": "1 day, 0:32:37"} +{"current_steps": 5290, "total_steps": 45204, "loss": 0.2301, "learning_rate": 1.9331763593743288e-05, "epoch": 0.11702288472102909, "percentage": 11.7, "elapsed_time": "3:15:07", "remaining_time": "1 day, 0:32:11"} +{"current_steps": 5295, "total_steps": 45204, "loss": 0.279, "learning_rate": 1.933051408392314e-05, "epoch": 0.11713349236254235, "percentage": 11.71, "elapsed_time": "3:15:18", "remaining_time": "1 day, 0:32:04"} +{"current_steps": 5300, "total_steps": 45204, "loss": 0.3868, "learning_rate": 1.932926344744633e-05, "epoch": 0.11724410000405561, "percentage": 11.72, "elapsed_time": "3:15:30", "remaining_time": "1 day, 0:31:58"} +{"current_steps": 5305, "total_steps": 45204, "loss": 0.5688, "learning_rate": 1.9328011684463867e-05, "epoch": 0.11735470764556888, "percentage": 11.74, "elapsed_time": "3:15:40", "remaining_time": "1 day, 0:31:43"} +{"current_steps": 5310, "total_steps": 45204, "loss": 0.4294, "learning_rate": 1.9326758795126908e-05, "epoch": 0.11746531528708214, "percentage": 11.75, "elapsed_time": "3:15:51", "remaining_time": "1 day, 0:31:29"} +{"current_steps": 5315, "total_steps": 45204, "loss": 0.3361, "learning_rate": 1.9325504779586733e-05, "epoch": 0.1175759229285954, "percentage": 11.76, "elapsed_time": "3:16:00", "remaining_time": "1 day, 0:31:01"} +{"current_steps": 5320, "total_steps": 45204, "loss": 0.4368, "learning_rate": 1.9324249637994765e-05, "epoch": 0.11768653057010865, "percentage": 11.77, "elapsed_time": "3:16:10", "remaining_time": "1 day, 0:30:43"} +{"current_steps": 5325, "total_steps": 45204, "loss": 0.1779, "learning_rate": 1.9322993370502564e-05, "epoch": 0.11779713821162191, "percentage": 11.78, "elapsed_time": "3:16:18", "remaining_time": "1 day, 0:30:10"} +{"current_steps": 5330, "total_steps": 45204, "loss": 0.3854, "learning_rate": 1.932173597726182e-05, "epoch": 0.11790774585313517, "percentage": 11.79, "elapsed_time": "3:16:29", "remaining_time": "1 day, 0:30:00"} +{"current_steps": 5335, "total_steps": 45204, "loss": 0.3411, "learning_rate": 1.9320477458424368e-05, "epoch": 0.11801835349464844, "percentage": 11.8, "elapsed_time": "3:16:39", "remaining_time": "1 day, 0:29:40"} +{"current_steps": 5340, "total_steps": 45204, "loss": 0.41, "learning_rate": 1.931921781414217e-05, "epoch": 0.1181289611361617, "percentage": 11.81, "elapsed_time": "3:16:49", "remaining_time": "1 day, 0:29:20"} +{"current_steps": 5345, "total_steps": 45204, "loss": 0.3825, "learning_rate": 1.931795704456733e-05, "epoch": 0.11823956877767496, "percentage": 11.82, "elapsed_time": "3:17:01", "remaining_time": "1 day, 0:29:15"} +{"current_steps": 5350, "total_steps": 45204, "loss": 0.5132, "learning_rate": 1.931669514985208e-05, "epoch": 0.11835017641918821, "percentage": 11.84, "elapsed_time": "3:17:12", "remaining_time": "1 day, 0:29:06"} +{"current_steps": 5355, "total_steps": 45204, "loss": 0.4312, "learning_rate": 1.93154321301488e-05, "epoch": 0.11846078406070147, "percentage": 11.85, "elapsed_time": "3:17:23", "remaining_time": "1 day, 0:28:51"} +{"current_steps": 5360, "total_steps": 45204, "loss": 0.4675, "learning_rate": 1.9314167985609996e-05, "epoch": 0.11857139170221473, "percentage": 11.86, "elapsed_time": "3:17:33", "remaining_time": "1 day, 0:28:33"} +{"current_steps": 5365, "total_steps": 45204, "loss": 0.5019, "learning_rate": 1.931290271638832e-05, "epoch": 0.11868199934372799, "percentage": 11.87, "elapsed_time": "3:17:43", "remaining_time": "1 day, 0:28:15"} +{"current_steps": 5370, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.931163632263654e-05, "epoch": 0.11879260698524126, "percentage": 11.88, "elapsed_time": "3:17:55", "remaining_time": "1 day, 0:28:10"} +{"current_steps": 5375, "total_steps": 45204, "loss": 0.3689, "learning_rate": 1.9310368804507583e-05, "epoch": 0.11890321462675452, "percentage": 11.89, "elapsed_time": "3:18:07", "remaining_time": "1 day, 0:28:03"} +{"current_steps": 5380, "total_steps": 45204, "loss": 0.4464, "learning_rate": 1.9309100162154494e-05, "epoch": 0.11901382226826777, "percentage": 11.9, "elapsed_time": "3:18:18", "remaining_time": "1 day, 0:27:56"} +{"current_steps": 5385, "total_steps": 45204, "loss": 0.54, "learning_rate": 1.930783039573047e-05, "epoch": 0.11912442990978103, "percentage": 11.91, "elapsed_time": "3:18:31", "remaining_time": "1 day, 0:27:58"} +{"current_steps": 5390, "total_steps": 45204, "loss": 0.4627, "learning_rate": 1.9306559505388825e-05, "epoch": 0.11923503755129429, "percentage": 11.92, "elapsed_time": "3:18:43", "remaining_time": "1 day, 0:27:56"} +{"current_steps": 5395, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.930528749128303e-05, "epoch": 0.11934564519280755, "percentage": 11.93, "elapsed_time": "3:18:56", "remaining_time": "1 day, 0:27:55"} +{"current_steps": 5400, "total_steps": 45204, "loss": 0.3151, "learning_rate": 1.930401435356667e-05, "epoch": 0.11945625283432082, "percentage": 11.95, "elapsed_time": "3:19:06", "remaining_time": "1 day, 0:27:36"} +{"current_steps": 5405, "total_steps": 45204, "loss": 0.4036, "learning_rate": 1.930274009239348e-05, "epoch": 0.11956686047583408, "percentage": 11.96, "elapsed_time": "3:19:17", "remaining_time": "1 day, 0:27:29"} +{"current_steps": 5410, "total_steps": 45204, "loss": 0.3547, "learning_rate": 1.9301464707917326e-05, "epoch": 0.11967746811734734, "percentage": 11.97, "elapsed_time": "3:19:27", "remaining_time": "1 day, 0:27:09"} +{"current_steps": 5415, "total_steps": 45204, "loss": 0.4387, "learning_rate": 1.930018820029221e-05, "epoch": 0.1197880757588606, "percentage": 11.98, "elapsed_time": "3:19:39", "remaining_time": "1 day, 0:27:06"} +{"current_steps": 5420, "total_steps": 45204, "loss": 0.4382, "learning_rate": 1.9298910569672273e-05, "epoch": 0.11989868340037385, "percentage": 11.99, "elapsed_time": "3:19:52", "remaining_time": "1 day, 0:27:10"} +{"current_steps": 5425, "total_steps": 45204, "loss": 0.3467, "learning_rate": 1.9297631816211784e-05, "epoch": 0.12000929104188711, "percentage": 12.0, "elapsed_time": "3:20:01", "remaining_time": "1 day, 0:26:38"} +{"current_steps": 5430, "total_steps": 45204, "loss": 0.371, "learning_rate": 1.9296351940065157e-05, "epoch": 0.12011989868340038, "percentage": 12.01, "elapsed_time": "3:20:11", "remaining_time": "1 day, 0:26:24"} +{"current_steps": 5435, "total_steps": 45204, "loss": 0.4335, "learning_rate": 1.929507094138693e-05, "epoch": 0.12023050632491364, "percentage": 12.02, "elapsed_time": "3:20:25", "remaining_time": "1 day, 0:26:33"} +{"current_steps": 5440, "total_steps": 45204, "loss": 0.3672, "learning_rate": 1.929378882033179e-05, "epoch": 0.1203411139664269, "percentage": 12.03, "elapsed_time": "3:20:36", "remaining_time": "1 day, 0:26:24"} +{"current_steps": 5445, "total_steps": 45204, "loss": 0.3437, "learning_rate": 1.929250557705455e-05, "epoch": 0.12045172160794015, "percentage": 12.05, "elapsed_time": "3:20:46", "remaining_time": "1 day, 0:26:02"} +{"current_steps": 5450, "total_steps": 45204, "loss": 0.3948, "learning_rate": 1.929122121171016e-05, "epoch": 0.12056232924945341, "percentage": 12.06, "elapsed_time": "3:20:57", "remaining_time": "1 day, 0:25:51"} +{"current_steps": 5455, "total_steps": 45204, "loss": 0.3435, "learning_rate": 1.928993572445371e-05, "epoch": 0.12067293689096667, "percentage": 12.07, "elapsed_time": "3:21:09", "remaining_time": "1 day, 0:25:45"} +{"current_steps": 5460, "total_steps": 45204, "loss": 0.311, "learning_rate": 1.9288649115440417e-05, "epoch": 0.12078354453247993, "percentage": 12.08, "elapsed_time": "3:21:22", "remaining_time": "1 day, 0:25:49"} +{"current_steps": 5465, "total_steps": 45204, "loss": 0.2505, "learning_rate": 1.928736138482564e-05, "epoch": 0.1208941521739932, "percentage": 12.09, "elapsed_time": "3:21:32", "remaining_time": "1 day, 0:25:28"} +{"current_steps": 5470, "total_steps": 45204, "loss": 0.4355, "learning_rate": 1.9286072532764877e-05, "epoch": 0.12100475981550646, "percentage": 12.1, "elapsed_time": "3:21:42", "remaining_time": "1 day, 0:25:14"} +{"current_steps": 5475, "total_steps": 45204, "loss": 0.2741, "learning_rate": 1.928478255941375e-05, "epoch": 0.12111536745701972, "percentage": 12.11, "elapsed_time": "3:21:52", "remaining_time": "1 day, 0:24:53"} +{"current_steps": 5480, "total_steps": 45204, "loss": 0.3277, "learning_rate": 1.928349146492803e-05, "epoch": 0.12122597509853297, "percentage": 12.12, "elapsed_time": "3:22:02", "remaining_time": "1 day, 0:24:35"} +{"current_steps": 5485, "total_steps": 45204, "loss": 0.4173, "learning_rate": 1.928219924946361e-05, "epoch": 0.12133658274004623, "percentage": 12.13, "elapsed_time": "3:22:14", "remaining_time": "1 day, 0:24:27"} +{"current_steps": 5490, "total_steps": 45204, "loss": 0.376, "learning_rate": 1.9280905913176528e-05, "epoch": 0.12144719038155949, "percentage": 12.14, "elapsed_time": "3:22:24", "remaining_time": "1 day, 0:24:12"} +{"current_steps": 5495, "total_steps": 45204, "loss": 0.3928, "learning_rate": 1.9279611456222954e-05, "epoch": 0.12155779802307276, "percentage": 12.16, "elapsed_time": "3:22:35", "remaining_time": "1 day, 0:23:59"} +{"current_steps": 5500, "total_steps": 45204, "loss": 0.3468, "learning_rate": 1.9278315878759192e-05, "epoch": 0.12166840566458602, "percentage": 12.17, "elapsed_time": "3:22:46", "remaining_time": "1 day, 0:23:45"} +{"current_steps": 5505, "total_steps": 45204, "loss": 0.3662, "learning_rate": 1.9277019180941678e-05, "epoch": 0.12177901330609928, "percentage": 12.18, "elapsed_time": "3:22:57", "remaining_time": "1 day, 0:23:34"} +{"current_steps": 5510, "total_steps": 45204, "loss": 0.43, "learning_rate": 1.9275721362926997e-05, "epoch": 0.12188962094761253, "percentage": 12.19, "elapsed_time": "3:23:07", "remaining_time": "1 day, 0:23:17"} +{"current_steps": 5515, "total_steps": 45204, "loss": 0.5004, "learning_rate": 1.927442242487185e-05, "epoch": 0.12200022858912579, "percentage": 12.2, "elapsed_time": "3:23:18", "remaining_time": "1 day, 0:23:07"} +{"current_steps": 5520, "total_steps": 45204, "loss": 0.4492, "learning_rate": 1.9273122366933098e-05, "epoch": 0.12211083623063905, "percentage": 12.21, "elapsed_time": "3:23:30", "remaining_time": "1 day, 0:23:03"} +{"current_steps": 5525, "total_steps": 45204, "loss": 0.2766, "learning_rate": 1.927182118926771e-05, "epoch": 0.12222144387215231, "percentage": 12.22, "elapsed_time": "3:23:39", "remaining_time": "1 day, 0:22:39"} +{"current_steps": 5530, "total_steps": 45204, "loss": 0.3711, "learning_rate": 1.9270518892032803e-05, "epoch": 0.12233205151366558, "percentage": 12.23, "elapsed_time": "3:23:49", "remaining_time": "1 day, 0:22:18"} +{"current_steps": 5535, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.9269215475385637e-05, "epoch": 0.12244265915517884, "percentage": 12.24, "elapsed_time": "3:24:02", "remaining_time": "1 day, 0:22:18"} +{"current_steps": 5540, "total_steps": 45204, "loss": 0.3491, "learning_rate": 1.926791093948359e-05, "epoch": 0.1225532667966921, "percentage": 12.26, "elapsed_time": "3:24:12", "remaining_time": "1 day, 0:22:03"} +{"current_steps": 5545, "total_steps": 45204, "loss": 0.4545, "learning_rate": 1.926660528448419e-05, "epoch": 0.12266387443820535, "percentage": 12.27, "elapsed_time": "3:24:26", "remaining_time": "1 day, 0:22:12"} +{"current_steps": 5550, "total_steps": 45204, "loss": 0.3705, "learning_rate": 1.9265298510545095e-05, "epoch": 0.12277448207971861, "percentage": 12.28, "elapsed_time": "3:24:35", "remaining_time": "1 day, 0:21:49"} +{"current_steps": 5555, "total_steps": 45204, "loss": 0.2616, "learning_rate": 1.9263990617824097e-05, "epoch": 0.12288508972123187, "percentage": 12.29, "elapsed_time": "3:24:45", "remaining_time": "1 day, 0:21:30"} +{"current_steps": 5560, "total_steps": 45204, "loss": 0.3254, "learning_rate": 1.926268160647912e-05, "epoch": 0.12299569736274514, "percentage": 12.3, "elapsed_time": "3:24:56", "remaining_time": "1 day, 0:21:13"} +{"current_steps": 5565, "total_steps": 45204, "loss": 0.6074, "learning_rate": 1.926137147666823e-05, "epoch": 0.1231063050042584, "percentage": 12.31, "elapsed_time": "3:25:11", "remaining_time": "1 day, 0:21:31"} +{"current_steps": 5570, "total_steps": 45204, "loss": 0.4116, "learning_rate": 1.9260060228549628e-05, "epoch": 0.12321691264577166, "percentage": 12.32, "elapsed_time": "3:25:20", "remaining_time": "1 day, 0:21:07"} +{"current_steps": 5575, "total_steps": 45204, "loss": 0.4388, "learning_rate": 1.9258747862281635e-05, "epoch": 0.12332752028728491, "percentage": 12.33, "elapsed_time": "3:25:29", "remaining_time": "1 day, 0:20:43"} +{"current_steps": 5580, "total_steps": 45204, "loss": 0.4682, "learning_rate": 1.925743437802273e-05, "epoch": 0.12343812792879817, "percentage": 12.34, "elapsed_time": "3:25:41", "remaining_time": "1 day, 0:20:40"} +{"current_steps": 5585, "total_steps": 45204, "loss": 0.3917, "learning_rate": 1.9256119775931513e-05, "epoch": 0.12354873557031143, "percentage": 12.36, "elapsed_time": "3:25:51", "remaining_time": "1 day, 0:20:18"} +{"current_steps": 5590, "total_steps": 45204, "loss": 0.3651, "learning_rate": 1.9254804056166723e-05, "epoch": 0.12365934321182469, "percentage": 12.37, "elapsed_time": "3:26:01", "remaining_time": "1 day, 0:20:00"} +{"current_steps": 5595, "total_steps": 45204, "loss": 0.372, "learning_rate": 1.9253487218887228e-05, "epoch": 0.12376995085333796, "percentage": 12.38, "elapsed_time": "3:26:14", "remaining_time": "1 day, 0:20:02"} +{"current_steps": 5600, "total_steps": 45204, "loss": 0.5941, "learning_rate": 1.925216926425204e-05, "epoch": 0.12388055849485122, "percentage": 12.39, "elapsed_time": "3:26:28", "remaining_time": "1 day, 0:20:12"} +{"current_steps": 5605, "total_steps": 45204, "loss": 0.4292, "learning_rate": 1.9250850192420297e-05, "epoch": 0.12399116613636448, "percentage": 12.4, "elapsed_time": "3:26:39", "remaining_time": "1 day, 0:20:02"} +{"current_steps": 5610, "total_steps": 45204, "loss": 0.3099, "learning_rate": 1.9249530003551285e-05, "epoch": 0.12410177377787773, "percentage": 12.41, "elapsed_time": "3:26:50", "remaining_time": "1 day, 0:19:53"} +{"current_steps": 5615, "total_steps": 45204, "loss": 0.402, "learning_rate": 1.9248208697804405e-05, "epoch": 0.12421238141939099, "percentage": 12.42, "elapsed_time": "3:27:01", "remaining_time": "1 day, 0:19:39"} +{"current_steps": 5620, "total_steps": 45204, "loss": 0.4266, "learning_rate": 1.9246886275339215e-05, "epoch": 0.12432298906090425, "percentage": 12.43, "elapsed_time": "3:27:12", "remaining_time": "1 day, 0:19:28"} +{"current_steps": 5625, "total_steps": 45204, "loss": 0.3918, "learning_rate": 1.9245562736315394e-05, "epoch": 0.12443359670241752, "percentage": 12.44, "elapsed_time": "3:27:23", "remaining_time": "1 day, 0:19:15"} +{"current_steps": 5630, "total_steps": 45204, "loss": 0.3808, "learning_rate": 1.9244238080892753e-05, "epoch": 0.12454420434393078, "percentage": 12.45, "elapsed_time": "3:27:34", "remaining_time": "1 day, 0:19:05"} +{"current_steps": 5635, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.924291230923125e-05, "epoch": 0.12465481198544404, "percentage": 12.47, "elapsed_time": "3:27:45", "remaining_time": "1 day, 0:18:52"} +{"current_steps": 5640, "total_steps": 45204, "loss": 0.4314, "learning_rate": 1.924158542149097e-05, "epoch": 0.1247654196269573, "percentage": 12.48, "elapsed_time": "3:27:57", "remaining_time": "1 day, 0:18:51"} +{"current_steps": 5645, "total_steps": 45204, "loss": 0.522, "learning_rate": 1.9240257417832132e-05, "epoch": 0.12487602726847055, "percentage": 12.49, "elapsed_time": "3:28:10", "remaining_time": "1 day, 0:18:50"} +{"current_steps": 5650, "total_steps": 45204, "loss": 0.467, "learning_rate": 1.9238928298415097e-05, "epoch": 0.12498663490998381, "percentage": 12.5, "elapsed_time": "3:28:23", "remaining_time": "1 day, 0:18:56"} +{"current_steps": 5655, "total_steps": 45204, "loss": 0.4759, "learning_rate": 1.923759806340035e-05, "epoch": 0.12509724255149707, "percentage": 12.51, "elapsed_time": "3:28:35", "remaining_time": "1 day, 0:18:49"} +{"current_steps": 5660, "total_steps": 45204, "loss": 0.5177, "learning_rate": 1.923626671294852e-05, "epoch": 0.12520785019301034, "percentage": 12.52, "elapsed_time": "3:28:49", "remaining_time": "1 day, 0:18:56"} +{"current_steps": 5665, "total_steps": 45204, "loss": 0.4408, "learning_rate": 1.9234934247220366e-05, "epoch": 0.12531845783452358, "percentage": 12.53, "elapsed_time": "3:28:59", "remaining_time": "1 day, 0:18:39"} +{"current_steps": 5670, "total_steps": 45204, "loss": 0.4457, "learning_rate": 1.9233600666376783e-05, "epoch": 0.12542906547603686, "percentage": 12.54, "elapsed_time": "3:29:10", "remaining_time": "1 day, 0:18:30"} +{"current_steps": 5675, "total_steps": 45204, "loss": 0.3805, "learning_rate": 1.9232265970578804e-05, "epoch": 0.12553967311755013, "percentage": 12.55, "elapsed_time": "3:29:21", "remaining_time": "1 day, 0:18:17"} +{"current_steps": 5680, "total_steps": 45204, "loss": 0.3666, "learning_rate": 1.9230930159987588e-05, "epoch": 0.12565028075906337, "percentage": 12.57, "elapsed_time": "3:29:32", "remaining_time": "1 day, 0:18:05"} +{"current_steps": 5685, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.922959323476443e-05, "epoch": 0.12576088840057664, "percentage": 12.58, "elapsed_time": "3:29:44", "remaining_time": "1 day, 0:18:01"} +{"current_steps": 5690, "total_steps": 45204, "loss": 0.2325, "learning_rate": 1.9228255195070777e-05, "epoch": 0.1258714960420899, "percentage": 12.59, "elapsed_time": "3:29:54", "remaining_time": "1 day, 0:17:42"} +{"current_steps": 5695, "total_steps": 45204, "loss": 0.5674, "learning_rate": 1.9226916041068183e-05, "epoch": 0.12598210368360316, "percentage": 12.6, "elapsed_time": "3:30:09", "remaining_time": "1 day, 0:17:56"} +{"current_steps": 5700, "total_steps": 45204, "loss": 0.3718, "learning_rate": 1.922557577291836e-05, "epoch": 0.1260927113251164, "percentage": 12.61, "elapsed_time": "3:30:19", "remaining_time": "1 day, 0:17:42"} +{"current_steps": 5705, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.922423439078314e-05, "epoch": 0.12620331896662967, "percentage": 12.62, "elapsed_time": "3:30:29", "remaining_time": "1 day, 0:17:21"} +{"current_steps": 5710, "total_steps": 45204, "loss": 0.3911, "learning_rate": 1.9222891894824495e-05, "epoch": 0.12631392660814295, "percentage": 12.63, "elapsed_time": "3:30:40", "remaining_time": "1 day, 0:17:08"} +{"current_steps": 5715, "total_steps": 45204, "loss": 0.4071, "learning_rate": 1.9221548285204528e-05, "epoch": 0.1264245342496562, "percentage": 12.64, "elapsed_time": "3:30:50", "remaining_time": "1 day, 0:16:50"} +{"current_steps": 5720, "total_steps": 45204, "loss": 0.3817, "learning_rate": 1.9220203562085488e-05, "epoch": 0.12653514189116946, "percentage": 12.65, "elapsed_time": "3:31:02", "remaining_time": "1 day, 0:16:47"} +{"current_steps": 5725, "total_steps": 45204, "loss": 0.3241, "learning_rate": 1.9218857725629743e-05, "epoch": 0.1266457495326827, "percentage": 12.66, "elapsed_time": "3:31:14", "remaining_time": "1 day, 0:16:38"} +{"current_steps": 5730, "total_steps": 45204, "loss": 0.3809, "learning_rate": 1.9217510775999803e-05, "epoch": 0.12675635717419598, "percentage": 12.68, "elapsed_time": "3:31:24", "remaining_time": "1 day, 0:16:23"} +{"current_steps": 5735, "total_steps": 45204, "loss": 0.4106, "learning_rate": 1.9216162713358314e-05, "epoch": 0.12686696481570922, "percentage": 12.69, "elapsed_time": "3:31:34", "remaining_time": "1 day, 0:16:05"} +{"current_steps": 5740, "total_steps": 45204, "loss": 0.3859, "learning_rate": 1.9214813537868053e-05, "epoch": 0.1269775724572225, "percentage": 12.7, "elapsed_time": "3:31:47", "remaining_time": "1 day, 0:16:09"} +{"current_steps": 5745, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.9213463249691934e-05, "epoch": 0.12708818009873576, "percentage": 12.71, "elapsed_time": "3:31:58", "remaining_time": "1 day, 0:15:56"} +{"current_steps": 5750, "total_steps": 45204, "loss": 0.4505, "learning_rate": 1.9212111848992997e-05, "epoch": 0.127198787740249, "percentage": 12.72, "elapsed_time": "3:32:10", "remaining_time": "1 day, 0:15:52"} +{"current_steps": 5755, "total_steps": 45204, "loss": 0.3828, "learning_rate": 1.9210759335934433e-05, "epoch": 0.12730939538176228, "percentage": 12.73, "elapsed_time": "3:32:21", "remaining_time": "1 day, 0:15:42"} +{"current_steps": 5760, "total_steps": 45204, "loss": 0.3623, "learning_rate": 1.920940571067955e-05, "epoch": 0.12742000302327552, "percentage": 12.74, "elapsed_time": "3:32:32", "remaining_time": "1 day, 0:15:29"} +{"current_steps": 5765, "total_steps": 45204, "loss": 0.3038, "learning_rate": 1.9208050973391804e-05, "epoch": 0.1275306106647888, "percentage": 12.75, "elapsed_time": "3:32:42", "remaining_time": "1 day, 0:15:11"} +{"current_steps": 5770, "total_steps": 45204, "loss": 0.3686, "learning_rate": 1.9206695124234776e-05, "epoch": 0.12764121830630207, "percentage": 12.76, "elapsed_time": "3:32:55", "remaining_time": "1 day, 0:15:11"} +{"current_steps": 5775, "total_steps": 45204, "loss": 0.3333, "learning_rate": 1.9205338163372186e-05, "epoch": 0.1277518259478153, "percentage": 12.78, "elapsed_time": "3:33:04", "remaining_time": "1 day, 0:14:48"} +{"current_steps": 5780, "total_steps": 45204, "loss": 0.3779, "learning_rate": 1.9203980090967886e-05, "epoch": 0.12786243358932858, "percentage": 12.79, "elapsed_time": "3:33:15", "remaining_time": "1 day, 0:14:35"} +{"current_steps": 5785, "total_steps": 45204, "loss": 0.5646, "learning_rate": 1.9202620907185855e-05, "epoch": 0.12797304123084183, "percentage": 12.8, "elapsed_time": "3:33:29", "remaining_time": "1 day, 0:14:42"} +{"current_steps": 5790, "total_steps": 45204, "loss": 0.4308, "learning_rate": 1.9201260612190226e-05, "epoch": 0.1280836488723551, "percentage": 12.81, "elapsed_time": "3:33:39", "remaining_time": "1 day, 0:14:24"} +{"current_steps": 5795, "total_steps": 45204, "loss": 0.4592, "learning_rate": 1.9199899206145247e-05, "epoch": 0.12819425651386834, "percentage": 12.82, "elapsed_time": "3:33:50", "remaining_time": "1 day, 0:14:15"} +{"current_steps": 5800, "total_steps": 45204, "loss": 0.4658, "learning_rate": 1.919853668921531e-05, "epoch": 0.12830486415538161, "percentage": 12.83, "elapsed_time": "3:34:05", "remaining_time": "1 day, 0:14:27"} +{"current_steps": 5805, "total_steps": 45204, "loss": 0.48, "learning_rate": 1.919717306156494e-05, "epoch": 0.1284154717968949, "percentage": 12.84, "elapsed_time": "3:34:17", "remaining_time": "1 day, 0:14:22"} +{"current_steps": 5810, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.919580832335879e-05, "epoch": 0.12852607943840813, "percentage": 12.85, "elapsed_time": "3:34:27", "remaining_time": "1 day, 0:14:07"} +{"current_steps": 5815, "total_steps": 45204, "loss": 0.3756, "learning_rate": 1.9194442474761654e-05, "epoch": 0.1286366870799214, "percentage": 12.86, "elapsed_time": "3:34:39", "remaining_time": "1 day, 0:14:00"} +{"current_steps": 5820, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.919307551593846e-05, "epoch": 0.12874729472143465, "percentage": 12.87, "elapsed_time": "3:34:51", "remaining_time": "1 day, 0:13:53"} +{"current_steps": 5825, "total_steps": 45204, "loss": 0.5127, "learning_rate": 1.9191707447054263e-05, "epoch": 0.12885790236294792, "percentage": 12.89, "elapsed_time": "3:35:01", "remaining_time": "1 day, 0:13:35"} +{"current_steps": 5830, "total_steps": 45204, "loss": 0.6051, "learning_rate": 1.9190338268274266e-05, "epoch": 0.12896851000446116, "percentage": 12.9, "elapsed_time": "3:35:15", "remaining_time": "1 day, 0:13:46"} +{"current_steps": 5835, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.9188967979763784e-05, "epoch": 0.12907911764597443, "percentage": 12.91, "elapsed_time": "3:35:27", "remaining_time": "1 day, 0:13:40"} +{"current_steps": 5840, "total_steps": 45204, "loss": 0.5514, "learning_rate": 1.9187596581688287e-05, "epoch": 0.1291897252874877, "percentage": 12.92, "elapsed_time": "3:35:38", "remaining_time": "1 day, 0:13:31"} +{"current_steps": 5845, "total_steps": 45204, "loss": 0.4177, "learning_rate": 1.918622407421337e-05, "epoch": 0.12930033292900095, "percentage": 12.93, "elapsed_time": "3:35:49", "remaining_time": "1 day, 0:13:21"} +{"current_steps": 5850, "total_steps": 45204, "loss": 0.5134, "learning_rate": 1.9184850457504765e-05, "epoch": 0.12941094057051422, "percentage": 12.94, "elapsed_time": "3:36:03", "remaining_time": "1 day, 0:13:26"} +{"current_steps": 5855, "total_steps": 45204, "loss": 0.2749, "learning_rate": 1.9183475731728333e-05, "epoch": 0.12952154821202747, "percentage": 12.95, "elapsed_time": "3:36:12", "remaining_time": "1 day, 0:13:03"} +{"current_steps": 5860, "total_steps": 45204, "loss": 0.5196, "learning_rate": 1.9182099897050064e-05, "epoch": 0.12963215585354074, "percentage": 12.96, "elapsed_time": "3:36:22", "remaining_time": "1 day, 0:12:43"} +{"current_steps": 5865, "total_steps": 45204, "loss": 0.3952, "learning_rate": 1.9180722953636107e-05, "epoch": 0.129742763495054, "percentage": 12.97, "elapsed_time": "3:36:35", "remaining_time": "1 day, 0:12:42"} +{"current_steps": 5870, "total_steps": 45204, "loss": 0.4155, "learning_rate": 1.9179344901652713e-05, "epoch": 0.12985337113656725, "percentage": 12.99, "elapsed_time": "3:36:46", "remaining_time": "1 day, 0:12:32"} +{"current_steps": 5875, "total_steps": 45204, "loss": 0.3241, "learning_rate": 1.9177965741266287e-05, "epoch": 0.12996397877808052, "percentage": 13.0, "elapsed_time": "3:36:57", "remaining_time": "1 day, 0:12:26"} +{"current_steps": 5880, "total_steps": 45204, "loss": 0.4759, "learning_rate": 1.9176585472643362e-05, "epoch": 0.13007458641959377, "percentage": 13.01, "elapsed_time": "3:37:08", "remaining_time": "1 day, 0:12:13"} +{"current_steps": 5885, "total_steps": 45204, "loss": 0.5088, "learning_rate": 1.9175204095950605e-05, "epoch": 0.13018519406110704, "percentage": 13.02, "elapsed_time": "3:37:19", "remaining_time": "1 day, 0:12:03"} +{"current_steps": 5890, "total_steps": 45204, "loss": 0.4057, "learning_rate": 1.9173821611354815e-05, "epoch": 0.13029580170262028, "percentage": 13.03, "elapsed_time": "3:37:29", "remaining_time": "1 day, 0:11:43"} +{"current_steps": 5895, "total_steps": 45204, "loss": 0.2871, "learning_rate": 1.917243801902293e-05, "epoch": 0.13040640934413356, "percentage": 13.04, "elapsed_time": "3:37:39", "remaining_time": "1 day, 0:11:22"} +{"current_steps": 5900, "total_steps": 45204, "loss": 0.357, "learning_rate": 1.9171053319122016e-05, "epoch": 0.13051701698564683, "percentage": 13.05, "elapsed_time": "3:37:52", "remaining_time": "1 day, 0:11:27"} +{"current_steps": 5905, "total_steps": 45204, "loss": 0.4019, "learning_rate": 1.9169667511819276e-05, "epoch": 0.13062762462716007, "percentage": 13.06, "elapsed_time": "3:38:03", "remaining_time": "1 day, 0:11:15"} +{"current_steps": 5910, "total_steps": 45204, "loss": 0.4237, "learning_rate": 1.916828059728204e-05, "epoch": 0.13073823226867334, "percentage": 13.07, "elapsed_time": "3:38:15", "remaining_time": "1 day, 0:11:05"} +{"current_steps": 5915, "total_steps": 45204, "loss": 0.4799, "learning_rate": 1.9166892575677787e-05, "epoch": 0.1308488399101866, "percentage": 13.09, "elapsed_time": "3:38:26", "remaining_time": "1 day, 0:10:58"} +{"current_steps": 5920, "total_steps": 45204, "loss": 0.4211, "learning_rate": 1.9165503447174114e-05, "epoch": 0.13095944755169986, "percentage": 13.1, "elapsed_time": "3:38:38", "remaining_time": "1 day, 0:10:48"} +{"current_steps": 5925, "total_steps": 45204, "loss": 0.2896, "learning_rate": 1.916411321193876e-05, "epoch": 0.1310700551932131, "percentage": 13.11, "elapsed_time": "3:38:47", "remaining_time": "1 day, 0:10:29"} +{"current_steps": 5930, "total_steps": 45204, "loss": 0.4101, "learning_rate": 1.9162721870139592e-05, "epoch": 0.13118066283472637, "percentage": 13.12, "elapsed_time": "3:38:55", "remaining_time": "1 day, 0:09:58"} +{"current_steps": 5935, "total_steps": 45204, "loss": 0.5072, "learning_rate": 1.9161329421944623e-05, "epoch": 0.13129127047623965, "percentage": 13.13, "elapsed_time": "3:39:05", "remaining_time": "1 day, 0:09:38"} +{"current_steps": 5940, "total_steps": 45204, "loss": 0.489, "learning_rate": 1.9159935867521985e-05, "epoch": 0.1314018781177529, "percentage": 13.14, "elapsed_time": "3:39:18", "remaining_time": "1 day, 0:09:37"} +{"current_steps": 5945, "total_steps": 45204, "loss": 0.4047, "learning_rate": 1.9158541207039943e-05, "epoch": 0.13151248575926616, "percentage": 13.15, "elapsed_time": "3:39:29", "remaining_time": "1 day, 0:09:24"} +{"current_steps": 5950, "total_steps": 45204, "loss": 0.4036, "learning_rate": 1.9157145440666912e-05, "epoch": 0.1316230934007794, "percentage": 13.16, "elapsed_time": "3:39:40", "remaining_time": "1 day, 0:09:13"} +{"current_steps": 5955, "total_steps": 45204, "loss": 0.4638, "learning_rate": 1.9155748568571426e-05, "epoch": 0.13173370104229268, "percentage": 13.17, "elapsed_time": "3:39:53", "remaining_time": "1 day, 0:09:17"} +{"current_steps": 5960, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.915435059092216e-05, "epoch": 0.13184430868380592, "percentage": 13.18, "elapsed_time": "3:40:02", "remaining_time": "1 day, 0:08:53"} +{"current_steps": 5965, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.9152951507887908e-05, "epoch": 0.1319549163253192, "percentage": 13.2, "elapsed_time": "3:40:11", "remaining_time": "1 day, 0:08:28"} +{"current_steps": 5970, "total_steps": 45204, "loss": 0.3355, "learning_rate": 1.9151551319637624e-05, "epoch": 0.13206552396683247, "percentage": 13.21, "elapsed_time": "3:40:23", "remaining_time": "1 day, 0:08:22"} +{"current_steps": 5975, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.915015002634037e-05, "epoch": 0.1321761316083457, "percentage": 13.22, "elapsed_time": "3:40:35", "remaining_time": "1 day, 0:08:17"} +{"current_steps": 5980, "total_steps": 45204, "loss": 0.2837, "learning_rate": 1.914874762816536e-05, "epoch": 0.13228673924985898, "percentage": 13.23, "elapsed_time": "3:40:46", "remaining_time": "1 day, 0:08:03"} +{"current_steps": 5985, "total_steps": 45204, "loss": 0.356, "learning_rate": 1.9147344125281925e-05, "epoch": 0.13239734689137223, "percentage": 13.24, "elapsed_time": "3:40:57", "remaining_time": "1 day, 0:07:53"} +{"current_steps": 5990, "total_steps": 45204, "loss": 0.3613, "learning_rate": 1.914593951785954e-05, "epoch": 0.1325079545328855, "percentage": 13.25, "elapsed_time": "3:41:08", "remaining_time": "1 day, 0:07:41"} +{"current_steps": 5995, "total_steps": 45204, "loss": 0.304, "learning_rate": 1.9144533806067818e-05, "epoch": 0.13261856217439877, "percentage": 13.26, "elapsed_time": "3:41:17", "remaining_time": "1 day, 0:07:17"} +{"current_steps": 6000, "total_steps": 45204, "loss": 0.4722, "learning_rate": 1.9143126990076488e-05, "epoch": 0.132729169815912, "percentage": 13.27, "elapsed_time": "3:41:30", "remaining_time": "1 day, 0:07:17"} +{"current_steps": 6005, "total_steps": 45204, "loss": 0.3449, "learning_rate": 1.9141719070055427e-05, "epoch": 0.13283977745742528, "percentage": 13.28, "elapsed_time": "3:41:39", "remaining_time": "1 day, 0:06:55"} +{"current_steps": 6010, "total_steps": 45204, "loss": 0.4217, "learning_rate": 1.914031004617464e-05, "epoch": 0.13295038509893853, "percentage": 13.3, "elapsed_time": "3:41:48", "remaining_time": "1 day, 0:06:33"} +{"current_steps": 6015, "total_steps": 45204, "loss": 0.2658, "learning_rate": 1.9138899918604268e-05, "epoch": 0.1330609927404518, "percentage": 13.31, "elapsed_time": "3:41:57", "remaining_time": "1 day, 0:06:08"} +{"current_steps": 6020, "total_steps": 45204, "loss": 0.44, "learning_rate": 1.913748868751458e-05, "epoch": 0.13317160038196504, "percentage": 13.32, "elapsed_time": "3:42:09", "remaining_time": "1 day, 0:05:58"} +{"current_steps": 6025, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.913607635307599e-05, "epoch": 0.13328220802347832, "percentage": 13.33, "elapsed_time": "3:42:19", "remaining_time": "1 day, 0:05:45"} +{"current_steps": 6030, "total_steps": 45204, "loss": 0.292, "learning_rate": 1.9134662915459024e-05, "epoch": 0.1333928156649916, "percentage": 13.34, "elapsed_time": "3:42:31", "remaining_time": "1 day, 0:05:37"} +{"current_steps": 6035, "total_steps": 45204, "loss": 0.4193, "learning_rate": 1.913324837483437e-05, "epoch": 0.13350342330650483, "percentage": 13.35, "elapsed_time": "3:42:41", "remaining_time": "1 day, 0:05:18"} +{"current_steps": 6040, "total_steps": 45204, "loss": 0.2893, "learning_rate": 1.9131832731372814e-05, "epoch": 0.1336140309480181, "percentage": 13.36, "elapsed_time": "3:42:50", "remaining_time": "1 day, 0:04:54"} +{"current_steps": 6045, "total_steps": 45204, "loss": 0.2981, "learning_rate": 1.9130415985245312e-05, "epoch": 0.13372463858953135, "percentage": 13.37, "elapsed_time": "3:43:01", "remaining_time": "1 day, 0:04:45"} +{"current_steps": 6050, "total_steps": 45204, "loss": 0.5418, "learning_rate": 1.912899813662293e-05, "epoch": 0.13383524623104462, "percentage": 13.38, "elapsed_time": "3:43:15", "remaining_time": "1 day, 0:04:49"} +{"current_steps": 6055, "total_steps": 45204, "loss": 0.3216, "learning_rate": 1.9127579185676865e-05, "epoch": 0.13394585387255786, "percentage": 13.39, "elapsed_time": "3:43:24", "remaining_time": "1 day, 0:04:28"} +{"current_steps": 6060, "total_steps": 45204, "loss": 0.4498, "learning_rate": 1.9126159132578462e-05, "epoch": 0.13405646151407113, "percentage": 13.41, "elapsed_time": "3:43:35", "remaining_time": "1 day, 0:04:14"} +{"current_steps": 6065, "total_steps": 45204, "loss": 0.395, "learning_rate": 1.9124737977499194e-05, "epoch": 0.1341670691555844, "percentage": 13.42, "elapsed_time": "3:43:45", "remaining_time": "1 day, 0:03:59"} +{"current_steps": 6070, "total_steps": 45204, "loss": 0.4403, "learning_rate": 1.9123315720610662e-05, "epoch": 0.13427767679709765, "percentage": 13.43, "elapsed_time": "3:43:57", "remaining_time": "1 day, 0:03:56"} +{"current_steps": 6075, "total_steps": 45204, "loss": 0.3881, "learning_rate": 1.9121892362084605e-05, "epoch": 0.13438828443861092, "percentage": 13.44, "elapsed_time": "3:44:07", "remaining_time": "1 day, 0:03:34"} +{"current_steps": 6080, "total_steps": 45204, "loss": 0.4538, "learning_rate": 1.9120467902092888e-05, "epoch": 0.13449889208012417, "percentage": 13.45, "elapsed_time": "3:44:18", "remaining_time": "1 day, 0:03:21"} +{"current_steps": 6085, "total_steps": 45204, "loss": 0.4564, "learning_rate": 1.911904234080752e-05, "epoch": 0.13460949972163744, "percentage": 13.46, "elapsed_time": "3:44:30", "remaining_time": "1 day, 0:03:19"} +{"current_steps": 6090, "total_steps": 45204, "loss": 0.4332, "learning_rate": 1.9117615678400636e-05, "epoch": 0.13472010736315068, "percentage": 13.47, "elapsed_time": "3:44:41", "remaining_time": "1 day, 0:03:07"} +{"current_steps": 6095, "total_steps": 45204, "loss": 0.3869, "learning_rate": 1.9116187915044502e-05, "epoch": 0.13483071500466395, "percentage": 13.48, "elapsed_time": "3:44:53", "remaining_time": "1 day, 0:03:00"} +{"current_steps": 6100, "total_steps": 45204, "loss": 0.4974, "learning_rate": 1.911475905091152e-05, "epoch": 0.13494132264617723, "percentage": 13.49, "elapsed_time": "3:45:04", "remaining_time": "1 day, 0:02:51"} +{"current_steps": 6105, "total_steps": 45204, "loss": 0.5061, "learning_rate": 1.911332908617423e-05, "epoch": 0.13505193028769047, "percentage": 13.51, "elapsed_time": "3:45:16", "remaining_time": "1 day, 0:02:45"} +{"current_steps": 6110, "total_steps": 45204, "loss": 0.3914, "learning_rate": 1.9111898021005296e-05, "epoch": 0.13516253792920374, "percentage": 13.52, "elapsed_time": "3:45:26", "remaining_time": "1 day, 0:02:28"} +{"current_steps": 6115, "total_steps": 45204, "loss": 0.2069, "learning_rate": 1.9110465855577514e-05, "epoch": 0.13527314557071698, "percentage": 13.53, "elapsed_time": "3:45:34", "remaining_time": "1 day, 0:01:59"} +{"current_steps": 6120, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.910903259006383e-05, "epoch": 0.13538375321223026, "percentage": 13.54, "elapsed_time": "3:45:46", "remaining_time": "1 day, 0:01:50"} +{"current_steps": 6125, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.91075982246373e-05, "epoch": 0.13549436085374353, "percentage": 13.55, "elapsed_time": "3:45:55", "remaining_time": "1 day, 0:01:28"} +{"current_steps": 6130, "total_steps": 45204, "loss": 0.3929, "learning_rate": 1.9106162759471126e-05, "epoch": 0.13560496849525677, "percentage": 13.56, "elapsed_time": "3:46:06", "remaining_time": "1 day, 0:01:13"} +{"current_steps": 6135, "total_steps": 45204, "loss": 0.4066, "learning_rate": 1.910472619473864e-05, "epoch": 0.13571557613677004, "percentage": 13.57, "elapsed_time": "3:46:18", "remaining_time": "1 day, 0:01:10"} +{"current_steps": 6140, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.9103288530613305e-05, "epoch": 0.1358261837782833, "percentage": 13.58, "elapsed_time": "3:46:29", "remaining_time": "1 day, 0:01:02"} +{"current_steps": 6145, "total_steps": 45204, "loss": 0.3258, "learning_rate": 1.910184976726872e-05, "epoch": 0.13593679141979656, "percentage": 13.59, "elapsed_time": "3:46:43", "remaining_time": "1 day, 0:01:04"} +{"current_steps": 6150, "total_steps": 45204, "loss": 0.5614, "learning_rate": 1.9100409904878622e-05, "epoch": 0.1360473990613098, "percentage": 13.6, "elapsed_time": "3:46:55", "remaining_time": "1 day, 0:00:59"} +{"current_steps": 6155, "total_steps": 45204, "loss": 0.4151, "learning_rate": 1.909896894361686e-05, "epoch": 0.13615800670282308, "percentage": 13.62, "elapsed_time": "3:47:06", "remaining_time": "1 day, 0:00:50"} +{"current_steps": 6160, "total_steps": 45204, "loss": 0.5063, "learning_rate": 1.909752688365744e-05, "epoch": 0.13626861434433635, "percentage": 13.63, "elapsed_time": "3:47:19", "remaining_time": "1 day, 0:00:50"} +{"current_steps": 6165, "total_steps": 45204, "loss": 0.4315, "learning_rate": 1.909608372517449e-05, "epoch": 0.1363792219858496, "percentage": 13.64, "elapsed_time": "3:47:29", "remaining_time": "1 day, 0:00:35"} +{"current_steps": 6170, "total_steps": 45204, "loss": 0.3689, "learning_rate": 1.9094639468342265e-05, "epoch": 0.13648982962736286, "percentage": 13.65, "elapsed_time": "3:47:40", "remaining_time": "1 day, 0:00:20"} +{"current_steps": 6175, "total_steps": 45204, "loss": 0.4284, "learning_rate": 1.9093194113335162e-05, "epoch": 0.1366004372688761, "percentage": 13.66, "elapsed_time": "3:47:51", "remaining_time": "1 day, 0:00:11"} +{"current_steps": 6180, "total_steps": 45204, "loss": 0.615, "learning_rate": 1.909174766032771e-05, "epoch": 0.13671104491038938, "percentage": 13.67, "elapsed_time": "3:48:03", "remaining_time": "1 day, 0:00:06"} +{"current_steps": 6185, "total_steps": 45204, "loss": 0.5007, "learning_rate": 1.9090300109494562e-05, "epoch": 0.13682165255190262, "percentage": 13.68, "elapsed_time": "3:48:13", "remaining_time": "23:59:46"} +{"current_steps": 6190, "total_steps": 45204, "loss": 0.3779, "learning_rate": 1.908885146101051e-05, "epoch": 0.1369322601934159, "percentage": 13.69, "elapsed_time": "3:48:24", "remaining_time": "23:59:35"} +{"current_steps": 6195, "total_steps": 45204, "loss": 0.5453, "learning_rate": 1.9087401715050485e-05, "epoch": 0.13704286783492917, "percentage": 13.7, "elapsed_time": "3:48:37", "remaining_time": "23:59:39"} +{"current_steps": 6200, "total_steps": 45204, "loss": 0.4108, "learning_rate": 1.9085950871789535e-05, "epoch": 0.1371534754764424, "percentage": 13.72, "elapsed_time": "3:48:49", "remaining_time": "23:59:33"} +{"current_steps": 6205, "total_steps": 45204, "loss": 0.5721, "learning_rate": 1.9084498931402854e-05, "epoch": 0.13726408311795568, "percentage": 13.73, "elapsed_time": "3:49:03", "remaining_time": "23:59:36"} +{"current_steps": 6210, "total_steps": 45204, "loss": 0.3852, "learning_rate": 1.9083045894065763e-05, "epoch": 0.13737469075946893, "percentage": 13.74, "elapsed_time": "3:49:15", "remaining_time": "23:59:34"} +{"current_steps": 6215, "total_steps": 45204, "loss": 0.4292, "learning_rate": 1.9081591759953714e-05, "epoch": 0.1374852984009822, "percentage": 13.75, "elapsed_time": "3:49:27", "remaining_time": "23:59:31"} +{"current_steps": 6220, "total_steps": 45204, "loss": 0.2222, "learning_rate": 1.908013652924229e-05, "epoch": 0.13759590604249547, "percentage": 13.76, "elapsed_time": "3:49:38", "remaining_time": "23:59:19"} +{"current_steps": 6225, "total_steps": 45204, "loss": 0.4912, "learning_rate": 1.9078680202107217e-05, "epoch": 0.1377065136840087, "percentage": 13.77, "elapsed_time": "3:49:48", "remaining_time": "23:59:01"} +{"current_steps": 6230, "total_steps": 45204, "loss": 0.3136, "learning_rate": 1.9077222778724342e-05, "epoch": 0.13781712132552199, "percentage": 13.78, "elapsed_time": "3:49:58", "remaining_time": "23:58:43"} +{"current_steps": 6235, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.9075764259269646e-05, "epoch": 0.13792772896703523, "percentage": 13.79, "elapsed_time": "3:50:09", "remaining_time": "23:58:32"} +{"current_steps": 6240, "total_steps": 45204, "loss": 0.302, "learning_rate": 1.907430464391925e-05, "epoch": 0.1380383366085485, "percentage": 13.8, "elapsed_time": "3:50:20", "remaining_time": "23:58:19"} +{"current_steps": 6245, "total_steps": 45204, "loss": 0.3265, "learning_rate": 1.90728439328494e-05, "epoch": 0.13814894425006174, "percentage": 13.82, "elapsed_time": "3:50:31", "remaining_time": "23:58:08"} +{"current_steps": 6250, "total_steps": 45204, "loss": 0.291, "learning_rate": 1.9071382126236474e-05, "epoch": 0.13825955189157502, "percentage": 13.83, "elapsed_time": "3:50:39", "remaining_time": "23:57:39"} +{"current_steps": 6255, "total_steps": 45204, "loss": 0.3009, "learning_rate": 1.9069919224256988e-05, "epoch": 0.1383701595330883, "percentage": 13.84, "elapsed_time": "3:50:49", "remaining_time": "23:57:15"} +{"current_steps": 6260, "total_steps": 45204, "loss": 0.5145, "learning_rate": 1.9068455227087584e-05, "epoch": 0.13848076717460153, "percentage": 13.85, "elapsed_time": "3:51:02", "remaining_time": "23:57:18"} +{"current_steps": 6265, "total_steps": 45204, "loss": 0.4104, "learning_rate": 1.9066990134905045e-05, "epoch": 0.1385913748161148, "percentage": 13.86, "elapsed_time": "3:51:14", "remaining_time": "23:57:12"} +{"current_steps": 6270, "total_steps": 45204, "loss": 0.3846, "learning_rate": 1.9065523947886272e-05, "epoch": 0.13870198245762805, "percentage": 13.87, "elapsed_time": "3:51:24", "remaining_time": "23:56:57"} +{"current_steps": 6275, "total_steps": 45204, "loss": 0.2953, "learning_rate": 1.9064056666208312e-05, "epoch": 0.13881259009914132, "percentage": 13.88, "elapsed_time": "3:51:33", "remaining_time": "23:56:33"} +{"current_steps": 6280, "total_steps": 45204, "loss": 0.4463, "learning_rate": 1.906258829004834e-05, "epoch": 0.13892319774065456, "percentage": 13.89, "elapsed_time": "3:51:48", "remaining_time": "23:56:43"} +{"current_steps": 6285, "total_steps": 45204, "loss": 0.4065, "learning_rate": 1.9061118819583657e-05, "epoch": 0.13903380538216784, "percentage": 13.9, "elapsed_time": "3:51:58", "remaining_time": "23:56:28"} +{"current_steps": 6290, "total_steps": 45204, "loss": 0.4523, "learning_rate": 1.9059648254991704e-05, "epoch": 0.1391444130236811, "percentage": 13.91, "elapsed_time": "3:52:10", "remaining_time": "23:56:22"} +{"current_steps": 6295, "total_steps": 45204, "loss": 0.514, "learning_rate": 1.905817659645005e-05, "epoch": 0.13925502066519435, "percentage": 13.93, "elapsed_time": "3:52:22", "remaining_time": "23:56:18"} +{"current_steps": 6300, "total_steps": 45204, "loss": 0.3264, "learning_rate": 1.9056703844136404e-05, "epoch": 0.13936562830670762, "percentage": 13.94, "elapsed_time": "3:52:32", "remaining_time": "23:56:00"} +{"current_steps": 6305, "total_steps": 45204, "loss": 0.4436, "learning_rate": 1.9055229998228592e-05, "epoch": 0.13947623594822087, "percentage": 13.95, "elapsed_time": "3:52:43", "remaining_time": "23:55:46"} +{"current_steps": 6310, "total_steps": 45204, "loss": 0.3488, "learning_rate": 1.905375505890458e-05, "epoch": 0.13958684358973414, "percentage": 13.96, "elapsed_time": "3:52:56", "remaining_time": "23:55:47"} +{"current_steps": 6315, "total_steps": 45204, "loss": 0.34, "learning_rate": 1.905227902634247e-05, "epoch": 0.13969745123124738, "percentage": 13.97, "elapsed_time": "3:53:08", "remaining_time": "23:55:44"} +{"current_steps": 6320, "total_steps": 45204, "loss": 0.4471, "learning_rate": 1.9050801900720498e-05, "epoch": 0.13980805887276065, "percentage": 13.98, "elapsed_time": "3:53:19", "remaining_time": "23:55:29"} +{"current_steps": 6325, "total_steps": 45204, "loss": 0.3262, "learning_rate": 1.9049323682217012e-05, "epoch": 0.13991866651427393, "percentage": 13.99, "elapsed_time": "3:53:29", "remaining_time": "23:55:16"} +{"current_steps": 6330, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.9047844371010522e-05, "epoch": 0.14002927415578717, "percentage": 14.0, "elapsed_time": "3:53:41", "remaining_time": "23:55:10"} +{"current_steps": 6335, "total_steps": 45204, "loss": 0.4332, "learning_rate": 1.9046363967279645e-05, "epoch": 0.14013988179730044, "percentage": 14.01, "elapsed_time": "3:53:51", "remaining_time": "23:54:49"} +{"current_steps": 6340, "total_steps": 45204, "loss": 0.5135, "learning_rate": 1.904488247120314e-05, "epoch": 0.14025048943881369, "percentage": 14.03, "elapsed_time": "3:54:04", "remaining_time": "23:54:54"} +{"current_steps": 6345, "total_steps": 45204, "loss": 0.4626, "learning_rate": 1.90433998829599e-05, "epoch": 0.14036109708032696, "percentage": 14.04, "elapsed_time": "3:54:14", "remaining_time": "23:54:34"} +{"current_steps": 6350, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.9041916202728945e-05, "epoch": 0.14047170472184023, "percentage": 14.05, "elapsed_time": "3:54:26", "remaining_time": "23:54:27"} +{"current_steps": 6355, "total_steps": 45204, "loss": 0.5609, "learning_rate": 1.9040431430689433e-05, "epoch": 0.14058231236335347, "percentage": 14.06, "elapsed_time": "3:54:40", "remaining_time": "23:54:35"} +{"current_steps": 6360, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.9038945567020644e-05, "epoch": 0.14069292000486674, "percentage": 14.07, "elapsed_time": "3:54:52", "remaining_time": "23:54:31"} +{"current_steps": 6365, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.9037458611902e-05, "epoch": 0.14080352764638, "percentage": 14.08, "elapsed_time": "3:55:02", "remaining_time": "23:54:14"} +{"current_steps": 6370, "total_steps": 45204, "loss": 0.3405, "learning_rate": 1.9035970565513043e-05, "epoch": 0.14091413528789326, "percentage": 14.09, "elapsed_time": "3:55:15", "remaining_time": "23:54:10"} +{"current_steps": 6375, "total_steps": 45204, "loss": 0.4173, "learning_rate": 1.9034481428033467e-05, "epoch": 0.1410247429294065, "percentage": 14.1, "elapsed_time": "3:55:25", "remaining_time": "23:53:54"} +{"current_steps": 6380, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.903299119964307e-05, "epoch": 0.14113535057091978, "percentage": 14.11, "elapsed_time": "3:55:35", "remaining_time": "23:53:40"} +{"current_steps": 6385, "total_steps": 45204, "loss": 0.2543, "learning_rate": 1.903149988052181e-05, "epoch": 0.14124595821243305, "percentage": 14.12, "elapsed_time": "3:55:46", "remaining_time": "23:53:24"} +{"current_steps": 6390, "total_steps": 45204, "loss": 0.3357, "learning_rate": 1.9030007470849757e-05, "epoch": 0.1413565658539463, "percentage": 14.14, "elapsed_time": "3:55:56", "remaining_time": "23:53:08"} +{"current_steps": 6395, "total_steps": 45204, "loss": 0.4813, "learning_rate": 1.9028513970807115e-05, "epoch": 0.14146717349545956, "percentage": 14.15, "elapsed_time": "3:56:06", "remaining_time": "23:52:52"} +{"current_steps": 6400, "total_steps": 45204, "loss": 0.3858, "learning_rate": 1.9027019380574236e-05, "epoch": 0.1415777811369728, "percentage": 14.16, "elapsed_time": "3:56:16", "remaining_time": "23:52:32"} +{"current_steps": 6405, "total_steps": 45204, "loss": 0.2901, "learning_rate": 1.9025523700331576e-05, "epoch": 0.14168838877848608, "percentage": 14.17, "elapsed_time": "3:56:27", "remaining_time": "23:52:19"} +{"current_steps": 6410, "total_steps": 45204, "loss": 0.3456, "learning_rate": 1.902402693025975e-05, "epoch": 0.14179899641999932, "percentage": 14.18, "elapsed_time": "3:56:35", "remaining_time": "23:51:53"} +{"current_steps": 6415, "total_steps": 45204, "loss": 0.556, "learning_rate": 1.9022529070539483e-05, "epoch": 0.1419096040615126, "percentage": 14.19, "elapsed_time": "3:56:48", "remaining_time": "23:51:52"} +{"current_steps": 6420, "total_steps": 45204, "loss": 0.34, "learning_rate": 1.9021030121351647e-05, "epoch": 0.14202021170302587, "percentage": 14.2, "elapsed_time": "3:56:58", "remaining_time": "23:51:33"} +{"current_steps": 6425, "total_steps": 45204, "loss": 0.2577, "learning_rate": 1.9019530082877246e-05, "epoch": 0.1421308193445391, "percentage": 14.21, "elapsed_time": "3:57:06", "remaining_time": "23:51:08"} +{"current_steps": 6430, "total_steps": 45204, "loss": 0.3286, "learning_rate": 1.9018028955297395e-05, "epoch": 0.14224142698605238, "percentage": 14.22, "elapsed_time": "3:57:15", "remaining_time": "23:50:42"} +{"current_steps": 6435, "total_steps": 45204, "loss": 0.3694, "learning_rate": 1.9016526738793363e-05, "epoch": 0.14235203462756563, "percentage": 14.24, "elapsed_time": "3:57:25", "remaining_time": "23:50:25"} +{"current_steps": 6440, "total_steps": 45204, "loss": 0.4363, "learning_rate": 1.901502343354654e-05, "epoch": 0.1424626422690789, "percentage": 14.25, "elapsed_time": "3:57:36", "remaining_time": "23:50:14"} +{"current_steps": 6445, "total_steps": 45204, "loss": 0.34, "learning_rate": 1.901351903973845e-05, "epoch": 0.14257324991059217, "percentage": 14.26, "elapsed_time": "3:57:46", "remaining_time": "23:49:58"} +{"current_steps": 6450, "total_steps": 45204, "loss": 0.4305, "learning_rate": 1.901201355755075e-05, "epoch": 0.14268385755210541, "percentage": 14.27, "elapsed_time": "3:57:57", "remaining_time": "23:49:44"} +{"current_steps": 6455, "total_steps": 45204, "loss": 0.6413, "learning_rate": 1.901050698716522e-05, "epoch": 0.14279446519361869, "percentage": 14.28, "elapsed_time": "3:58:09", "remaining_time": "23:49:37"} +{"current_steps": 6460, "total_steps": 45204, "loss": 0.4727, "learning_rate": 1.9008999328763788e-05, "epoch": 0.14290507283513193, "percentage": 14.29, "elapsed_time": "3:58:19", "remaining_time": "23:49:21"} +{"current_steps": 6465, "total_steps": 45204, "loss": 0.3376, "learning_rate": 1.90074905825285e-05, "epoch": 0.1430156804766452, "percentage": 14.3, "elapsed_time": "3:58:30", "remaining_time": "23:49:07"} +{"current_steps": 6470, "total_steps": 45204, "loss": 0.4586, "learning_rate": 1.900598074864153e-05, "epoch": 0.14312628811815845, "percentage": 14.31, "elapsed_time": "3:58:43", "remaining_time": "23:49:07"} +{"current_steps": 6475, "total_steps": 45204, "loss": 0.2497, "learning_rate": 1.9004469827285197e-05, "epoch": 0.14323689575967172, "percentage": 14.32, "elapsed_time": "3:58:52", "remaining_time": "23:48:47"} +{"current_steps": 6480, "total_steps": 45204, "loss": 0.4878, "learning_rate": 1.900295781864194e-05, "epoch": 0.143347503401185, "percentage": 14.34, "elapsed_time": "3:59:04", "remaining_time": "23:48:40"} +{"current_steps": 6485, "total_steps": 45204, "loss": 0.3614, "learning_rate": 1.9001444722894337e-05, "epoch": 0.14345811104269823, "percentage": 14.35, "elapsed_time": "3:59:15", "remaining_time": "23:48:31"} +{"current_steps": 6490, "total_steps": 45204, "loss": 0.3818, "learning_rate": 1.8999930540225094e-05, "epoch": 0.1435687186842115, "percentage": 14.36, "elapsed_time": "3:59:25", "remaining_time": "23:48:14"} +{"current_steps": 6495, "total_steps": 45204, "loss": 0.2217, "learning_rate": 1.8998415270817042e-05, "epoch": 0.14367932632572475, "percentage": 14.37, "elapsed_time": "3:59:36", "remaining_time": "23:47:59"} +{"current_steps": 6500, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.899689891485316e-05, "epoch": 0.14378993396723802, "percentage": 14.38, "elapsed_time": "3:59:48", "remaining_time": "23:47:54"} +{"current_steps": 6505, "total_steps": 45204, "loss": 0.3518, "learning_rate": 1.8995381472516533e-05, "epoch": 0.14390054160875126, "percentage": 14.39, "elapsed_time": "4:00:00", "remaining_time": "23:47:51"} +{"current_steps": 6510, "total_steps": 45204, "loss": 0.3994, "learning_rate": 1.8993862943990407e-05, "epoch": 0.14401114925026454, "percentage": 14.4, "elapsed_time": "4:00:11", "remaining_time": "23:47:40"} +{"current_steps": 6515, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.8992343329458132e-05, "epoch": 0.1441217568917778, "percentage": 14.41, "elapsed_time": "4:00:22", "remaining_time": "23:47:28"} +{"current_steps": 6520, "total_steps": 45204, "loss": 0.3743, "learning_rate": 1.899082262910321e-05, "epoch": 0.14423236453329105, "percentage": 14.42, "elapsed_time": "4:00:31", "remaining_time": "23:47:05"} +{"current_steps": 6525, "total_steps": 45204, "loss": 0.4636, "learning_rate": 1.8989300843109258e-05, "epoch": 0.14434297217480432, "percentage": 14.43, "elapsed_time": "4:00:44", "remaining_time": "23:47:06"} +{"current_steps": 6530, "total_steps": 45204, "loss": 0.5184, "learning_rate": 1.8987777971660034e-05, "epoch": 0.14445357981631757, "percentage": 14.45, "elapsed_time": "4:00:55", "remaining_time": "23:46:55"} +{"current_steps": 6535, "total_steps": 45204, "loss": 0.4228, "learning_rate": 1.8986254014939427e-05, "epoch": 0.14456418745783084, "percentage": 14.46, "elapsed_time": "4:01:05", "remaining_time": "23:46:37"} +{"current_steps": 6540, "total_steps": 45204, "loss": 0.5124, "learning_rate": 1.898472897313145e-05, "epoch": 0.14467479509934408, "percentage": 14.47, "elapsed_time": "4:01:18", "remaining_time": "23:46:37"} +{"current_steps": 6545, "total_steps": 45204, "loss": 0.3894, "learning_rate": 1.898320284642025e-05, "epoch": 0.14478540274085736, "percentage": 14.48, "elapsed_time": "4:01:30", "remaining_time": "23:46:28"} +{"current_steps": 6550, "total_steps": 45204, "loss": 0.2976, "learning_rate": 1.8981675634990114e-05, "epoch": 0.14489601038237063, "percentage": 14.49, "elapsed_time": "4:01:40", "remaining_time": "23:46:11"} +{"current_steps": 6555, "total_steps": 45204, "loss": 0.3734, "learning_rate": 1.8980147339025445e-05, "epoch": 0.14500661802388387, "percentage": 14.5, "elapsed_time": "4:01:49", "remaining_time": "23:45:49"} +{"current_steps": 6560, "total_steps": 45204, "loss": 0.4101, "learning_rate": 1.8978617958710787e-05, "epoch": 0.14511722566539714, "percentage": 14.51, "elapsed_time": "4:01:59", "remaining_time": "23:45:31"} +{"current_steps": 6565, "total_steps": 45204, "loss": 0.4027, "learning_rate": 1.8977087494230815e-05, "epoch": 0.1452278333069104, "percentage": 14.52, "elapsed_time": "4:02:09", "remaining_time": "23:45:15"} +{"current_steps": 6570, "total_steps": 45204, "loss": 0.2588, "learning_rate": 1.8975555945770326e-05, "epoch": 0.14533844094842366, "percentage": 14.53, "elapsed_time": "4:02:17", "remaining_time": "23:44:48"} +{"current_steps": 6575, "total_steps": 45204, "loss": 0.4375, "learning_rate": 1.8974023313514258e-05, "epoch": 0.14544904858993693, "percentage": 14.55, "elapsed_time": "4:02:30", "remaining_time": "23:44:46"} +{"current_steps": 6580, "total_steps": 45204, "loss": 0.4289, "learning_rate": 1.8972489597647676e-05, "epoch": 0.14555965623145017, "percentage": 14.56, "elapsed_time": "4:02:42", "remaining_time": "23:44:39"} +{"current_steps": 6585, "total_steps": 45204, "loss": 0.411, "learning_rate": 1.8970954798355772e-05, "epoch": 0.14567026387296345, "percentage": 14.57, "elapsed_time": "4:02:53", "remaining_time": "23:44:31"} +{"current_steps": 6590, "total_steps": 45204, "loss": 0.3845, "learning_rate": 1.8969418915823875e-05, "epoch": 0.1457808715144767, "percentage": 14.58, "elapsed_time": "4:03:03", "remaining_time": "23:44:14"} +{"current_steps": 6595, "total_steps": 45204, "loss": 0.3085, "learning_rate": 1.8967881950237447e-05, "epoch": 0.14589147915598996, "percentage": 14.59, "elapsed_time": "4:03:14", "remaining_time": "23:44:02"} +{"current_steps": 6600, "total_steps": 45204, "loss": 0.3056, "learning_rate": 1.896634390178207e-05, "epoch": 0.1460020867975032, "percentage": 14.6, "elapsed_time": "4:03:26", "remaining_time": "23:43:52"} +{"current_steps": 6605, "total_steps": 45204, "loss": 0.4609, "learning_rate": 1.8964804770643463e-05, "epoch": 0.14611269443901648, "percentage": 14.61, "elapsed_time": "4:03:37", "remaining_time": "23:43:43"} +{"current_steps": 6610, "total_steps": 45204, "loss": 0.3518, "learning_rate": 1.8963264557007477e-05, "epoch": 0.14622330208052975, "percentage": 14.62, "elapsed_time": "4:03:46", "remaining_time": "23:43:22"} +{"current_steps": 6615, "total_steps": 45204, "loss": 0.4711, "learning_rate": 1.8961723261060096e-05, "epoch": 0.146333909722043, "percentage": 14.63, "elapsed_time": "4:03:56", "remaining_time": "23:43:02"} +{"current_steps": 6620, "total_steps": 45204, "loss": 0.3352, "learning_rate": 1.8960180882987423e-05, "epoch": 0.14644451736355626, "percentage": 14.64, "elapsed_time": "4:04:05", "remaining_time": "23:42:40"} +{"current_steps": 6625, "total_steps": 45204, "loss": 0.3127, "learning_rate": 1.8958637422975704e-05, "epoch": 0.1465551250050695, "percentage": 14.66, "elapsed_time": "4:04:16", "remaining_time": "23:42:25"} +{"current_steps": 6630, "total_steps": 45204, "loss": 0.3744, "learning_rate": 1.8957092881211313e-05, "epoch": 0.14666573264658278, "percentage": 14.67, "elapsed_time": "4:04:25", "remaining_time": "23:42:05"} +{"current_steps": 6635, "total_steps": 45204, "loss": 0.55, "learning_rate": 1.8955547257880753e-05, "epoch": 0.14677634028809602, "percentage": 14.68, "elapsed_time": "4:04:39", "remaining_time": "23:42:09"} +{"current_steps": 6640, "total_steps": 45204, "loss": 0.3708, "learning_rate": 1.8954000553170653e-05, "epoch": 0.1468869479296093, "percentage": 14.69, "elapsed_time": "4:04:49", "remaining_time": "23:41:53"} +{"current_steps": 6645, "total_steps": 45204, "loss": 0.3128, "learning_rate": 1.895245276726778e-05, "epoch": 0.14699755557112257, "percentage": 14.7, "elapsed_time": "4:04:58", "remaining_time": "23:41:30"} +{"current_steps": 6650, "total_steps": 45204, "loss": 0.5427, "learning_rate": 1.8950903900359035e-05, "epoch": 0.1471081632126358, "percentage": 14.71, "elapsed_time": "4:05:11", "remaining_time": "23:41:28"} +{"current_steps": 6655, "total_steps": 45204, "loss": 0.3329, "learning_rate": 1.894935395263143e-05, "epoch": 0.14721877085414908, "percentage": 14.72, "elapsed_time": "4:05:23", "remaining_time": "23:41:26"} +{"current_steps": 6660, "total_steps": 45204, "loss": 0.4365, "learning_rate": 1.894780292427213e-05, "epoch": 0.14732937849566233, "percentage": 14.73, "elapsed_time": "4:05:34", "remaining_time": "23:41:12"} +{"current_steps": 6665, "total_steps": 45204, "loss": 0.4949, "learning_rate": 1.894625081546842e-05, "epoch": 0.1474399861371756, "percentage": 14.74, "elapsed_time": "4:05:45", "remaining_time": "23:41:00"} +{"current_steps": 6670, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.8944697626407712e-05, "epoch": 0.14755059377868884, "percentage": 14.76, "elapsed_time": "4:05:56", "remaining_time": "23:40:48"} +{"current_steps": 6675, "total_steps": 45204, "loss": 0.3368, "learning_rate": 1.894314335727756e-05, "epoch": 0.14766120142020212, "percentage": 14.77, "elapsed_time": "4:06:06", "remaining_time": "23:40:31"} +{"current_steps": 6680, "total_steps": 45204, "loss": 0.3167, "learning_rate": 1.8941588008265638e-05, "epoch": 0.1477718090617154, "percentage": 14.78, "elapsed_time": "4:06:15", "remaining_time": "23:40:14"} +{"current_steps": 6685, "total_steps": 45204, "loss": 0.4641, "learning_rate": 1.8940031579559753e-05, "epoch": 0.14788241670322863, "percentage": 14.79, "elapsed_time": "4:06:27", "remaining_time": "23:40:04"} +{"current_steps": 6690, "total_steps": 45204, "loss": 0.2552, "learning_rate": 1.8938474071347842e-05, "epoch": 0.1479930243447419, "percentage": 14.8, "elapsed_time": "4:06:37", "remaining_time": "23:39:48"} +{"current_steps": 6695, "total_steps": 45204, "loss": 0.4261, "learning_rate": 1.8936915483817978e-05, "epoch": 0.14810363198625515, "percentage": 14.81, "elapsed_time": "4:06:49", "remaining_time": "23:39:41"} +{"current_steps": 6700, "total_steps": 45204, "loss": 0.4895, "learning_rate": 1.8935355817158358e-05, "epoch": 0.14821423962776842, "percentage": 14.82, "elapsed_time": "4:06:59", "remaining_time": "23:39:24"} +{"current_steps": 6705, "total_steps": 45204, "loss": 0.363, "learning_rate": 1.8933795071557314e-05, "epoch": 0.1483248472692817, "percentage": 14.83, "elapsed_time": "4:07:09", "remaining_time": "23:39:08"} +{"current_steps": 6710, "total_steps": 45204, "loss": 0.4177, "learning_rate": 1.8932233247203298e-05, "epoch": 0.14843545491079493, "percentage": 14.84, "elapsed_time": "4:07:19", "remaining_time": "23:38:51"} +{"current_steps": 6715, "total_steps": 45204, "loss": 0.4619, "learning_rate": 1.8930670344284906e-05, "epoch": 0.1485460625523082, "percentage": 14.85, "elapsed_time": "4:07:30", "remaining_time": "23:38:40"} +{"current_steps": 6720, "total_steps": 45204, "loss": 0.3211, "learning_rate": 1.8929106362990858e-05, "epoch": 0.14865667019382145, "percentage": 14.87, "elapsed_time": "4:07:41", "remaining_time": "23:38:27"} +{"current_steps": 6725, "total_steps": 45204, "loss": 0.4075, "learning_rate": 1.892754130351e-05, "epoch": 0.14876727783533472, "percentage": 14.88, "elapsed_time": "4:07:50", "remaining_time": "23:38:04"} +{"current_steps": 6730, "total_steps": 45204, "loss": 0.4369, "learning_rate": 1.8925975166031315e-05, "epoch": 0.14887788547684797, "percentage": 14.89, "elapsed_time": "4:08:03", "remaining_time": "23:38:03"} +{"current_steps": 6735, "total_steps": 45204, "loss": 0.4758, "learning_rate": 1.8924407950743916e-05, "epoch": 0.14898849311836124, "percentage": 14.9, "elapsed_time": "4:08:12", "remaining_time": "23:37:42"} +{"current_steps": 6740, "total_steps": 45204, "loss": 0.3659, "learning_rate": 1.8922839657837044e-05, "epoch": 0.1490991007598745, "percentage": 14.91, "elapsed_time": "4:08:23", "remaining_time": "23:37:29"} +{"current_steps": 6745, "total_steps": 45204, "loss": 0.351, "learning_rate": 1.892127028750006e-05, "epoch": 0.14920970840138775, "percentage": 14.92, "elapsed_time": "4:08:32", "remaining_time": "23:37:11"} +{"current_steps": 6750, "total_steps": 45204, "loss": 0.3444, "learning_rate": 1.891969983992248e-05, "epoch": 0.14932031604290102, "percentage": 14.93, "elapsed_time": "4:08:42", "remaining_time": "23:36:50"} +{"current_steps": 6755, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.8918128315293924e-05, "epoch": 0.14943092368441427, "percentage": 14.94, "elapsed_time": "4:08:53", "remaining_time": "23:36:38"} +{"current_steps": 6760, "total_steps": 45204, "loss": 0.3902, "learning_rate": 1.8916555713804156e-05, "epoch": 0.14954153132592754, "percentage": 14.95, "elapsed_time": "4:09:04", "remaining_time": "23:36:29"} +{"current_steps": 6765, "total_steps": 45204, "loss": 0.4656, "learning_rate": 1.8914982035643067e-05, "epoch": 0.14965213896744078, "percentage": 14.97, "elapsed_time": "4:09:16", "remaining_time": "23:36:25"} +{"current_steps": 6770, "total_steps": 45204, "loss": 0.3727, "learning_rate": 1.8913407281000683e-05, "epoch": 0.14976274660895406, "percentage": 14.98, "elapsed_time": "4:09:25", "remaining_time": "23:36:02"} +{"current_steps": 6775, "total_steps": 45204, "loss": 0.4839, "learning_rate": 1.8911831450067147e-05, "epoch": 0.14987335425046733, "percentage": 14.99, "elapsed_time": "4:09:39", "remaining_time": "23:36:06"} +{"current_steps": 6780, "total_steps": 45204, "loss": 0.3319, "learning_rate": 1.8910254543032746e-05, "epoch": 0.14998396189198057, "percentage": 15.0, "elapsed_time": "4:09:48", "remaining_time": "23:35:45"} +{"current_steps": 6785, "total_steps": 45204, "loss": 0.4788, "learning_rate": 1.8908676560087887e-05, "epoch": 0.15009456953349384, "percentage": 15.01, "elapsed_time": "4:09:58", "remaining_time": "23:35:24"} +{"current_steps": 6790, "total_steps": 45204, "loss": 0.4762, "learning_rate": 1.8907097501423117e-05, "epoch": 0.1502051771750071, "percentage": 15.02, "elapsed_time": "4:10:07", "remaining_time": "23:35:06"} +{"current_steps": 6795, "total_steps": 45204, "loss": 0.5193, "learning_rate": 1.8905517367229102e-05, "epoch": 0.15031578481652036, "percentage": 15.03, "elapsed_time": "4:10:19", "remaining_time": "23:34:56"} +{"current_steps": 6800, "total_steps": 45204, "loss": 0.4047, "learning_rate": 1.890393615769664e-05, "epoch": 0.15042639245803363, "percentage": 15.04, "elapsed_time": "4:10:33", "remaining_time": "23:35:02"} +{"current_steps": 6805, "total_steps": 45204, "loss": 0.4668, "learning_rate": 1.8902353873016667e-05, "epoch": 0.15053700009954687, "percentage": 15.05, "elapsed_time": "4:10:45", "remaining_time": "23:34:55"} +{"current_steps": 6810, "total_steps": 45204, "loss": 0.3458, "learning_rate": 1.8900770513380244e-05, "epoch": 0.15064760774106015, "percentage": 15.07, "elapsed_time": "4:10:55", "remaining_time": "23:34:40"} +{"current_steps": 6815, "total_steps": 45204, "loss": 0.4077, "learning_rate": 1.8899186078978557e-05, "epoch": 0.1507582153825734, "percentage": 15.08, "elapsed_time": "4:11:06", "remaining_time": "23:34:29"} +{"current_steps": 6820, "total_steps": 45204, "loss": 0.3245, "learning_rate": 1.8897600570002924e-05, "epoch": 0.15086882302408666, "percentage": 15.09, "elapsed_time": "4:11:19", "remaining_time": "23:34:29"} +{"current_steps": 6825, "total_steps": 45204, "loss": 0.4817, "learning_rate": 1.8896013986644803e-05, "epoch": 0.1509794306655999, "percentage": 15.1, "elapsed_time": "4:11:29", "remaining_time": "23:34:14"} +{"current_steps": 6830, "total_steps": 45204, "loss": 0.3204, "learning_rate": 1.8894426329095767e-05, "epoch": 0.15109003830711318, "percentage": 15.11, "elapsed_time": "4:11:40", "remaining_time": "23:34:02"} +{"current_steps": 6835, "total_steps": 45204, "loss": 0.4663, "learning_rate": 1.889283759754753e-05, "epoch": 0.15120064594862645, "percentage": 15.12, "elapsed_time": "4:11:51", "remaining_time": "23:33:51"} +{"current_steps": 6840, "total_steps": 45204, "loss": 0.493, "learning_rate": 1.8891247792191926e-05, "epoch": 0.1513112535901397, "percentage": 15.13, "elapsed_time": "4:12:02", "remaining_time": "23:33:36"} +{"current_steps": 6845, "total_steps": 45204, "loss": 0.3536, "learning_rate": 1.8889656913220924e-05, "epoch": 0.15142186123165297, "percentage": 15.14, "elapsed_time": "4:12:12", "remaining_time": "23:33:21"} +{"current_steps": 6850, "total_steps": 45204, "loss": 0.3547, "learning_rate": 1.8888064960826624e-05, "epoch": 0.1515324688731662, "percentage": 15.15, "elapsed_time": "4:12:22", "remaining_time": "23:33:02"} +{"current_steps": 6855, "total_steps": 45204, "loss": 0.4349, "learning_rate": 1.8886471935201257e-05, "epoch": 0.15164307651467948, "percentage": 15.16, "elapsed_time": "4:12:32", "remaining_time": "23:32:48"} +{"current_steps": 6860, "total_steps": 45204, "loss": 0.4138, "learning_rate": 1.8884877836537172e-05, "epoch": 0.15175368415619273, "percentage": 15.18, "elapsed_time": "4:12:44", "remaining_time": "23:32:39"} +{"current_steps": 6865, "total_steps": 45204, "loss": 0.4447, "learning_rate": 1.888328266502686e-05, "epoch": 0.151864291797706, "percentage": 15.19, "elapsed_time": "4:12:54", "remaining_time": "23:32:23"} +{"current_steps": 6870, "total_steps": 45204, "loss": 0.3258, "learning_rate": 1.888168642086294e-05, "epoch": 0.15197489943921927, "percentage": 15.2, "elapsed_time": "4:13:03", "remaining_time": "23:32:04"} +{"current_steps": 6875, "total_steps": 45204, "loss": 0.421, "learning_rate": 1.8880089104238157e-05, "epoch": 0.1520855070807325, "percentage": 15.21, "elapsed_time": "4:13:14", "remaining_time": "23:31:51"} +{"current_steps": 6880, "total_steps": 45204, "loss": 0.3102, "learning_rate": 1.8878490715345387e-05, "epoch": 0.15219611472224578, "percentage": 15.22, "elapsed_time": "4:13:24", "remaining_time": "23:31:36"} +{"current_steps": 6885, "total_steps": 45204, "loss": 0.3448, "learning_rate": 1.887689125437763e-05, "epoch": 0.15230672236375903, "percentage": 15.23, "elapsed_time": "4:13:36", "remaining_time": "23:31:27"} +{"current_steps": 6890, "total_steps": 45204, "loss": 0.4947, "learning_rate": 1.8875290721528023e-05, "epoch": 0.1524173300052723, "percentage": 15.24, "elapsed_time": "4:13:49", "remaining_time": "23:31:30"} +{"current_steps": 6895, "total_steps": 45204, "loss": 0.2927, "learning_rate": 1.887368911698983e-05, "epoch": 0.15252793764678554, "percentage": 15.25, "elapsed_time": "4:13:58", "remaining_time": "23:31:03"} +{"current_steps": 6900, "total_steps": 45204, "loss": 0.3309, "learning_rate": 1.887208644095645e-05, "epoch": 0.15263854528829882, "percentage": 15.26, "elapsed_time": "4:14:10", "remaining_time": "23:30:58"} +{"current_steps": 6905, "total_steps": 45204, "loss": 0.4537, "learning_rate": 1.88704826936214e-05, "epoch": 0.1527491529298121, "percentage": 15.28, "elapsed_time": "4:14:22", "remaining_time": "23:30:51"} +{"current_steps": 6910, "total_steps": 45204, "loss": 0.4892, "learning_rate": 1.8868877875178326e-05, "epoch": 0.15285976057132533, "percentage": 15.29, "elapsed_time": "4:14:32", "remaining_time": "23:30:38"} +{"current_steps": 6915, "total_steps": 45204, "loss": 0.6147, "learning_rate": 1.8867271985821022e-05, "epoch": 0.1529703682128386, "percentage": 15.3, "elapsed_time": "4:14:44", "remaining_time": "23:30:32"} +{"current_steps": 6920, "total_steps": 45204, "loss": 0.4888, "learning_rate": 1.886566502574339e-05, "epoch": 0.15308097585435185, "percentage": 15.31, "elapsed_time": "4:14:58", "remaining_time": "23:30:35"} +{"current_steps": 6925, "total_steps": 45204, "loss": 0.4178, "learning_rate": 1.886405699513947e-05, "epoch": 0.15319158349586512, "percentage": 15.32, "elapsed_time": "4:15:08", "remaining_time": "23:30:18"} +{"current_steps": 6930, "total_steps": 45204, "loss": 0.4221, "learning_rate": 1.886244789420344e-05, "epoch": 0.1533021911373784, "percentage": 15.33, "elapsed_time": "4:15:18", "remaining_time": "23:30:05"} +{"current_steps": 6935, "total_steps": 45204, "loss": 0.3308, "learning_rate": 1.886083772312959e-05, "epoch": 0.15341279877889163, "percentage": 15.34, "elapsed_time": "4:15:27", "remaining_time": "23:29:39"} +{"current_steps": 6940, "total_steps": 45204, "loss": 0.349, "learning_rate": 1.8859226482112344e-05, "epoch": 0.1535234064204049, "percentage": 15.35, "elapsed_time": "4:15:38", "remaining_time": "23:29:27"} +{"current_steps": 6945, "total_steps": 45204, "loss": 0.4899, "learning_rate": 1.8857614171346273e-05, "epoch": 0.15363401406191815, "percentage": 15.36, "elapsed_time": "4:15:51", "remaining_time": "23:29:26"} +{"current_steps": 6950, "total_steps": 45204, "loss": 0.5411, "learning_rate": 1.8856000791026052e-05, "epoch": 0.15374462170343142, "percentage": 15.37, "elapsed_time": "4:16:01", "remaining_time": "23:29:15"} +{"current_steps": 6955, "total_steps": 45204, "loss": 0.4374, "learning_rate": 1.8854386341346497e-05, "epoch": 0.15385522934494467, "percentage": 15.39, "elapsed_time": "4:16:14", "remaining_time": "23:29:12"} +{"current_steps": 6960, "total_steps": 45204, "loss": 0.3396, "learning_rate": 1.885277082250255e-05, "epoch": 0.15396583698645794, "percentage": 15.4, "elapsed_time": "4:16:24", "remaining_time": "23:28:53"} +{"current_steps": 6965, "total_steps": 45204, "loss": 0.4132, "learning_rate": 1.8851154234689297e-05, "epoch": 0.1540764446279712, "percentage": 15.41, "elapsed_time": "4:16:35", "remaining_time": "23:28:45"} +{"current_steps": 6970, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.8849536578101926e-05, "epoch": 0.15418705226948445, "percentage": 15.42, "elapsed_time": "4:16:47", "remaining_time": "23:28:36"} +{"current_steps": 6975, "total_steps": 45204, "loss": 0.2809, "learning_rate": 1.8847917852935777e-05, "epoch": 0.15429765991099773, "percentage": 15.43, "elapsed_time": "4:16:57", "remaining_time": "23:28:23"} +{"current_steps": 6980, "total_steps": 45204, "loss": 0.4865, "learning_rate": 1.8846298059386304e-05, "epoch": 0.15440826755251097, "percentage": 15.44, "elapsed_time": "4:17:08", "remaining_time": "23:28:10"} +{"current_steps": 6985, "total_steps": 45204, "loss": 0.3873, "learning_rate": 1.8844677197649107e-05, "epoch": 0.15451887519402424, "percentage": 15.45, "elapsed_time": "4:17:20", "remaining_time": "23:28:02"} +{"current_steps": 6990, "total_steps": 45204, "loss": 0.3624, "learning_rate": 1.8843055267919895e-05, "epoch": 0.15462948283553749, "percentage": 15.46, "elapsed_time": "4:17:34", "remaining_time": "23:28:10"} +{"current_steps": 6995, "total_steps": 45204, "loss": 0.4563, "learning_rate": 1.8841432270394516e-05, "epoch": 0.15474009047705076, "percentage": 15.47, "elapsed_time": "4:17:46", "remaining_time": "23:28:02"} +{"current_steps": 7000, "total_steps": 45204, "loss": 0.4779, "learning_rate": 1.8839808205268952e-05, "epoch": 0.15485069811856403, "percentage": 15.49, "elapsed_time": "4:17:55", "remaining_time": "23:27:42"} +{"current_steps": 7005, "total_steps": 45204, "loss": 0.4113, "learning_rate": 1.8838183072739306e-05, "epoch": 0.15496130576007727, "percentage": 15.5, "elapsed_time": "4:18:07", "remaining_time": "23:27:36"} +{"current_steps": 7010, "total_steps": 45204, "loss": 0.3554, "learning_rate": 1.883655687300181e-05, "epoch": 0.15507191340159054, "percentage": 15.51, "elapsed_time": "4:18:19", "remaining_time": "23:27:27"} +{"current_steps": 7015, "total_steps": 45204, "loss": 0.2737, "learning_rate": 1.8834929606252828e-05, "epoch": 0.1551825210431038, "percentage": 15.52, "elapsed_time": "4:18:29", "remaining_time": "23:27:14"} +{"current_steps": 7020, "total_steps": 45204, "loss": 0.4682, "learning_rate": 1.8833301272688858e-05, "epoch": 0.15529312868461706, "percentage": 15.53, "elapsed_time": "4:18:44", "remaining_time": "23:27:22"} +{"current_steps": 7025, "total_steps": 45204, "loss": 0.3252, "learning_rate": 1.883167187250651e-05, "epoch": 0.15540373632613033, "percentage": 15.54, "elapsed_time": "4:18:54", "remaining_time": "23:27:04"} +{"current_steps": 7030, "total_steps": 45204, "loss": 0.4153, "learning_rate": 1.8830041405902542e-05, "epoch": 0.15551434396764358, "percentage": 15.55, "elapsed_time": "4:19:04", "remaining_time": "23:26:49"} +{"current_steps": 7035, "total_steps": 45204, "loss": 0.4817, "learning_rate": 1.882840987307383e-05, "epoch": 0.15562495160915685, "percentage": 15.56, "elapsed_time": "4:19:17", "remaining_time": "23:26:49"} +{"current_steps": 7040, "total_steps": 45204, "loss": 0.4265, "learning_rate": 1.8826777274217377e-05, "epoch": 0.1557355592506701, "percentage": 15.57, "elapsed_time": "4:19:27", "remaining_time": "23:26:30"} +{"current_steps": 7045, "total_steps": 45204, "loss": 0.3665, "learning_rate": 1.8825143609530324e-05, "epoch": 0.15584616689218336, "percentage": 15.58, "elapsed_time": "4:19:36", "remaining_time": "23:26:10"} +{"current_steps": 7050, "total_steps": 45204, "loss": 0.4382, "learning_rate": 1.8823508879209935e-05, "epoch": 0.1559567745336966, "percentage": 15.6, "elapsed_time": "4:19:48", "remaining_time": "23:26:02"} +{"current_steps": 7055, "total_steps": 45204, "loss": 0.4306, "learning_rate": 1.88218730834536e-05, "epoch": 0.15606738217520988, "percentage": 15.61, "elapsed_time": "4:19:57", "remaining_time": "23:25:43"} +{"current_steps": 7060, "total_steps": 45204, "loss": 0.4323, "learning_rate": 1.8820236222458843e-05, "epoch": 0.15617798981672315, "percentage": 15.62, "elapsed_time": "4:20:10", "remaining_time": "23:25:42"} +{"current_steps": 7065, "total_steps": 45204, "loss": 0.4569, "learning_rate": 1.8818598296423314e-05, "epoch": 0.1562885974582364, "percentage": 15.63, "elapsed_time": "4:20:22", "remaining_time": "23:25:36"} +{"current_steps": 7070, "total_steps": 45204, "loss": 0.3092, "learning_rate": 1.8816959305544795e-05, "epoch": 0.15639920509974967, "percentage": 15.64, "elapsed_time": "4:20:35", "remaining_time": "23:25:34"} +{"current_steps": 7075, "total_steps": 45204, "loss": 0.237, "learning_rate": 1.881531925002119e-05, "epoch": 0.1565098127412629, "percentage": 15.65, "elapsed_time": "4:20:45", "remaining_time": "23:25:19"} +{"current_steps": 7080, "total_steps": 45204, "loss": 0.3156, "learning_rate": 1.881367813005053e-05, "epoch": 0.15662042038277618, "percentage": 15.66, "elapsed_time": "4:20:56", "remaining_time": "23:25:06"} +{"current_steps": 7085, "total_steps": 45204, "loss": 0.395, "learning_rate": 1.8812035945830997e-05, "epoch": 0.15673102802428943, "percentage": 15.67, "elapsed_time": "4:21:09", "remaining_time": "23:25:05"} +{"current_steps": 7090, "total_steps": 45204, "loss": 0.4318, "learning_rate": 1.8810392697560865e-05, "epoch": 0.1568416356658027, "percentage": 15.68, "elapsed_time": "4:21:21", "remaining_time": "23:24:58"} +{"current_steps": 7095, "total_steps": 45204, "loss": 0.5666, "learning_rate": 1.8808748385438568e-05, "epoch": 0.15695224330731597, "percentage": 15.7, "elapsed_time": "4:21:36", "remaining_time": "23:25:09"} +{"current_steps": 7100, "total_steps": 45204, "loss": 0.3817, "learning_rate": 1.8807103009662647e-05, "epoch": 0.1570628509488292, "percentage": 15.71, "elapsed_time": "4:21:47", "remaining_time": "23:25:00"} +{"current_steps": 7105, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.8805456570431788e-05, "epoch": 0.15717345859034249, "percentage": 15.72, "elapsed_time": "4:21:59", "remaining_time": "23:24:51"} +{"current_steps": 7110, "total_steps": 45204, "loss": 0.3869, "learning_rate": 1.8803809067944798e-05, "epoch": 0.15728406623185573, "percentage": 15.73, "elapsed_time": "4:22:09", "remaining_time": "23:24:34"} +{"current_steps": 7115, "total_steps": 45204, "loss": 0.2573, "learning_rate": 1.880216050240061e-05, "epoch": 0.157394673873369, "percentage": 15.74, "elapsed_time": "4:22:18", "remaining_time": "23:24:11"} +{"current_steps": 7120, "total_steps": 45204, "loss": 0.4831, "learning_rate": 1.8800510873998283e-05, "epoch": 0.15750528151488224, "percentage": 15.75, "elapsed_time": "4:22:28", "remaining_time": "23:23:59"} +{"current_steps": 7125, "total_steps": 45204, "loss": 0.3906, "learning_rate": 1.8798860182937017e-05, "epoch": 0.15761588915639552, "percentage": 15.76, "elapsed_time": "4:22:38", "remaining_time": "23:23:38"} +{"current_steps": 7130, "total_steps": 45204, "loss": 0.4496, "learning_rate": 1.8797208429416128e-05, "epoch": 0.1577264967979088, "percentage": 15.77, "elapsed_time": "4:22:51", "remaining_time": "23:23:39"} +{"current_steps": 7135, "total_steps": 45204, "loss": 0.4697, "learning_rate": 1.879555561363507e-05, "epoch": 0.15783710443942203, "percentage": 15.78, "elapsed_time": "4:23:03", "remaining_time": "23:23:35"} +{"current_steps": 7140, "total_steps": 45204, "loss": 0.4501, "learning_rate": 1.8793901735793414e-05, "epoch": 0.1579477120809353, "percentage": 15.8, "elapsed_time": "4:23:17", "remaining_time": "23:23:36"} +{"current_steps": 7145, "total_steps": 45204, "loss": 0.3376, "learning_rate": 1.8792246796090866e-05, "epoch": 0.15805831972244855, "percentage": 15.81, "elapsed_time": "4:23:27", "remaining_time": "23:23:23"} +{"current_steps": 7150, "total_steps": 45204, "loss": 0.3676, "learning_rate": 1.8790590794727262e-05, "epoch": 0.15816892736396182, "percentage": 15.82, "elapsed_time": "4:23:37", "remaining_time": "23:23:05"} +{"current_steps": 7155, "total_steps": 45204, "loss": 0.3866, "learning_rate": 1.8788933731902565e-05, "epoch": 0.1582795350054751, "percentage": 15.83, "elapsed_time": "4:23:48", "remaining_time": "23:22:54"} +{"current_steps": 7160, "total_steps": 45204, "loss": 0.3984, "learning_rate": 1.8787275607816857e-05, "epoch": 0.15839014264698834, "percentage": 15.84, "elapsed_time": "4:23:58", "remaining_time": "23:22:37"} +{"current_steps": 7165, "total_steps": 45204, "loss": 0.453, "learning_rate": 1.8785616422670365e-05, "epoch": 0.1585007502885016, "percentage": 15.85, "elapsed_time": "4:24:09", "remaining_time": "23:22:23"} +{"current_steps": 7170, "total_steps": 45204, "loss": 0.4142, "learning_rate": 1.8783956176663427e-05, "epoch": 0.15861135793001485, "percentage": 15.86, "elapsed_time": "4:24:18", "remaining_time": "23:22:05"} +{"current_steps": 7175, "total_steps": 45204, "loss": 0.413, "learning_rate": 1.8782294869996524e-05, "epoch": 0.15872196557152812, "percentage": 15.87, "elapsed_time": "4:24:31", "remaining_time": "23:22:00"} +{"current_steps": 7180, "total_steps": 45204, "loss": 0.4087, "learning_rate": 1.8780632502870256e-05, "epoch": 0.15883257321304137, "percentage": 15.88, "elapsed_time": "4:24:41", "remaining_time": "23:21:43"} +{"current_steps": 7185, "total_steps": 45204, "loss": 0.5383, "learning_rate": 1.8778969075485353e-05, "epoch": 0.15894318085455464, "percentage": 15.89, "elapsed_time": "4:24:53", "remaining_time": "23:21:40"} +{"current_steps": 7190, "total_steps": 45204, "loss": 0.5217, "learning_rate": 1.8777304588042674e-05, "epoch": 0.1590537884960679, "percentage": 15.91, "elapsed_time": "4:25:07", "remaining_time": "23:21:44"} +{"current_steps": 7195, "total_steps": 45204, "loss": 0.4699, "learning_rate": 1.8775639040743203e-05, "epoch": 0.15916439613758115, "percentage": 15.92, "elapsed_time": "4:25:18", "remaining_time": "23:21:30"} +{"current_steps": 7200, "total_steps": 45204, "loss": 0.377, "learning_rate": 1.8773972433788056e-05, "epoch": 0.15927500377909443, "percentage": 15.93, "elapsed_time": "4:25:30", "remaining_time": "23:21:26"} +{"current_steps": 7205, "total_steps": 45204, "loss": 0.5147, "learning_rate": 1.8772304767378478e-05, "epoch": 0.15938561142060767, "percentage": 15.94, "elapsed_time": "4:25:41", "remaining_time": "23:21:17"} +{"current_steps": 7210, "total_steps": 45204, "loss": 0.4718, "learning_rate": 1.8770636041715832e-05, "epoch": 0.15949621906212094, "percentage": 15.95, "elapsed_time": "4:25:55", "remaining_time": "23:21:18"} +{"current_steps": 7215, "total_steps": 45204, "loss": 0.4358, "learning_rate": 1.8768966257001627e-05, "epoch": 0.15960682670363419, "percentage": 15.96, "elapsed_time": "4:26:06", "remaining_time": "23:21:06"} +{"current_steps": 7220, "total_steps": 45204, "loss": 0.4723, "learning_rate": 1.8767295413437478e-05, "epoch": 0.15971743434514746, "percentage": 15.97, "elapsed_time": "4:26:18", "remaining_time": "23:21:02"} +{"current_steps": 7225, "total_steps": 45204, "loss": 0.4236, "learning_rate": 1.8765623511225145e-05, "epoch": 0.15982804198666073, "percentage": 15.98, "elapsed_time": "4:26:29", "remaining_time": "23:20:51"} +{"current_steps": 7230, "total_steps": 45204, "loss": 0.3983, "learning_rate": 1.8763950550566505e-05, "epoch": 0.15993864962817397, "percentage": 15.99, "elapsed_time": "4:26:39", "remaining_time": "23:20:32"} +{"current_steps": 7235, "total_steps": 45204, "loss": 0.5198, "learning_rate": 1.8762276531663576e-05, "epoch": 0.16004925726968725, "percentage": 16.01, "elapsed_time": "4:26:52", "remaining_time": "23:20:31"} +{"current_steps": 7240, "total_steps": 45204, "loss": 0.5071, "learning_rate": 1.8760601454718485e-05, "epoch": 0.1601598649112005, "percentage": 16.02, "elapsed_time": "4:27:03", "remaining_time": "23:20:22"} +{"current_steps": 7245, "total_steps": 45204, "loss": 0.3274, "learning_rate": 1.87589253199335e-05, "epoch": 0.16027047255271376, "percentage": 16.03, "elapsed_time": "4:27:13", "remaining_time": "23:20:02"} +{"current_steps": 7250, "total_steps": 45204, "loss": 0.3868, "learning_rate": 1.8757248127511024e-05, "epoch": 0.160381080194227, "percentage": 16.04, "elapsed_time": "4:27:26", "remaining_time": "23:20:02"} +{"current_steps": 7255, "total_steps": 45204, "loss": 0.4406, "learning_rate": 1.8755569877653563e-05, "epoch": 0.16049168783574028, "percentage": 16.05, "elapsed_time": "4:27:36", "remaining_time": "23:19:47"} +{"current_steps": 7260, "total_steps": 45204, "loss": 0.4425, "learning_rate": 1.8753890570563775e-05, "epoch": 0.16060229547725355, "percentage": 16.06, "elapsed_time": "4:27:47", "remaining_time": "23:19:34"} +{"current_steps": 7265, "total_steps": 45204, "loss": 0.3978, "learning_rate": 1.8752210206444427e-05, "epoch": 0.1607129031187668, "percentage": 16.07, "elapsed_time": "4:27:59", "remaining_time": "23:19:30"} +{"current_steps": 7270, "total_steps": 45204, "loss": 0.456, "learning_rate": 1.875052878549843e-05, "epoch": 0.16082351076028006, "percentage": 16.08, "elapsed_time": "4:28:12", "remaining_time": "23:19:26"} +{"current_steps": 7275, "total_steps": 45204, "loss": 0.231, "learning_rate": 1.8748846307928814e-05, "epoch": 0.1609341184017933, "percentage": 16.09, "elapsed_time": "4:28:20", "remaining_time": "23:19:00"} +{"current_steps": 7280, "total_steps": 45204, "loss": 0.3256, "learning_rate": 1.8747162773938735e-05, "epoch": 0.16104472604330658, "percentage": 16.1, "elapsed_time": "4:28:29", "remaining_time": "23:18:39"} +{"current_steps": 7285, "total_steps": 45204, "loss": 0.5264, "learning_rate": 1.8745478183731477e-05, "epoch": 0.16115533368481985, "percentage": 16.12, "elapsed_time": "4:28:40", "remaining_time": "23:18:30"} +{"current_steps": 7290, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.8743792537510462e-05, "epoch": 0.1612659413263331, "percentage": 16.13, "elapsed_time": "4:28:51", "remaining_time": "23:18:14"} +{"current_steps": 7295, "total_steps": 45204, "loss": 0.3702, "learning_rate": 1.8742105835479226e-05, "epoch": 0.16137654896784637, "percentage": 16.14, "elapsed_time": "4:29:04", "remaining_time": "23:18:13"} +{"current_steps": 7300, "total_steps": 45204, "loss": 0.2637, "learning_rate": 1.8740418077841437e-05, "epoch": 0.1614871566093596, "percentage": 16.15, "elapsed_time": "4:29:14", "remaining_time": "23:17:59"} +{"current_steps": 7305, "total_steps": 45204, "loss": 0.3662, "learning_rate": 1.8738729264800893e-05, "epoch": 0.16159776425087288, "percentage": 16.16, "elapsed_time": "4:29:26", "remaining_time": "23:17:53"} +{"current_steps": 7310, "total_steps": 45204, "loss": 0.3976, "learning_rate": 1.8737039396561514e-05, "epoch": 0.16170837189238613, "percentage": 16.17, "elapsed_time": "4:29:39", "remaining_time": "23:17:50"} +{"current_steps": 7315, "total_steps": 45204, "loss": 0.4185, "learning_rate": 1.8735348473327355e-05, "epoch": 0.1618189795338994, "percentage": 16.18, "elapsed_time": "4:29:51", "remaining_time": "23:17:45"} +{"current_steps": 7320, "total_steps": 45204, "loss": 0.3735, "learning_rate": 1.8733656495302597e-05, "epoch": 0.16192958717541267, "percentage": 16.19, "elapsed_time": "4:30:00", "remaining_time": "23:17:24"} +{"current_steps": 7325, "total_steps": 45204, "loss": 0.4954, "learning_rate": 1.873196346269154e-05, "epoch": 0.16204019481692591, "percentage": 16.2, "elapsed_time": "4:30:12", "remaining_time": "23:17:19"} +{"current_steps": 7330, "total_steps": 45204, "loss": 0.361, "learning_rate": 1.873026937569862e-05, "epoch": 0.16215080245843919, "percentage": 16.22, "elapsed_time": "4:30:22", "remaining_time": "23:17:03"} +{"current_steps": 7335, "total_steps": 45204, "loss": 0.3446, "learning_rate": 1.8728574234528394e-05, "epoch": 0.16226141009995243, "percentage": 16.23, "elapsed_time": "4:30:34", "remaining_time": "23:16:54"} +{"current_steps": 7340, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.8726878039385553e-05, "epoch": 0.1623720177414657, "percentage": 16.24, "elapsed_time": "4:30:44", "remaining_time": "23:16:40"} +{"current_steps": 7345, "total_steps": 45204, "loss": 0.4932, "learning_rate": 1.8725180790474914e-05, "epoch": 0.16248262538297895, "percentage": 16.25, "elapsed_time": "4:30:59", "remaining_time": "23:16:46"} +{"current_steps": 7350, "total_steps": 45204, "loss": 0.3755, "learning_rate": 1.8723482488001416e-05, "epoch": 0.16259323302449222, "percentage": 16.26, "elapsed_time": "4:31:13", "remaining_time": "23:16:52"} +{"current_steps": 7355, "total_steps": 45204, "loss": 0.5194, "learning_rate": 1.872178313217013e-05, "epoch": 0.1627038406660055, "percentage": 16.27, "elapsed_time": "4:31:25", "remaining_time": "23:16:46"} +{"current_steps": 7360, "total_steps": 45204, "loss": 0.5175, "learning_rate": 1.8720082723186252e-05, "epoch": 0.16281444830751873, "percentage": 16.28, "elapsed_time": "4:31:38", "remaining_time": "23:16:42"} +{"current_steps": 7365, "total_steps": 45204, "loss": 0.4905, "learning_rate": 1.8718381261255107e-05, "epoch": 0.162925055949032, "percentage": 16.29, "elapsed_time": "4:31:50", "remaining_time": "23:16:37"} +{"current_steps": 7370, "total_steps": 45204, "loss": 0.3635, "learning_rate": 1.8716678746582144e-05, "epoch": 0.16303566359054525, "percentage": 16.3, "elapsed_time": "4:32:00", "remaining_time": "23:16:23"} +{"current_steps": 7375, "total_steps": 45204, "loss": 0.33, "learning_rate": 1.8714975179372943e-05, "epoch": 0.16314627123205852, "percentage": 16.31, "elapsed_time": "4:32:12", "remaining_time": "23:16:13"} +{"current_steps": 7380, "total_steps": 45204, "loss": 0.4087, "learning_rate": 1.8713270559833206e-05, "epoch": 0.1632568788735718, "percentage": 16.33, "elapsed_time": "4:32:22", "remaining_time": "23:15:58"} +{"current_steps": 7385, "total_steps": 45204, "loss": 0.3024, "learning_rate": 1.871156488816877e-05, "epoch": 0.16336748651508504, "percentage": 16.34, "elapsed_time": "4:32:31", "remaining_time": "23:15:37"} +{"current_steps": 7390, "total_steps": 45204, "loss": 0.3176, "learning_rate": 1.8709858164585593e-05, "epoch": 0.1634780941565983, "percentage": 16.35, "elapsed_time": "4:32:43", "remaining_time": "23:15:30"} +{"current_steps": 7395, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.8708150389289757e-05, "epoch": 0.16358870179811155, "percentage": 16.36, "elapsed_time": "4:32:53", "remaining_time": "23:15:15"} +{"current_steps": 7400, "total_steps": 45204, "loss": 0.2253, "learning_rate": 1.8706441562487482e-05, "epoch": 0.16369930943962482, "percentage": 16.37, "elapsed_time": "4:33:02", "remaining_time": "23:14:50"} +{"current_steps": 7405, "total_steps": 45204, "loss": 0.4433, "learning_rate": 1.8704731684385104e-05, "epoch": 0.16380991708113807, "percentage": 16.38, "elapsed_time": "4:33:13", "remaining_time": "23:14:42"} +{"current_steps": 7410, "total_steps": 45204, "loss": 0.5893, "learning_rate": 1.870302075518909e-05, "epoch": 0.16392052472265134, "percentage": 16.39, "elapsed_time": "4:33:26", "remaining_time": "23:14:40"} +{"current_steps": 7415, "total_steps": 45204, "loss": 0.3977, "learning_rate": 1.8701308775106035e-05, "epoch": 0.1640311323641646, "percentage": 16.4, "elapsed_time": "4:33:37", "remaining_time": "23:14:29"} +{"current_steps": 7420, "total_steps": 45204, "loss": 0.4176, "learning_rate": 1.8699595744342663e-05, "epoch": 0.16414174000567786, "percentage": 16.41, "elapsed_time": "4:33:51", "remaining_time": "23:14:33"} +{"current_steps": 7425, "total_steps": 45204, "loss": 0.4726, "learning_rate": 1.869788166310582e-05, "epoch": 0.16425234764719113, "percentage": 16.43, "elapsed_time": "4:34:02", "remaining_time": "23:14:18"} +{"current_steps": 7430, "total_steps": 45204, "loss": 0.4377, "learning_rate": 1.8696166531602475e-05, "epoch": 0.16436295528870437, "percentage": 16.44, "elapsed_time": "4:34:11", "remaining_time": "23:13:59"} +{"current_steps": 7435, "total_steps": 45204, "loss": 0.2787, "learning_rate": 1.8694450350039735e-05, "epoch": 0.16447356293021764, "percentage": 16.45, "elapsed_time": "4:34:22", "remaining_time": "23:13:47"} +{"current_steps": 7440, "total_steps": 45204, "loss": 0.5754, "learning_rate": 1.869273311862483e-05, "epoch": 0.1645841705717309, "percentage": 16.46, "elapsed_time": "4:34:36", "remaining_time": "23:13:53"} +{"current_steps": 7445, "total_steps": 45204, "loss": 0.3581, "learning_rate": 1.8691014837565117e-05, "epoch": 0.16469477821324416, "percentage": 16.47, "elapsed_time": "4:34:45", "remaining_time": "23:13:30"} +{"current_steps": 7450, "total_steps": 45204, "loss": 0.3478, "learning_rate": 1.868929550706807e-05, "epoch": 0.16480538585475743, "percentage": 16.48, "elapsed_time": "4:34:55", "remaining_time": "23:13:12"} +{"current_steps": 7455, "total_steps": 45204, "loss": 0.4904, "learning_rate": 1.8687575127341302e-05, "epoch": 0.16491599349627067, "percentage": 16.49, "elapsed_time": "4:35:06", "remaining_time": "23:13:00"} +{"current_steps": 7460, "total_steps": 45204, "loss": 0.3575, "learning_rate": 1.868585369859255e-05, "epoch": 0.16502660113778395, "percentage": 16.5, "elapsed_time": "4:35:15", "remaining_time": "23:12:42"} +{"current_steps": 7465, "total_steps": 45204, "loss": 0.5579, "learning_rate": 1.868413122102967e-05, "epoch": 0.1651372087792972, "percentage": 16.51, "elapsed_time": "4:35:28", "remaining_time": "23:12:38"} +{"current_steps": 7470, "total_steps": 45204, "loss": 0.3093, "learning_rate": 1.8682407694860658e-05, "epoch": 0.16524781642081046, "percentage": 16.53, "elapsed_time": "4:35:38", "remaining_time": "23:12:22"} +{"current_steps": 7475, "total_steps": 45204, "loss": 0.3202, "learning_rate": 1.8680683120293626e-05, "epoch": 0.1653584240623237, "percentage": 16.54, "elapsed_time": "4:35:50", "remaining_time": "23:12:14"} +{"current_steps": 7480, "total_steps": 45204, "loss": 0.4672, "learning_rate": 1.8678957497536817e-05, "epoch": 0.16546903170383698, "percentage": 16.55, "elapsed_time": "4:36:01", "remaining_time": "23:12:04"} +{"current_steps": 7485, "total_steps": 45204, "loss": 0.4317, "learning_rate": 1.8677230826798594e-05, "epoch": 0.16557963934535025, "percentage": 16.56, "elapsed_time": "4:36:15", "remaining_time": "23:12:07"} +{"current_steps": 7490, "total_steps": 45204, "loss": 0.2809, "learning_rate": 1.867550310828746e-05, "epoch": 0.1656902469868635, "percentage": 16.57, "elapsed_time": "4:36:24", "remaining_time": "23:11:48"} +{"current_steps": 7495, "total_steps": 45204, "loss": 0.4266, "learning_rate": 1.867377434221203e-05, "epoch": 0.16580085462837676, "percentage": 16.58, "elapsed_time": "4:36:35", "remaining_time": "23:11:34"} +{"current_steps": 7500, "total_steps": 45204, "loss": 0.2275, "learning_rate": 1.8672044528781057e-05, "epoch": 0.16591146226989, "percentage": 16.59, "elapsed_time": "4:36:46", "remaining_time": "23:11:22"} +{"current_steps": 7505, "total_steps": 45204, "loss": 0.3098, "learning_rate": 1.8670313668203413e-05, "epoch": 0.16602206991140328, "percentage": 16.6, "elapsed_time": "4:36:56", "remaining_time": "23:11:06"} +{"current_steps": 7510, "total_steps": 45204, "loss": 0.359, "learning_rate": 1.8668581760688097e-05, "epoch": 0.16613267755291655, "percentage": 16.61, "elapsed_time": "4:37:06", "remaining_time": "23:10:51"} +{"current_steps": 7515, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.866684880644424e-05, "epoch": 0.1662432851944298, "percentage": 16.62, "elapsed_time": "4:37:16", "remaining_time": "23:10:34"} +{"current_steps": 7520, "total_steps": 45204, "loss": 0.5066, "learning_rate": 1.866511480568109e-05, "epoch": 0.16635389283594307, "percentage": 16.64, "elapsed_time": "4:37:32", "remaining_time": "23:10:46"} +{"current_steps": 7525, "total_steps": 45204, "loss": 0.5104, "learning_rate": 1.8663379758608035e-05, "epoch": 0.1664645004774563, "percentage": 16.65, "elapsed_time": "4:37:43", "remaining_time": "23:10:35"} +{"current_steps": 7530, "total_steps": 45204, "loss": 0.3422, "learning_rate": 1.8661643665434578e-05, "epoch": 0.16657510811896958, "percentage": 16.66, "elapsed_time": "4:37:53", "remaining_time": "23:10:21"} +{"current_steps": 7535, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.865990652637035e-05, "epoch": 0.16668571576048283, "percentage": 16.67, "elapsed_time": "4:38:04", "remaining_time": "23:10:08"} +{"current_steps": 7540, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.8658168341625108e-05, "epoch": 0.1667963234019961, "percentage": 16.68, "elapsed_time": "4:38:16", "remaining_time": "23:10:03"} +{"current_steps": 7545, "total_steps": 45204, "loss": 0.4058, "learning_rate": 1.8656429111408742e-05, "epoch": 0.16690693104350937, "percentage": 16.69, "elapsed_time": "4:38:28", "remaining_time": "23:09:55"} +{"current_steps": 7550, "total_steps": 45204, "loss": 0.3579, "learning_rate": 1.8654688835931262e-05, "epoch": 0.16701753868502262, "percentage": 16.7, "elapsed_time": "4:38:40", "remaining_time": "23:09:49"} +{"current_steps": 7555, "total_steps": 45204, "loss": 0.4131, "learning_rate": 1.8652947515402805e-05, "epoch": 0.1671281463265359, "percentage": 16.71, "elapsed_time": "4:38:51", "remaining_time": "23:09:39"} +{"current_steps": 7560, "total_steps": 45204, "loss": 0.2973, "learning_rate": 1.8651205150033637e-05, "epoch": 0.16723875396804913, "percentage": 16.72, "elapsed_time": "4:39:02", "remaining_time": "23:09:24"} +{"current_steps": 7565, "total_steps": 45204, "loss": 0.4051, "learning_rate": 1.8649461740034148e-05, "epoch": 0.1673493616095624, "percentage": 16.74, "elapsed_time": "4:39:14", "remaining_time": "23:09:19"} +{"current_steps": 7570, "total_steps": 45204, "loss": 0.5484, "learning_rate": 1.864771728561485e-05, "epoch": 0.16745996925107565, "percentage": 16.75, "elapsed_time": "4:39:28", "remaining_time": "23:09:22"} +{"current_steps": 7575, "total_steps": 45204, "loss": 0.4242, "learning_rate": 1.8645971786986387e-05, "epoch": 0.16757057689258892, "percentage": 16.76, "elapsed_time": "4:39:39", "remaining_time": "23:09:12"} +{"current_steps": 7580, "total_steps": 45204, "loss": 0.4573, "learning_rate": 1.8644225244359527e-05, "epoch": 0.1676811845341022, "percentage": 16.77, "elapsed_time": "4:39:52", "remaining_time": "23:09:09"} +{"current_steps": 7585, "total_steps": 45204, "loss": 0.4291, "learning_rate": 1.864247765794517e-05, "epoch": 0.16779179217561543, "percentage": 16.78, "elapsed_time": "4:40:02", "remaining_time": "23:08:53"} +{"current_steps": 7590, "total_steps": 45204, "loss": 0.311, "learning_rate": 1.8640729027954336e-05, "epoch": 0.1679023998171287, "percentage": 16.79, "elapsed_time": "4:40:11", "remaining_time": "23:08:35"} +{"current_steps": 7595, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.863897935459816e-05, "epoch": 0.16801300745864195, "percentage": 16.8, "elapsed_time": "4:40:26", "remaining_time": "23:08:39"} +{"current_steps": 7600, "total_steps": 45204, "loss": 0.3573, "learning_rate": 1.8637228638087925e-05, "epoch": 0.16812361510015522, "percentage": 16.81, "elapsed_time": "4:40:39", "remaining_time": "23:08:42"} +{"current_steps": 7605, "total_steps": 45204, "loss": 0.4663, "learning_rate": 1.8635476878635027e-05, "epoch": 0.1682342227416685, "percentage": 16.82, "elapsed_time": "4:40:51", "remaining_time": "23:08:33"} +{"current_steps": 7610, "total_steps": 45204, "loss": 0.3755, "learning_rate": 1.863372407645099e-05, "epoch": 0.16834483038318174, "percentage": 16.83, "elapsed_time": "4:41:04", "remaining_time": "23:08:31"} +{"current_steps": 7615, "total_steps": 45204, "loss": 0.541, "learning_rate": 1.8631970231747467e-05, "epoch": 0.168455438024695, "percentage": 16.85, "elapsed_time": "4:41:16", "remaining_time": "23:08:26"} +{"current_steps": 7620, "total_steps": 45204, "loss": 0.2535, "learning_rate": 1.863021534473623e-05, "epoch": 0.16856604566620825, "percentage": 16.86, "elapsed_time": "4:41:26", "remaining_time": "23:08:06"} +{"current_steps": 7625, "total_steps": 45204, "loss": 0.5134, "learning_rate": 1.8628459415629185e-05, "epoch": 0.16867665330772152, "percentage": 16.87, "elapsed_time": "4:41:39", "remaining_time": "23:08:05"} +{"current_steps": 7630, "total_steps": 45204, "loss": 0.3752, "learning_rate": 1.8626702444638356e-05, "epoch": 0.16878726094923477, "percentage": 16.88, "elapsed_time": "4:41:49", "remaining_time": "23:07:52"} +{"current_steps": 7635, "total_steps": 45204, "loss": 0.3476, "learning_rate": 1.86249444319759e-05, "epoch": 0.16889786859074804, "percentage": 16.89, "elapsed_time": "4:41:59", "remaining_time": "23:07:36"} +{"current_steps": 7640, "total_steps": 45204, "loss": 0.4037, "learning_rate": 1.8623185377854093e-05, "epoch": 0.1690084762322613, "percentage": 16.9, "elapsed_time": "4:42:10", "remaining_time": "23:07:22"} +{"current_steps": 7645, "total_steps": 45204, "loss": 0.3919, "learning_rate": 1.8621425282485345e-05, "epoch": 0.16911908387377456, "percentage": 16.91, "elapsed_time": "4:42:23", "remaining_time": "23:07:23"} +{"current_steps": 7650, "total_steps": 45204, "loss": 0.3683, "learning_rate": 1.861966414608218e-05, "epoch": 0.16922969151528783, "percentage": 16.92, "elapsed_time": "4:42:38", "remaining_time": "23:07:31"} +{"current_steps": 7655, "total_steps": 45204, "loss": 0.3889, "learning_rate": 1.8617901968857264e-05, "epoch": 0.16934029915680107, "percentage": 16.93, "elapsed_time": "4:42:49", "remaining_time": "23:07:18"} +{"current_steps": 7660, "total_steps": 45204, "loss": 0.4161, "learning_rate": 1.8616138751023372e-05, "epoch": 0.16945090679831434, "percentage": 16.95, "elapsed_time": "4:43:02", "remaining_time": "23:07:15"} +{"current_steps": 7665, "total_steps": 45204, "loss": 0.2704, "learning_rate": 1.8614374492793416e-05, "epoch": 0.1695615144398276, "percentage": 16.96, "elapsed_time": "4:43:13", "remaining_time": "23:07:05"} +{"current_steps": 7670, "total_steps": 45204, "loss": 0.4273, "learning_rate": 1.861260919438042e-05, "epoch": 0.16967212208134086, "percentage": 16.97, "elapsed_time": "4:43:25", "remaining_time": "23:06:57"} +{"current_steps": 7675, "total_steps": 45204, "loss": 0.4153, "learning_rate": 1.861084285599756e-05, "epoch": 0.16978272972285413, "percentage": 16.98, "elapsed_time": "4:43:37", "remaining_time": "23:06:53"} +{"current_steps": 7680, "total_steps": 45204, "loss": 0.3515, "learning_rate": 1.860907547785811e-05, "epoch": 0.16989333736436737, "percentage": 16.99, "elapsed_time": "4:43:50", "remaining_time": "23:06:49"} +{"current_steps": 7685, "total_steps": 45204, "loss": 0.4669, "learning_rate": 1.860730706017548e-05, "epoch": 0.17000394500588065, "percentage": 17.0, "elapsed_time": "4:44:03", "remaining_time": "23:06:49"} +{"current_steps": 7690, "total_steps": 45204, "loss": 0.4464, "learning_rate": 1.8605537603163208e-05, "epoch": 0.1701145526473939, "percentage": 17.01, "elapsed_time": "4:44:14", "remaining_time": "23:06:34"} +{"current_steps": 7695, "total_steps": 45204, "loss": 0.6358, "learning_rate": 1.860376710703496e-05, "epoch": 0.17022516028890716, "percentage": 17.02, "elapsed_time": "4:44:27", "remaining_time": "23:06:32"} +{"current_steps": 7700, "total_steps": 45204, "loss": 0.3771, "learning_rate": 1.8601995572004513e-05, "epoch": 0.1703357679304204, "percentage": 17.03, "elapsed_time": "4:44:38", "remaining_time": "23:06:24"} +{"current_steps": 7705, "total_steps": 45204, "loss": 0.3924, "learning_rate": 1.8600222998285786e-05, "epoch": 0.17044637557193368, "percentage": 17.04, "elapsed_time": "4:44:48", "remaining_time": "23:06:08"} +{"current_steps": 7710, "total_steps": 45204, "loss": 0.4432, "learning_rate": 1.8598449386092815e-05, "epoch": 0.17055698321344695, "percentage": 17.06, "elapsed_time": "4:44:58", "remaining_time": "23:05:51"} +{"current_steps": 7715, "total_steps": 45204, "loss": 0.4798, "learning_rate": 1.8596674735639766e-05, "epoch": 0.1706675908549602, "percentage": 17.07, "elapsed_time": "4:45:11", "remaining_time": "23:05:49"} +{"current_steps": 7720, "total_steps": 45204, "loss": 0.517, "learning_rate": 1.8594899047140925e-05, "epoch": 0.17077819849647347, "percentage": 17.08, "elapsed_time": "4:45:25", "remaining_time": "23:05:50"} +{"current_steps": 7725, "total_steps": 45204, "loss": 0.4957, "learning_rate": 1.8593122320810703e-05, "epoch": 0.1708888061379867, "percentage": 17.09, "elapsed_time": "4:45:39", "remaining_time": "23:05:55"} +{"current_steps": 7730, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.8591344556863644e-05, "epoch": 0.17099941377949998, "percentage": 17.1, "elapsed_time": "4:45:51", "remaining_time": "23:05:49"} +{"current_steps": 7735, "total_steps": 45204, "loss": 0.3532, "learning_rate": 1.858956575551441e-05, "epoch": 0.17111002142101325, "percentage": 17.11, "elapsed_time": "4:46:02", "remaining_time": "23:05:35"} +{"current_steps": 7740, "total_steps": 45204, "loss": 0.4188, "learning_rate": 1.858778591697779e-05, "epoch": 0.1712206290625265, "percentage": 17.12, "elapsed_time": "4:46:13", "remaining_time": "23:05:26"} +{"current_steps": 7745, "total_steps": 45204, "loss": 0.2524, "learning_rate": 1.8586005041468702e-05, "epoch": 0.17133123670403977, "percentage": 17.13, "elapsed_time": "4:46:25", "remaining_time": "23:05:18"} +{"current_steps": 7750, "total_steps": 45204, "loss": 0.4661, "learning_rate": 1.8584223129202184e-05, "epoch": 0.171441844345553, "percentage": 17.14, "elapsed_time": "4:46:39", "remaining_time": "23:05:21"} +{"current_steps": 7755, "total_steps": 45204, "loss": 0.344, "learning_rate": 1.8582440180393403e-05, "epoch": 0.17155245198706628, "percentage": 17.16, "elapsed_time": "4:46:49", "remaining_time": "23:05:03"} +{"current_steps": 7760, "total_steps": 45204, "loss": 0.3284, "learning_rate": 1.8580656195257645e-05, "epoch": 0.17166305962857953, "percentage": 17.17, "elapsed_time": "4:47:01", "remaining_time": "23:04:57"} +{"current_steps": 7765, "total_steps": 45204, "loss": 0.3339, "learning_rate": 1.8578871174010332e-05, "epoch": 0.1717736672700928, "percentage": 17.18, "elapsed_time": "4:47:13", "remaining_time": "23:04:49"} +{"current_steps": 7770, "total_steps": 45204, "loss": 0.2951, "learning_rate": 1.8577085116867e-05, "epoch": 0.17188427491160607, "percentage": 17.19, "elapsed_time": "4:47:24", "remaining_time": "23:04:41"} +{"current_steps": 7775, "total_steps": 45204, "loss": 0.4135, "learning_rate": 1.8575298024043314e-05, "epoch": 0.17199488255311932, "percentage": 17.2, "elapsed_time": "4:47:35", "remaining_time": "23:04:28"} +{"current_steps": 7780, "total_steps": 45204, "loss": 0.4406, "learning_rate": 1.857350989575507e-05, "epoch": 0.1721054901946326, "percentage": 17.21, "elapsed_time": "4:47:47", "remaining_time": "23:04:23"} +{"current_steps": 7785, "total_steps": 45204, "loss": 0.3191, "learning_rate": 1.8571720732218182e-05, "epoch": 0.17221609783614583, "percentage": 17.22, "elapsed_time": "4:47:58", "remaining_time": "23:04:11"} +{"current_steps": 7790, "total_steps": 45204, "loss": 0.4331, "learning_rate": 1.856993053364869e-05, "epoch": 0.1723267054776591, "percentage": 17.23, "elapsed_time": "4:48:12", "remaining_time": "23:04:12"} +{"current_steps": 7795, "total_steps": 45204, "loss": 0.4249, "learning_rate": 1.8568139300262754e-05, "epoch": 0.17243731311917235, "percentage": 17.24, "elapsed_time": "4:48:21", "remaining_time": "23:03:49"} +{"current_steps": 7800, "total_steps": 45204, "loss": 0.4319, "learning_rate": 1.856634703227668e-05, "epoch": 0.17254792076068562, "percentage": 17.26, "elapsed_time": "4:48:30", "remaining_time": "23:03:29"} +{"current_steps": 7805, "total_steps": 45204, "loss": 0.2361, "learning_rate": 1.8564553729906868e-05, "epoch": 0.1726585284021989, "percentage": 17.27, "elapsed_time": "4:48:39", "remaining_time": "23:03:07"} +{"current_steps": 7810, "total_steps": 45204, "loss": 0.2914, "learning_rate": 1.856275939336987e-05, "epoch": 0.17276913604371213, "percentage": 17.28, "elapsed_time": "4:48:51", "remaining_time": "23:03:00"} +{"current_steps": 7815, "total_steps": 45204, "loss": 0.3746, "learning_rate": 1.8560964022882343e-05, "epoch": 0.1728797436852254, "percentage": 17.29, "elapsed_time": "4:49:01", "remaining_time": "23:02:47"} +{"current_steps": 7820, "total_steps": 45204, "loss": 0.456, "learning_rate": 1.8559167618661084e-05, "epoch": 0.17299035132673865, "percentage": 17.3, "elapsed_time": "4:49:13", "remaining_time": "23:02:38"} +{"current_steps": 7825, "total_steps": 45204, "loss": 0.4863, "learning_rate": 1.8557370180923006e-05, "epoch": 0.17310095896825192, "percentage": 17.31, "elapsed_time": "4:49:25", "remaining_time": "23:02:33"} +{"current_steps": 7830, "total_steps": 45204, "loss": 0.5266, "learning_rate": 1.8555571709885146e-05, "epoch": 0.17321156660976517, "percentage": 17.32, "elapsed_time": "4:49:38", "remaining_time": "23:02:30"} +{"current_steps": 7835, "total_steps": 45204, "loss": 0.2651, "learning_rate": 1.8553772205764674e-05, "epoch": 0.17332217425127844, "percentage": 17.33, "elapsed_time": "4:49:49", "remaining_time": "23:02:20"} +{"current_steps": 7840, "total_steps": 45204, "loss": 0.2755, "learning_rate": 1.8551971668778877e-05, "epoch": 0.1734327818927917, "percentage": 17.34, "elapsed_time": "4:50:00", "remaining_time": "23:02:07"} +{"current_steps": 7845, "total_steps": 45204, "loss": 0.4721, "learning_rate": 1.855017009914517e-05, "epoch": 0.17354338953430495, "percentage": 17.35, "elapsed_time": "4:50:12", "remaining_time": "23:02:02"} +{"current_steps": 7850, "total_steps": 45204, "loss": 0.2534, "learning_rate": 1.854836749708109e-05, "epoch": 0.17365399717581823, "percentage": 17.37, "elapsed_time": "4:50:22", "remaining_time": "23:01:46"} +{"current_steps": 7855, "total_steps": 45204, "loss": 0.3772, "learning_rate": 1.8546563862804303e-05, "epoch": 0.17376460481733147, "percentage": 17.38, "elapsed_time": "4:50:34", "remaining_time": "23:01:36"} +{"current_steps": 7860, "total_steps": 45204, "loss": 0.3738, "learning_rate": 1.8544759196532596e-05, "epoch": 0.17387521245884474, "percentage": 17.39, "elapsed_time": "4:50:45", "remaining_time": "23:01:26"} +{"current_steps": 7865, "total_steps": 45204, "loss": 0.3699, "learning_rate": 1.8542953498483883e-05, "epoch": 0.173985820100358, "percentage": 17.4, "elapsed_time": "4:50:54", "remaining_time": "23:01:07"} +{"current_steps": 7870, "total_steps": 45204, "loss": 0.4078, "learning_rate": 1.8541146768876198e-05, "epoch": 0.17409642774187126, "percentage": 17.41, "elapsed_time": "4:51:05", "remaining_time": "23:00:52"} +{"current_steps": 7875, "total_steps": 45204, "loss": 0.3256, "learning_rate": 1.8539339007927707e-05, "epoch": 0.17420703538338453, "percentage": 17.42, "elapsed_time": "4:51:17", "remaining_time": "23:00:44"} +{"current_steps": 7880, "total_steps": 45204, "loss": 0.3185, "learning_rate": 1.8537530215856696e-05, "epoch": 0.17431764302489777, "percentage": 17.43, "elapsed_time": "4:51:29", "remaining_time": "23:00:41"} +{"current_steps": 7885, "total_steps": 45204, "loss": 0.2727, "learning_rate": 1.8535720392881576e-05, "epoch": 0.17442825066641104, "percentage": 17.44, "elapsed_time": "4:51:39", "remaining_time": "23:00:24"} +{"current_steps": 7890, "total_steps": 45204, "loss": 0.4141, "learning_rate": 1.8533909539220876e-05, "epoch": 0.1745388583079243, "percentage": 17.45, "elapsed_time": "4:51:51", "remaining_time": "23:00:14"} +{"current_steps": 7895, "total_steps": 45204, "loss": 0.4885, "learning_rate": 1.853209765509327e-05, "epoch": 0.17464946594943756, "percentage": 17.47, "elapsed_time": "4:52:03", "remaining_time": "23:00:12"} +{"current_steps": 7900, "total_steps": 45204, "loss": 0.3329, "learning_rate": 1.8530284740717533e-05, "epoch": 0.17476007359095083, "percentage": 17.48, "elapsed_time": "4:52:14", "remaining_time": "23:00:00"} +{"current_steps": 7905, "total_steps": 45204, "loss": 0.3911, "learning_rate": 1.852847079631257e-05, "epoch": 0.17487068123246408, "percentage": 17.49, "elapsed_time": "4:52:24", "remaining_time": "22:59:43"} +{"current_steps": 7910, "total_steps": 45204, "loss": 0.3293, "learning_rate": 1.8526655822097422e-05, "epoch": 0.17498128887397735, "percentage": 17.5, "elapsed_time": "4:52:34", "remaining_time": "22:59:24"} +{"current_steps": 7915, "total_steps": 45204, "loss": 0.363, "learning_rate": 1.852483981829125e-05, "epoch": 0.1750918965154906, "percentage": 17.51, "elapsed_time": "4:52:45", "remaining_time": "22:59:12"} +{"current_steps": 7920, "total_steps": 45204, "loss": 0.3614, "learning_rate": 1.852302278511332e-05, "epoch": 0.17520250415700386, "percentage": 17.52, "elapsed_time": "4:52:55", "remaining_time": "22:58:59"} +{"current_steps": 7925, "total_steps": 45204, "loss": 0.4788, "learning_rate": 1.8521204722783052e-05, "epoch": 0.1753131117985171, "percentage": 17.53, "elapsed_time": "4:53:08", "remaining_time": "22:58:53"} +{"current_steps": 7930, "total_steps": 45204, "loss": 0.387, "learning_rate": 1.8519385631519973e-05, "epoch": 0.17542371944003038, "percentage": 17.54, "elapsed_time": "4:53:19", "remaining_time": "22:58:44"} +{"current_steps": 7935, "total_steps": 45204, "loss": 0.5483, "learning_rate": 1.8517565511543737e-05, "epoch": 0.17553432708154365, "percentage": 17.55, "elapsed_time": "4:53:31", "remaining_time": "22:58:38"} +{"current_steps": 7940, "total_steps": 45204, "loss": 0.4488, "learning_rate": 1.8515744363074124e-05, "epoch": 0.1756449347230569, "percentage": 17.56, "elapsed_time": "4:53:44", "remaining_time": "22:58:35"} +{"current_steps": 7945, "total_steps": 45204, "loss": 0.4471, "learning_rate": 1.8513922186331035e-05, "epoch": 0.17575554236457017, "percentage": 17.58, "elapsed_time": "4:53:57", "remaining_time": "22:58:33"} +{"current_steps": 7950, "total_steps": 45204, "loss": 0.2998, "learning_rate": 1.85120989815345e-05, "epoch": 0.1758661500060834, "percentage": 17.59, "elapsed_time": "4:54:07", "remaining_time": "22:58:16"} +{"current_steps": 7955, "total_steps": 45204, "loss": 0.3001, "learning_rate": 1.851027474890467e-05, "epoch": 0.17597675764759668, "percentage": 17.6, "elapsed_time": "4:54:18", "remaining_time": "22:58:03"} +{"current_steps": 7960, "total_steps": 45204, "loss": 0.5041, "learning_rate": 1.8508449488661816e-05, "epoch": 0.17608736528910995, "percentage": 17.61, "elapsed_time": "4:54:31", "remaining_time": "22:58:02"} +{"current_steps": 7965, "total_steps": 45204, "loss": 0.4442, "learning_rate": 1.8506623201026342e-05, "epoch": 0.1761979729306232, "percentage": 17.62, "elapsed_time": "4:54:42", "remaining_time": "22:57:51"} +{"current_steps": 7970, "total_steps": 45204, "loss": 0.4262, "learning_rate": 1.8504795886218774e-05, "epoch": 0.17630858057213647, "percentage": 17.63, "elapsed_time": "4:54:54", "remaining_time": "22:57:43"} +{"current_steps": 7975, "total_steps": 45204, "loss": 0.2889, "learning_rate": 1.8502967544459753e-05, "epoch": 0.1764191882136497, "percentage": 17.64, "elapsed_time": "4:55:02", "remaining_time": "22:57:21"} +{"current_steps": 7980, "total_steps": 45204, "loss": 0.3555, "learning_rate": 1.8501138175970057e-05, "epoch": 0.17652979585516299, "percentage": 17.65, "elapsed_time": "4:55:14", "remaining_time": "22:57:12"} +{"current_steps": 7985, "total_steps": 45204, "loss": 0.4079, "learning_rate": 1.8499307780970578e-05, "epoch": 0.17664040349667623, "percentage": 17.66, "elapsed_time": "4:55:26", "remaining_time": "22:57:07"} +{"current_steps": 7990, "total_steps": 45204, "loss": 0.5284, "learning_rate": 1.849747635968233e-05, "epoch": 0.1767510111381895, "percentage": 17.68, "elapsed_time": "4:55:38", "remaining_time": "22:57:00"} +{"current_steps": 7995, "total_steps": 45204, "loss": 0.3245, "learning_rate": 1.8495643912326472e-05, "epoch": 0.17686161877970277, "percentage": 17.69, "elapsed_time": "4:55:50", "remaining_time": "22:56:50"} +{"current_steps": 8000, "total_steps": 45204, "loss": 0.4661, "learning_rate": 1.8493810439124258e-05, "epoch": 0.17697222642121602, "percentage": 17.7, "elapsed_time": "4:56:01", "remaining_time": "22:56:38"} +{"current_steps": 8005, "total_steps": 45204, "loss": 0.4977, "learning_rate": 1.8491975940297085e-05, "epoch": 0.1770828340627293, "percentage": 17.71, "elapsed_time": "4:56:13", "remaining_time": "22:56:31"} +{"current_steps": 8010, "total_steps": 45204, "loss": 0.3354, "learning_rate": 1.8490140416066467e-05, "epoch": 0.17719344170424253, "percentage": 17.72, "elapsed_time": "4:56:22", "remaining_time": "22:56:12"} +{"current_steps": 8015, "total_steps": 45204, "loss": 0.2377, "learning_rate": 1.8488303866654044e-05, "epoch": 0.1773040493457558, "percentage": 17.73, "elapsed_time": "4:56:33", "remaining_time": "22:56:00"} +{"current_steps": 8020, "total_steps": 45204, "loss": 0.4888, "learning_rate": 1.8486466292281573e-05, "epoch": 0.17741465698726905, "percentage": 17.74, "elapsed_time": "4:56:45", "remaining_time": "22:55:54"} +{"current_steps": 8025, "total_steps": 45204, "loss": 0.2872, "learning_rate": 1.8484627693170947e-05, "epoch": 0.17752526462878232, "percentage": 17.75, "elapsed_time": "4:56:54", "remaining_time": "22:55:32"} +{"current_steps": 8030, "total_steps": 45204, "loss": 0.2829, "learning_rate": 1.8482788069544176e-05, "epoch": 0.1776358722702956, "percentage": 17.76, "elapsed_time": "4:57:06", "remaining_time": "22:55:26"} +{"current_steps": 8035, "total_steps": 45204, "loss": 0.2892, "learning_rate": 1.8480947421623392e-05, "epoch": 0.17774647991180884, "percentage": 17.77, "elapsed_time": "4:57:17", "remaining_time": "22:55:15"} +{"current_steps": 8040, "total_steps": 45204, "loss": 0.3461, "learning_rate": 1.8479105749630854e-05, "epoch": 0.1778570875533221, "percentage": 17.79, "elapsed_time": "4:57:28", "remaining_time": "22:55:00"} +{"current_steps": 8045, "total_steps": 45204, "loss": 0.3669, "learning_rate": 1.8477263053788942e-05, "epoch": 0.17796769519483535, "percentage": 17.8, "elapsed_time": "4:57:40", "remaining_time": "22:54:55"} +{"current_steps": 8050, "total_steps": 45204, "loss": 0.3824, "learning_rate": 1.847541933432016e-05, "epoch": 0.17807830283634862, "percentage": 17.81, "elapsed_time": "4:57:49", "remaining_time": "22:54:34"} +{"current_steps": 8055, "total_steps": 45204, "loss": 0.4861, "learning_rate": 1.8473574591447136e-05, "epoch": 0.17818891047786187, "percentage": 17.82, "elapsed_time": "4:58:01", "remaining_time": "22:54:26"} +{"current_steps": 8060, "total_steps": 45204, "loss": 0.283, "learning_rate": 1.847172882539263e-05, "epoch": 0.17829951811937514, "percentage": 17.83, "elapsed_time": "4:58:10", "remaining_time": "22:54:05"} +{"current_steps": 8065, "total_steps": 45204, "loss": 0.3508, "learning_rate": 1.8469882036379508e-05, "epoch": 0.1784101257608884, "percentage": 17.84, "elapsed_time": "4:58:19", "remaining_time": "22:53:46"} +{"current_steps": 8070, "total_steps": 45204, "loss": 0.37, "learning_rate": 1.8468034224630772e-05, "epoch": 0.17852073340240165, "percentage": 17.85, "elapsed_time": "4:58:28", "remaining_time": "22:53:24"} +{"current_steps": 8075, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.8466185390369545e-05, "epoch": 0.17863134104391493, "percentage": 17.86, "elapsed_time": "4:58:38", "remaining_time": "22:53:11"} +{"current_steps": 8080, "total_steps": 45204, "loss": 0.2663, "learning_rate": 1.8464335533819077e-05, "epoch": 0.17874194868542817, "percentage": 17.87, "elapsed_time": "4:58:49", "remaining_time": "22:52:56"} +{"current_steps": 8085, "total_steps": 45204, "loss": 0.4384, "learning_rate": 1.8462484655202734e-05, "epoch": 0.17885255632694144, "percentage": 17.89, "elapsed_time": "4:58:59", "remaining_time": "22:52:44"} +{"current_steps": 8090, "total_steps": 45204, "loss": 0.3251, "learning_rate": 1.8460632754744007e-05, "epoch": 0.1789631639684547, "percentage": 17.9, "elapsed_time": "4:59:11", "remaining_time": "22:52:32"} +{"current_steps": 8095, "total_steps": 45204, "loss": 0.2745, "learning_rate": 1.8458779832666516e-05, "epoch": 0.17907377160996796, "percentage": 17.91, "elapsed_time": "4:59:20", "remaining_time": "22:52:14"} +{"current_steps": 8100, "total_steps": 45204, "loss": 0.5633, "learning_rate": 1.8456925889194003e-05, "epoch": 0.17918437925148123, "percentage": 17.92, "elapsed_time": "4:59:32", "remaining_time": "22:52:06"} +{"current_steps": 8105, "total_steps": 45204, "loss": 0.5346, "learning_rate": 1.8455070924550323e-05, "epoch": 0.17929498689299447, "percentage": 17.93, "elapsed_time": "4:59:46", "remaining_time": "22:52:11"} +{"current_steps": 8110, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.8453214938959468e-05, "epoch": 0.17940559453450775, "percentage": 17.94, "elapsed_time": "4:59:56", "remaining_time": "22:51:51"} +{"current_steps": 8115, "total_steps": 45204, "loss": 0.458, "learning_rate": 1.8451357932645545e-05, "epoch": 0.179516202176021, "percentage": 17.95, "elapsed_time": "5:00:06", "remaining_time": "22:51:37"} +{"current_steps": 8120, "total_steps": 45204, "loss": 0.431, "learning_rate": 1.8449499905832793e-05, "epoch": 0.17962680981753426, "percentage": 17.96, "elapsed_time": "5:00:17", "remaining_time": "22:51:24"} +{"current_steps": 8125, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.8447640858745562e-05, "epoch": 0.17973741745904753, "percentage": 17.97, "elapsed_time": "5:00:27", "remaining_time": "22:51:08"} +{"current_steps": 8130, "total_steps": 45204, "loss": 0.4665, "learning_rate": 1.844578079160833e-05, "epoch": 0.17984802510056078, "percentage": 17.99, "elapsed_time": "5:00:39", "remaining_time": "22:51:04"} +{"current_steps": 8135, "total_steps": 45204, "loss": 0.3916, "learning_rate": 1.8443919704645706e-05, "epoch": 0.17995863274207405, "percentage": 18.0, "elapsed_time": "5:00:49", "remaining_time": "22:50:47"} +{"current_steps": 8140, "total_steps": 45204, "loss": 0.4054, "learning_rate": 1.8442057598082412e-05, "epoch": 0.1800692403835873, "percentage": 18.01, "elapsed_time": "5:01:01", "remaining_time": "22:50:39"} +{"current_steps": 8145, "total_steps": 45204, "loss": 0.4883, "learning_rate": 1.8440194472143297e-05, "epoch": 0.18017984802510056, "percentage": 18.02, "elapsed_time": "5:01:13", "remaining_time": "22:50:31"} +{"current_steps": 8150, "total_steps": 45204, "loss": 0.3087, "learning_rate": 1.8438330327053334e-05, "epoch": 0.1802904556666138, "percentage": 18.03, "elapsed_time": "5:01:23", "remaining_time": "22:50:14"} +{"current_steps": 8155, "total_steps": 45204, "loss": 0.3471, "learning_rate": 1.8436465163037613e-05, "epoch": 0.18040106330812708, "percentage": 18.04, "elapsed_time": "5:01:32", "remaining_time": "22:49:55"} +{"current_steps": 8160, "total_steps": 45204, "loss": 0.4227, "learning_rate": 1.843459898032136e-05, "epoch": 0.18051167094964035, "percentage": 18.05, "elapsed_time": "5:01:46", "remaining_time": "22:49:57"} +{"current_steps": 8165, "total_steps": 45204, "loss": 0.4004, "learning_rate": 1.843273177912991e-05, "epoch": 0.1806222785911536, "percentage": 18.06, "elapsed_time": "5:01:56", "remaining_time": "22:49:43"} +{"current_steps": 8170, "total_steps": 45204, "loss": 0.4318, "learning_rate": 1.843086355968873e-05, "epoch": 0.18073288623266687, "percentage": 18.07, "elapsed_time": "5:02:08", "remaining_time": "22:49:36"} +{"current_steps": 8175, "total_steps": 45204, "loss": 0.4506, "learning_rate": 1.8428994322223405e-05, "epoch": 0.1808434938741801, "percentage": 18.08, "elapsed_time": "5:02:18", "remaining_time": "22:49:19"} +{"current_steps": 8180, "total_steps": 45204, "loss": 0.3365, "learning_rate": 1.8427124066959646e-05, "epoch": 0.18095410151569338, "percentage": 18.1, "elapsed_time": "5:02:29", "remaining_time": "22:49:09"} +{"current_steps": 8185, "total_steps": 45204, "loss": 0.4969, "learning_rate": 1.8425252794123288e-05, "epoch": 0.18106470915720665, "percentage": 18.11, "elapsed_time": "5:02:41", "remaining_time": "22:48:59"} +{"current_steps": 8190, "total_steps": 45204, "loss": 0.2764, "learning_rate": 1.842338050394028e-05, "epoch": 0.1811753167987199, "percentage": 18.12, "elapsed_time": "5:02:52", "remaining_time": "22:48:48"} +{"current_steps": 8195, "total_steps": 45204, "loss": 0.3546, "learning_rate": 1.8421507196636705e-05, "epoch": 0.18128592444023317, "percentage": 18.13, "elapsed_time": "5:03:05", "remaining_time": "22:48:45"} +{"current_steps": 8200, "total_steps": 45204, "loss": 0.5466, "learning_rate": 1.8419632872438765e-05, "epoch": 0.18139653208174641, "percentage": 18.14, "elapsed_time": "5:03:16", "remaining_time": "22:48:33"} +{"current_steps": 8205, "total_steps": 45204, "loss": 0.5753, "learning_rate": 1.8417757531572783e-05, "epoch": 0.1815071397232597, "percentage": 18.15, "elapsed_time": "5:03:28", "remaining_time": "22:48:26"} +{"current_steps": 8210, "total_steps": 45204, "loss": 0.3634, "learning_rate": 1.8415881174265203e-05, "epoch": 0.18161774736477293, "percentage": 18.16, "elapsed_time": "5:03:40", "remaining_time": "22:48:20"} +{"current_steps": 8215, "total_steps": 45204, "loss": 0.3846, "learning_rate": 1.84140038007426e-05, "epoch": 0.1817283550062862, "percentage": 18.17, "elapsed_time": "5:03:53", "remaining_time": "22:48:17"} +{"current_steps": 8220, "total_steps": 45204, "loss": 0.4145, "learning_rate": 1.841212541123166e-05, "epoch": 0.18183896264779947, "percentage": 18.18, "elapsed_time": "5:04:05", "remaining_time": "22:48:13"} +{"current_steps": 8225, "total_steps": 45204, "loss": 0.4046, "learning_rate": 1.8410246005959207e-05, "epoch": 0.18194957028931272, "percentage": 18.2, "elapsed_time": "5:04:18", "remaining_time": "22:48:09"} +{"current_steps": 8230, "total_steps": 45204, "loss": 0.3617, "learning_rate": 1.840836558515217e-05, "epoch": 0.182060177930826, "percentage": 18.21, "elapsed_time": "5:04:30", "remaining_time": "22:48:03"} +{"current_steps": 8235, "total_steps": 45204, "loss": 0.4832, "learning_rate": 1.8406484149037612e-05, "epoch": 0.18217078557233923, "percentage": 18.22, "elapsed_time": "5:04:44", "remaining_time": "22:48:01"} +{"current_steps": 8240, "total_steps": 45204, "loss": 0.3579, "learning_rate": 1.8404601697842716e-05, "epoch": 0.1822813932138525, "percentage": 18.23, "elapsed_time": "5:04:54", "remaining_time": "22:47:48"} +{"current_steps": 8245, "total_steps": 45204, "loss": 0.343, "learning_rate": 1.8402718231794786e-05, "epoch": 0.18239200085536575, "percentage": 18.24, "elapsed_time": "5:05:06", "remaining_time": "22:47:41"} +{"current_steps": 8250, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.840083375112125e-05, "epoch": 0.18250260849687902, "percentage": 18.25, "elapsed_time": "5:05:18", "remaining_time": "22:47:31"} +{"current_steps": 8255, "total_steps": 45204, "loss": 0.3349, "learning_rate": 1.8398948256049663e-05, "epoch": 0.1826132161383923, "percentage": 18.26, "elapsed_time": "5:05:26", "remaining_time": "22:47:08"} +{"current_steps": 8260, "total_steps": 45204, "loss": 0.367, "learning_rate": 1.8397061746807696e-05, "epoch": 0.18272382377990554, "percentage": 18.27, "elapsed_time": "5:05:35", "remaining_time": "22:46:49"} +{"current_steps": 8265, "total_steps": 45204, "loss": 0.6111, "learning_rate": 1.839517422362314e-05, "epoch": 0.1828344314214188, "percentage": 18.28, "elapsed_time": "5:05:48", "remaining_time": "22:46:46"} +{"current_steps": 8270, "total_steps": 45204, "loss": 0.5307, "learning_rate": 1.839328568672392e-05, "epoch": 0.18294503906293205, "percentage": 18.29, "elapsed_time": "5:05:58", "remaining_time": "22:46:29"} +{"current_steps": 8275, "total_steps": 45204, "loss": 0.4295, "learning_rate": 1.8391396136338068e-05, "epoch": 0.18305564670444532, "percentage": 18.31, "elapsed_time": "5:06:09", "remaining_time": "22:46:18"} +{"current_steps": 8280, "total_steps": 45204, "loss": 0.3143, "learning_rate": 1.8389505572693752e-05, "epoch": 0.18316625434595857, "percentage": 18.32, "elapsed_time": "5:06:20", "remaining_time": "22:46:07"} +{"current_steps": 8285, "total_steps": 45204, "loss": 0.4132, "learning_rate": 1.838761399601926e-05, "epoch": 0.18327686198747184, "percentage": 18.33, "elapsed_time": "5:06:33", "remaining_time": "22:46:02"} +{"current_steps": 8290, "total_steps": 45204, "loss": 0.3065, "learning_rate": 1.8385721406542987e-05, "epoch": 0.1833874696289851, "percentage": 18.34, "elapsed_time": "5:06:43", "remaining_time": "22:45:49"} +{"current_steps": 8295, "total_steps": 45204, "loss": 0.3657, "learning_rate": 1.8383827804493478e-05, "epoch": 0.18349807727049836, "percentage": 18.35, "elapsed_time": "5:06:54", "remaining_time": "22:45:38"} +{"current_steps": 8300, "total_steps": 45204, "loss": 0.4048, "learning_rate": 1.8381933190099372e-05, "epoch": 0.18360868491201163, "percentage": 18.36, "elapsed_time": "5:07:07", "remaining_time": "22:45:32"} +{"current_steps": 8305, "total_steps": 45204, "loss": 0.441, "learning_rate": 1.8380037563589453e-05, "epoch": 0.18371929255352487, "percentage": 18.37, "elapsed_time": "5:07:21", "remaining_time": "22:45:34"} +{"current_steps": 8310, "total_steps": 45204, "loss": 0.3645, "learning_rate": 1.837814092519261e-05, "epoch": 0.18382990019503814, "percentage": 18.38, "elapsed_time": "5:07:32", "remaining_time": "22:45:24"} +{"current_steps": 8315, "total_steps": 45204, "loss": 0.3921, "learning_rate": 1.8376243275137866e-05, "epoch": 0.18394050783655141, "percentage": 18.39, "elapsed_time": "5:07:43", "remaining_time": "22:45:10"} +{"current_steps": 8320, "total_steps": 45204, "loss": 0.3626, "learning_rate": 1.837434461365436e-05, "epoch": 0.18405111547806466, "percentage": 18.41, "elapsed_time": "5:07:53", "remaining_time": "22:44:55"} +{"current_steps": 8325, "total_steps": 45204, "loss": 0.4712, "learning_rate": 1.8372444940971355e-05, "epoch": 0.18416172311957793, "percentage": 18.42, "elapsed_time": "5:08:05", "remaining_time": "22:44:48"} +{"current_steps": 8330, "total_steps": 45204, "loss": 0.2059, "learning_rate": 1.8370544257318235e-05, "epoch": 0.18427233076109117, "percentage": 18.43, "elapsed_time": "5:08:14", "remaining_time": "22:44:29"} +{"current_steps": 8335, "total_steps": 45204, "loss": 0.4255, "learning_rate": 1.8368642562924507e-05, "epoch": 0.18438293840260445, "percentage": 18.44, "elapsed_time": "5:08:26", "remaining_time": "22:44:21"} +{"current_steps": 8340, "total_steps": 45204, "loss": 0.3797, "learning_rate": 1.8366739858019803e-05, "epoch": 0.1844935460441177, "percentage": 18.45, "elapsed_time": "5:08:37", "remaining_time": "22:44:08"} +{"current_steps": 8345, "total_steps": 45204, "loss": 0.4529, "learning_rate": 1.836483614283387e-05, "epoch": 0.18460415368563096, "percentage": 18.46, "elapsed_time": "5:08:48", "remaining_time": "22:43:57"} +{"current_steps": 8350, "total_steps": 45204, "loss": 0.2725, "learning_rate": 1.8362931417596582e-05, "epoch": 0.18471476132714423, "percentage": 18.47, "elapsed_time": "5:08:58", "remaining_time": "22:43:42"} +{"current_steps": 8355, "total_steps": 45204, "loss": 0.2585, "learning_rate": 1.8361025682537937e-05, "epoch": 0.18482536896865748, "percentage": 18.48, "elapsed_time": "5:09:09", "remaining_time": "22:43:29"} +{"current_steps": 8360, "total_steps": 45204, "loss": 0.3177, "learning_rate": 1.835911893788805e-05, "epoch": 0.18493597661017075, "percentage": 18.49, "elapsed_time": "5:09:18", "remaining_time": "22:43:10"} +{"current_steps": 8365, "total_steps": 45204, "loss": 0.3715, "learning_rate": 1.8357211183877156e-05, "epoch": 0.185046584251684, "percentage": 18.5, "elapsed_time": "5:09:29", "remaining_time": "22:42:59"} +{"current_steps": 8370, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.8355302420735623e-05, "epoch": 0.18515719189319726, "percentage": 18.52, "elapsed_time": "5:09:42", "remaining_time": "22:42:55"} +{"current_steps": 8375, "total_steps": 45204, "loss": 0.3263, "learning_rate": 1.835339264869393e-05, "epoch": 0.1852677995347105, "percentage": 18.53, "elapsed_time": "5:09:50", "remaining_time": "22:42:32"} +{"current_steps": 8380, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.8351481867982678e-05, "epoch": 0.18537840717622378, "percentage": 18.54, "elapsed_time": "5:10:00", "remaining_time": "22:42:16"} +{"current_steps": 8385, "total_steps": 45204, "loss": 0.3223, "learning_rate": 1.8349570078832597e-05, "epoch": 0.18548901481773705, "percentage": 18.55, "elapsed_time": "5:10:11", "remaining_time": "22:42:04"} +{"current_steps": 8390, "total_steps": 45204, "loss": 0.4184, "learning_rate": 1.8347657281474537e-05, "epoch": 0.1855996224592503, "percentage": 18.56, "elapsed_time": "5:10:21", "remaining_time": "22:41:49"} +{"current_steps": 8395, "total_steps": 45204, "loss": 0.4434, "learning_rate": 1.834574347613946e-05, "epoch": 0.18571023010076357, "percentage": 18.57, "elapsed_time": "5:10:34", "remaining_time": "22:41:43"} +{"current_steps": 8400, "total_steps": 45204, "loss": 0.4775, "learning_rate": 1.8343828663058464e-05, "epoch": 0.1858208377422768, "percentage": 18.58, "elapsed_time": "5:10:45", "remaining_time": "22:41:32"} +{"current_steps": 8405, "total_steps": 45204, "loss": 0.4106, "learning_rate": 1.8341912842462765e-05, "epoch": 0.18593144538379008, "percentage": 18.59, "elapsed_time": "5:10:56", "remaining_time": "22:41:20"} +{"current_steps": 8410, "total_steps": 45204, "loss": 0.2668, "learning_rate": 1.833999601458369e-05, "epoch": 0.18604205302530333, "percentage": 18.6, "elapsed_time": "5:11:05", "remaining_time": "22:41:02"} +{"current_steps": 8415, "total_steps": 45204, "loss": 0.349, "learning_rate": 1.8338078179652696e-05, "epoch": 0.1861526606668166, "percentage": 18.62, "elapsed_time": "5:11:14", "remaining_time": "22:40:43"} +{"current_steps": 8420, "total_steps": 45204, "loss": 0.2925, "learning_rate": 1.833615933790137e-05, "epoch": 0.18626326830832987, "percentage": 18.63, "elapsed_time": "5:11:23", "remaining_time": "22:40:23"} +{"current_steps": 8425, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.83342394895614e-05, "epoch": 0.18637387594984312, "percentage": 18.64, "elapsed_time": "5:11:34", "remaining_time": "22:40:08"} +{"current_steps": 8430, "total_steps": 45204, "loss": 0.3111, "learning_rate": 1.833231863486461e-05, "epoch": 0.1864844835913564, "percentage": 18.65, "elapsed_time": "5:11:43", "remaining_time": "22:39:49"} +{"current_steps": 8435, "total_steps": 45204, "loss": 0.4457, "learning_rate": 1.8330396774042948e-05, "epoch": 0.18659509123286963, "percentage": 18.66, "elapsed_time": "5:11:55", "remaining_time": "22:39:42"} +{"current_steps": 8440, "total_steps": 45204, "loss": 0.4951, "learning_rate": 1.832847390732847e-05, "epoch": 0.1867056988743829, "percentage": 18.67, "elapsed_time": "5:12:09", "remaining_time": "22:39:43"} +{"current_steps": 8445, "total_steps": 45204, "loss": 0.4321, "learning_rate": 1.8326550034953375e-05, "epoch": 0.18681630651589617, "percentage": 18.68, "elapsed_time": "5:12:19", "remaining_time": "22:39:30"} +{"current_steps": 8450, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.8324625157149957e-05, "epoch": 0.18692691415740942, "percentage": 18.69, "elapsed_time": "5:12:30", "remaining_time": "22:39:17"} +{"current_steps": 8455, "total_steps": 45204, "loss": 0.2044, "learning_rate": 1.8322699274150647e-05, "epoch": 0.1870375217989227, "percentage": 18.7, "elapsed_time": "5:12:41", "remaining_time": "22:39:04"} +{"current_steps": 8460, "total_steps": 45204, "loss": 0.3823, "learning_rate": 1.8320772386188e-05, "epoch": 0.18714812944043593, "percentage": 18.72, "elapsed_time": "5:12:52", "remaining_time": "22:38:54"} +{"current_steps": 8465, "total_steps": 45204, "loss": 0.3599, "learning_rate": 1.8318844493494682e-05, "epoch": 0.1872587370819492, "percentage": 18.73, "elapsed_time": "5:13:04", "remaining_time": "22:38:47"} +{"current_steps": 8470, "total_steps": 45204, "loss": 0.3885, "learning_rate": 1.8316915596303485e-05, "epoch": 0.18736934472346245, "percentage": 18.74, "elapsed_time": "5:13:13", "remaining_time": "22:38:25"} +{"current_steps": 8475, "total_steps": 45204, "loss": 0.4109, "learning_rate": 1.8314985694847326e-05, "epoch": 0.18747995236497572, "percentage": 18.75, "elapsed_time": "5:13:26", "remaining_time": "22:38:22"} +{"current_steps": 8480, "total_steps": 45204, "loss": 0.4946, "learning_rate": 1.8313054789359243e-05, "epoch": 0.187590560006489, "percentage": 18.76, "elapsed_time": "5:13:40", "remaining_time": "22:38:26"} +{"current_steps": 8485, "total_steps": 45204, "loss": 0.4991, "learning_rate": 1.8311122880072384e-05, "epoch": 0.18770116764800224, "percentage": 18.77, "elapsed_time": "5:13:55", "remaining_time": "22:38:30"} +{"current_steps": 8490, "total_steps": 45204, "loss": 0.4968, "learning_rate": 1.830918996722003e-05, "epoch": 0.1878117752895155, "percentage": 18.78, "elapsed_time": "5:14:06", "remaining_time": "22:38:19"} +{"current_steps": 8495, "total_steps": 45204, "loss": 0.4295, "learning_rate": 1.830725605103558e-05, "epoch": 0.18792238293102875, "percentage": 18.79, "elapsed_time": "5:14:17", "remaining_time": "22:38:06"} +{"current_steps": 8500, "total_steps": 45204, "loss": 0.366, "learning_rate": 1.830532113175256e-05, "epoch": 0.18803299057254202, "percentage": 18.8, "elapsed_time": "5:14:27", "remaining_time": "22:37:52"} +{"current_steps": 8505, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.8303385209604595e-05, "epoch": 0.18814359821405527, "percentage": 18.81, "elapsed_time": "5:14:39", "remaining_time": "22:37:44"} +{"current_steps": 8510, "total_steps": 45204, "loss": 0.2878, "learning_rate": 1.8301448284825462e-05, "epoch": 0.18825420585556854, "percentage": 18.83, "elapsed_time": "5:14:50", "remaining_time": "22:37:34"} +{"current_steps": 8515, "total_steps": 45204, "loss": 0.2376, "learning_rate": 1.829951035764904e-05, "epoch": 0.1883648134970818, "percentage": 18.84, "elapsed_time": "5:14:58", "remaining_time": "22:37:08"} +{"current_steps": 8520, "total_steps": 45204, "loss": 0.3576, "learning_rate": 1.8297571428309328e-05, "epoch": 0.18847542113859506, "percentage": 18.85, "elapsed_time": "5:15:08", "remaining_time": "22:36:54"} +{"current_steps": 8525, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.829563149704046e-05, "epoch": 0.18858602878010833, "percentage": 18.86, "elapsed_time": "5:15:18", "remaining_time": "22:36:35"} +{"current_steps": 8530, "total_steps": 45204, "loss": 0.4511, "learning_rate": 1.8293690564076675e-05, "epoch": 0.18869663642162157, "percentage": 18.87, "elapsed_time": "5:15:28", "remaining_time": "22:36:21"} +{"current_steps": 8535, "total_steps": 45204, "loss": 0.4161, "learning_rate": 1.829174862965234e-05, "epoch": 0.18880724406313484, "percentage": 18.88, "elapsed_time": "5:15:39", "remaining_time": "22:36:07"} +{"current_steps": 8540, "total_steps": 45204, "loss": 0.4734, "learning_rate": 1.8289805694001947e-05, "epoch": 0.18891785170464812, "percentage": 18.89, "elapsed_time": "5:15:49", "remaining_time": "22:35:54"} +{"current_steps": 8545, "total_steps": 45204, "loss": 0.4284, "learning_rate": 1.8287861757360105e-05, "epoch": 0.18902845934616136, "percentage": 18.9, "elapsed_time": "5:16:04", "remaining_time": "22:35:58"} +{"current_steps": 8550, "total_steps": 45204, "loss": 0.321, "learning_rate": 1.828591681996154e-05, "epoch": 0.18913906698767463, "percentage": 18.91, "elapsed_time": "5:16:13", "remaining_time": "22:35:41"} +{"current_steps": 8555, "total_steps": 45204, "loss": 0.5297, "learning_rate": 1.8283970882041105e-05, "epoch": 0.18924967462918788, "percentage": 18.93, "elapsed_time": "5:16:24", "remaining_time": "22:35:29"} +{"current_steps": 8560, "total_steps": 45204, "loss": 0.3829, "learning_rate": 1.8282023943833768e-05, "epoch": 0.18936028227070115, "percentage": 18.94, "elapsed_time": "5:16:35", "remaining_time": "22:35:16"} +{"current_steps": 8565, "total_steps": 45204, "loss": 0.5255, "learning_rate": 1.8280076005574628e-05, "epoch": 0.1894708899122144, "percentage": 18.95, "elapsed_time": "5:16:47", "remaining_time": "22:35:08"} +{"current_steps": 8570, "total_steps": 45204, "loss": 0.4682, "learning_rate": 1.827812706749889e-05, "epoch": 0.18958149755372766, "percentage": 18.96, "elapsed_time": "5:17:01", "remaining_time": "22:35:11"} +{"current_steps": 8575, "total_steps": 45204, "loss": 0.4908, "learning_rate": 1.8276177129841894e-05, "epoch": 0.18969210519524093, "percentage": 18.97, "elapsed_time": "5:17:13", "remaining_time": "22:35:05"} +{"current_steps": 8580, "total_steps": 45204, "loss": 0.4972, "learning_rate": 1.827422619283909e-05, "epoch": 0.18980271283675418, "percentage": 18.98, "elapsed_time": "5:17:26", "remaining_time": "22:34:59"} +{"current_steps": 8585, "total_steps": 45204, "loss": 0.5211, "learning_rate": 1.827227425672606e-05, "epoch": 0.18991332047826745, "percentage": 18.99, "elapsed_time": "5:17:38", "remaining_time": "22:34:53"} +{"current_steps": 8590, "total_steps": 45204, "loss": 0.4368, "learning_rate": 1.827032132173849e-05, "epoch": 0.1900239281197807, "percentage": 19.0, "elapsed_time": "5:17:50", "remaining_time": "22:34:44"} +{"current_steps": 8595, "total_steps": 45204, "loss": 0.3668, "learning_rate": 1.82683673881122e-05, "epoch": 0.19013453576129397, "percentage": 19.01, "elapsed_time": "5:18:00", "remaining_time": "22:34:29"} +{"current_steps": 8600, "total_steps": 45204, "loss": 0.488, "learning_rate": 1.826641245608313e-05, "epoch": 0.1902451434028072, "percentage": 19.02, "elapsed_time": "5:18:11", "remaining_time": "22:34:18"} +{"current_steps": 8605, "total_steps": 45204, "loss": 0.596, "learning_rate": 1.8264456525887335e-05, "epoch": 0.19035575104432048, "percentage": 19.04, "elapsed_time": "5:18:23", "remaining_time": "22:34:12"} +{"current_steps": 8610, "total_steps": 45204, "loss": 0.5153, "learning_rate": 1.8262499597760994e-05, "epoch": 0.19046635868583375, "percentage": 19.05, "elapsed_time": "5:18:38", "remaining_time": "22:34:15"} +{"current_steps": 8615, "total_steps": 45204, "loss": 0.3526, "learning_rate": 1.8260541671940406e-05, "epoch": 0.190576966327347, "percentage": 19.06, "elapsed_time": "5:18:49", "remaining_time": "22:34:04"} +{"current_steps": 8620, "total_steps": 45204, "loss": 0.2927, "learning_rate": 1.8258582748661986e-05, "epoch": 0.19068757396886027, "percentage": 19.07, "elapsed_time": "5:18:57", "remaining_time": "22:33:40"} +{"current_steps": 8625, "total_steps": 45204, "loss": 0.3432, "learning_rate": 1.8256622828162277e-05, "epoch": 0.1907981816103735, "percentage": 19.08, "elapsed_time": "5:19:08", "remaining_time": "22:33:31"} +{"current_steps": 8630, "total_steps": 45204, "loss": 0.3873, "learning_rate": 1.8254661910677936e-05, "epoch": 0.19090878925188678, "percentage": 19.09, "elapsed_time": "5:19:20", "remaining_time": "22:33:20"} +{"current_steps": 8635, "total_steps": 45204, "loss": 0.5293, "learning_rate": 1.8252699996445747e-05, "epoch": 0.19101939689340003, "percentage": 19.1, "elapsed_time": "5:19:32", "remaining_time": "22:33:16"} +{"current_steps": 8640, "total_steps": 45204, "loss": 0.4277, "learning_rate": 1.8250737085702606e-05, "epoch": 0.1911300045349133, "percentage": 19.11, "elapsed_time": "5:19:46", "remaining_time": "22:33:16"} +{"current_steps": 8645, "total_steps": 45204, "loss": 0.5518, "learning_rate": 1.8248773178685537e-05, "epoch": 0.19124061217642657, "percentage": 19.12, "elapsed_time": "5:19:58", "remaining_time": "22:33:09"} +{"current_steps": 8650, "total_steps": 45204, "loss": 0.3818, "learning_rate": 1.824680827563168e-05, "epoch": 0.19135121981793982, "percentage": 19.14, "elapsed_time": "5:20:12", "remaining_time": "22:33:08"} +{"current_steps": 8655, "total_steps": 45204, "loss": 0.4663, "learning_rate": 1.82448423767783e-05, "epoch": 0.1914618274594531, "percentage": 19.15, "elapsed_time": "5:20:23", "remaining_time": "22:33:00"} +{"current_steps": 8660, "total_steps": 45204, "loss": 0.3601, "learning_rate": 1.8242875482362772e-05, "epoch": 0.19157243510096633, "percentage": 19.16, "elapsed_time": "5:20:35", "remaining_time": "22:32:50"} +{"current_steps": 8665, "total_steps": 45204, "loss": 0.3739, "learning_rate": 1.8240907592622606e-05, "epoch": 0.1916830427424796, "percentage": 19.17, "elapsed_time": "5:20:43", "remaining_time": "22:32:27"} +{"current_steps": 8670, "total_steps": 45204, "loss": 0.4131, "learning_rate": 1.8238938707795418e-05, "epoch": 0.19179365038399288, "percentage": 19.18, "elapsed_time": "5:20:53", "remaining_time": "22:32:10"} +{"current_steps": 8675, "total_steps": 45204, "loss": 0.2015, "learning_rate": 1.823696882811895e-05, "epoch": 0.19190425802550612, "percentage": 19.19, "elapsed_time": "5:21:03", "remaining_time": "22:31:54"} +{"current_steps": 8680, "total_steps": 45204, "loss": 0.4143, "learning_rate": 1.8234997953831065e-05, "epoch": 0.1920148656670194, "percentage": 19.2, "elapsed_time": "5:21:12", "remaining_time": "22:31:36"} +{"current_steps": 8685, "total_steps": 45204, "loss": 0.3521, "learning_rate": 1.8233026085169753e-05, "epoch": 0.19212547330853263, "percentage": 19.21, "elapsed_time": "5:21:23", "remaining_time": "22:31:21"} +{"current_steps": 8690, "total_steps": 45204, "loss": 0.6048, "learning_rate": 1.82310532223731e-05, "epoch": 0.1922360809500459, "percentage": 19.22, "elapsed_time": "5:21:36", "remaining_time": "22:31:19"} +{"current_steps": 8695, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.8229079365679347e-05, "epoch": 0.19234668859155915, "percentage": 19.24, "elapsed_time": "5:21:47", "remaining_time": "22:31:07"} +{"current_steps": 8700, "total_steps": 45204, "loss": 0.3583, "learning_rate": 1.8227104515326823e-05, "epoch": 0.19245729623307242, "percentage": 19.25, "elapsed_time": "5:21:56", "remaining_time": "22:30:49"} +{"current_steps": 8705, "total_steps": 45204, "loss": 0.5558, "learning_rate": 1.8225128671553998e-05, "epoch": 0.1925679038745857, "percentage": 19.26, "elapsed_time": "5:22:08", "remaining_time": "22:30:41"} +{"current_steps": 8710, "total_steps": 45204, "loss": 0.5168, "learning_rate": 1.8223151834599454e-05, "epoch": 0.19267851151609894, "percentage": 19.27, "elapsed_time": "5:22:19", "remaining_time": "22:30:30"} +{"current_steps": 8715, "total_steps": 45204, "loss": 0.3624, "learning_rate": 1.822117400470189e-05, "epoch": 0.1927891191576122, "percentage": 19.28, "elapsed_time": "5:22:30", "remaining_time": "22:30:17"} +{"current_steps": 8720, "total_steps": 45204, "loss": 0.3207, "learning_rate": 1.821919518210013e-05, "epoch": 0.19289972679912545, "percentage": 19.29, "elapsed_time": "5:22:40", "remaining_time": "22:30:05"} +{"current_steps": 8725, "total_steps": 45204, "loss": 0.2883, "learning_rate": 1.821721536703312e-05, "epoch": 0.19301033444063873, "percentage": 19.3, "elapsed_time": "5:22:52", "remaining_time": "22:29:55"} +{"current_steps": 8730, "total_steps": 45204, "loss": 0.3587, "learning_rate": 1.8215234559739915e-05, "epoch": 0.19312094208215197, "percentage": 19.31, "elapsed_time": "5:23:02", "remaining_time": "22:29:41"} +{"current_steps": 8735, "total_steps": 45204, "loss": 0.4985, "learning_rate": 1.8213252760459698e-05, "epoch": 0.19323154972366524, "percentage": 19.32, "elapsed_time": "5:23:13", "remaining_time": "22:29:29"} +{"current_steps": 8740, "total_steps": 45204, "loss": 0.4232, "learning_rate": 1.8211269969431774e-05, "epoch": 0.1933421573651785, "percentage": 19.33, "elapsed_time": "5:23:24", "remaining_time": "22:29:18"} +{"current_steps": 8745, "total_steps": 45204, "loss": 0.4856, "learning_rate": 1.8209286186895567e-05, "epoch": 0.19345276500669176, "percentage": 19.35, "elapsed_time": "5:23:35", "remaining_time": "22:29:05"} +{"current_steps": 8750, "total_steps": 45204, "loss": 0.4426, "learning_rate": 1.8207301413090613e-05, "epoch": 0.19356337264820503, "percentage": 19.36, "elapsed_time": "5:23:47", "remaining_time": "22:28:56"} +{"current_steps": 8755, "total_steps": 45204, "loss": 0.4898, "learning_rate": 1.8205315648256572e-05, "epoch": 0.19367398028971827, "percentage": 19.37, "elapsed_time": "5:24:00", "remaining_time": "22:28:56"} +{"current_steps": 8760, "total_steps": 45204, "loss": 0.4142, "learning_rate": 1.8203328892633226e-05, "epoch": 0.19378458793123154, "percentage": 19.38, "elapsed_time": "5:24:15", "remaining_time": "22:28:59"} +{"current_steps": 8765, "total_steps": 45204, "loss": 0.2659, "learning_rate": 1.8201341146460477e-05, "epoch": 0.19389519557274482, "percentage": 19.39, "elapsed_time": "5:24:27", "remaining_time": "22:28:52"} +{"current_steps": 8770, "total_steps": 45204, "loss": 0.333, "learning_rate": 1.819935240997835e-05, "epoch": 0.19400580321425806, "percentage": 19.4, "elapsed_time": "5:24:38", "remaining_time": "22:28:42"} +{"current_steps": 8775, "total_steps": 45204, "loss": 0.313, "learning_rate": 1.819736268342697e-05, "epoch": 0.19411641085577133, "percentage": 19.41, "elapsed_time": "5:24:47", "remaining_time": "22:28:22"} +{"current_steps": 8780, "total_steps": 45204, "loss": 0.3308, "learning_rate": 1.8195371967046605e-05, "epoch": 0.19422701849728458, "percentage": 19.42, "elapsed_time": "5:24:58", "remaining_time": "22:28:08"} +{"current_steps": 8785, "total_steps": 45204, "loss": 0.3033, "learning_rate": 1.8193380261077634e-05, "epoch": 0.19433762613879785, "percentage": 19.43, "elapsed_time": "5:25:08", "remaining_time": "22:27:52"} +{"current_steps": 8790, "total_steps": 45204, "loss": 0.4054, "learning_rate": 1.819138756576055e-05, "epoch": 0.1944482337803111, "percentage": 19.45, "elapsed_time": "5:25:17", "remaining_time": "22:27:34"} +{"current_steps": 8795, "total_steps": 45204, "loss": 0.386, "learning_rate": 1.8189393881335976e-05, "epoch": 0.19455884142182436, "percentage": 19.46, "elapsed_time": "5:25:28", "remaining_time": "22:27:23"} +{"current_steps": 8800, "total_steps": 45204, "loss": 0.3559, "learning_rate": 1.8187399208044646e-05, "epoch": 0.19466944906333764, "percentage": 19.47, "elapsed_time": "5:25:40", "remaining_time": "22:27:15"} +{"current_steps": 8805, "total_steps": 45204, "loss": 0.3494, "learning_rate": 1.8185403546127415e-05, "epoch": 0.19478005670485088, "percentage": 19.48, "elapsed_time": "5:25:51", "remaining_time": "22:27:04"} +{"current_steps": 8810, "total_steps": 45204, "loss": 0.393, "learning_rate": 1.8183406895825263e-05, "epoch": 0.19489066434636415, "percentage": 19.49, "elapsed_time": "5:26:02", "remaining_time": "22:26:50"} +{"current_steps": 8815, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.818140925737928e-05, "epoch": 0.1950012719878774, "percentage": 19.5, "elapsed_time": "5:26:12", "remaining_time": "22:26:34"} +{"current_steps": 8820, "total_steps": 45204, "loss": 0.3191, "learning_rate": 1.817941063103068e-05, "epoch": 0.19511187962939067, "percentage": 19.51, "elapsed_time": "5:26:22", "remaining_time": "22:26:20"} +{"current_steps": 8825, "total_steps": 45204, "loss": 0.434, "learning_rate": 1.8177411017020802e-05, "epoch": 0.1952224872709039, "percentage": 19.52, "elapsed_time": "5:26:35", "remaining_time": "22:26:18"} +{"current_steps": 8830, "total_steps": 45204, "loss": 0.2463, "learning_rate": 1.817541041559109e-05, "epoch": 0.19533309491241718, "percentage": 19.53, "elapsed_time": "5:26:46", "remaining_time": "22:26:06"} +{"current_steps": 8835, "total_steps": 45204, "loss": 0.447, "learning_rate": 1.8173408826983125e-05, "epoch": 0.19544370255393045, "percentage": 19.54, "elapsed_time": "5:27:00", "remaining_time": "22:26:08"} +{"current_steps": 8840, "total_steps": 45204, "loss": 0.4603, "learning_rate": 1.8171406251438593e-05, "epoch": 0.1955543101954437, "percentage": 19.56, "elapsed_time": "5:27:11", "remaining_time": "22:25:56"} +{"current_steps": 8845, "total_steps": 45204, "loss": 0.4039, "learning_rate": 1.8169402689199306e-05, "epoch": 0.19566491783695697, "percentage": 19.57, "elapsed_time": "5:27:26", "remaining_time": "22:25:59"} +{"current_steps": 8850, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.8167398140507197e-05, "epoch": 0.1957755254784702, "percentage": 19.58, "elapsed_time": "5:27:39", "remaining_time": "22:25:57"} +{"current_steps": 8855, "total_steps": 45204, "loss": 0.4777, "learning_rate": 1.8165392605604307e-05, "epoch": 0.19588613311998349, "percentage": 19.59, "elapsed_time": "5:27:51", "remaining_time": "22:25:48"} +{"current_steps": 8860, "total_steps": 45204, "loss": 0.4999, "learning_rate": 1.8163386084732807e-05, "epoch": 0.19599674076149673, "percentage": 19.6, "elapsed_time": "5:28:01", "remaining_time": "22:25:35"} +{"current_steps": 8865, "total_steps": 45204, "loss": 0.3767, "learning_rate": 1.8161378578134988e-05, "epoch": 0.19610734840301, "percentage": 19.61, "elapsed_time": "5:28:15", "remaining_time": "22:25:35"} +{"current_steps": 8870, "total_steps": 45204, "loss": 0.2837, "learning_rate": 1.815937008605325e-05, "epoch": 0.19621795604452327, "percentage": 19.62, "elapsed_time": "5:28:26", "remaining_time": "22:25:22"} +{"current_steps": 8875, "total_steps": 45204, "loss": 0.4198, "learning_rate": 1.8157360608730118e-05, "epoch": 0.19632856368603652, "percentage": 19.63, "elapsed_time": "5:28:38", "remaining_time": "22:25:16"} +{"current_steps": 8880, "total_steps": 45204, "loss": 0.5227, "learning_rate": 1.8155350146408238e-05, "epoch": 0.1964391713275498, "percentage": 19.64, "elapsed_time": "5:28:52", "remaining_time": "22:25:18"} +{"current_steps": 8885, "total_steps": 45204, "loss": 0.4086, "learning_rate": 1.8153338699330376e-05, "epoch": 0.19654977896906303, "percentage": 19.66, "elapsed_time": "5:29:03", "remaining_time": "22:25:04"} +{"current_steps": 8890, "total_steps": 45204, "loss": 0.3957, "learning_rate": 1.815132626773941e-05, "epoch": 0.1966603866105763, "percentage": 19.67, "elapsed_time": "5:29:16", "remaining_time": "22:25:00"} +{"current_steps": 8895, "total_steps": 45204, "loss": 0.2753, "learning_rate": 1.814931285187834e-05, "epoch": 0.19677099425208958, "percentage": 19.68, "elapsed_time": "5:29:25", "remaining_time": "22:24:42"} +{"current_steps": 8900, "total_steps": 45204, "loss": 0.4772, "learning_rate": 1.8147298451990285e-05, "epoch": 0.19688160189360282, "percentage": 19.69, "elapsed_time": "5:29:40", "remaining_time": "22:24:45"} +{"current_steps": 8905, "total_steps": 45204, "loss": 0.3635, "learning_rate": 1.8145283068318483e-05, "epoch": 0.1969922095351161, "percentage": 19.7, "elapsed_time": "5:29:53", "remaining_time": "22:24:42"} +{"current_steps": 8910, "total_steps": 45204, "loss": 0.5453, "learning_rate": 1.8143266701106294e-05, "epoch": 0.19710281717662934, "percentage": 19.71, "elapsed_time": "5:30:06", "remaining_time": "22:24:41"} +{"current_steps": 8915, "total_steps": 45204, "loss": 0.3821, "learning_rate": 1.814124935059719e-05, "epoch": 0.1972134248181426, "percentage": 19.72, "elapsed_time": "5:30:18", "remaining_time": "22:24:30"} +{"current_steps": 8920, "total_steps": 45204, "loss": 0.4736, "learning_rate": 1.813923101703477e-05, "epoch": 0.19732403245965585, "percentage": 19.73, "elapsed_time": "5:30:30", "remaining_time": "22:24:25"} +{"current_steps": 8925, "total_steps": 45204, "loss": 0.512, "learning_rate": 1.813721170066274e-05, "epoch": 0.19743464010116912, "percentage": 19.74, "elapsed_time": "5:30:45", "remaining_time": "22:24:31"} +{"current_steps": 8930, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.8135191401724936e-05, "epoch": 0.1975452477426824, "percentage": 19.75, "elapsed_time": "5:30:55", "remaining_time": "22:24:14"} +{"current_steps": 8935, "total_steps": 45204, "loss": 0.5704, "learning_rate": 1.8133170120465313e-05, "epoch": 0.19765585538419564, "percentage": 19.77, "elapsed_time": "5:31:09", "remaining_time": "22:24:13"} +{"current_steps": 8940, "total_steps": 45204, "loss": 0.3443, "learning_rate": 1.8131147857127932e-05, "epoch": 0.1977664630257089, "percentage": 19.78, "elapsed_time": "5:31:18", "remaining_time": "22:23:54"} +{"current_steps": 8945, "total_steps": 45204, "loss": 0.4742, "learning_rate": 1.812912461195699e-05, "epoch": 0.19787707066722215, "percentage": 19.79, "elapsed_time": "5:31:30", "remaining_time": "22:23:45"} +{"current_steps": 8950, "total_steps": 45204, "loss": 0.3358, "learning_rate": 1.8127100385196782e-05, "epoch": 0.19798767830873543, "percentage": 19.8, "elapsed_time": "5:31:43", "remaining_time": "22:23:43"} +{"current_steps": 8955, "total_steps": 45204, "loss": 0.3669, "learning_rate": 1.8125075177091738e-05, "epoch": 0.19809828595024867, "percentage": 19.81, "elapsed_time": "5:31:53", "remaining_time": "22:23:28"} +{"current_steps": 8960, "total_steps": 45204, "loss": 0.4594, "learning_rate": 1.8123048987886405e-05, "epoch": 0.19820889359176194, "percentage": 19.82, "elapsed_time": "5:32:03", "remaining_time": "22:23:12"} +{"current_steps": 8965, "total_steps": 45204, "loss": 0.5041, "learning_rate": 1.812102181782544e-05, "epoch": 0.1983195012332752, "percentage": 19.83, "elapsed_time": "5:32:14", "remaining_time": "22:23:02"} +{"current_steps": 8970, "total_steps": 45204, "loss": 0.3868, "learning_rate": 1.8118993667153623e-05, "epoch": 0.19843010887478846, "percentage": 19.84, "elapsed_time": "5:32:26", "remaining_time": "22:22:53"} +{"current_steps": 8975, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.8116964536115854e-05, "epoch": 0.19854071651630173, "percentage": 19.85, "elapsed_time": "5:32:36", "remaining_time": "22:22:37"} +{"current_steps": 8980, "total_steps": 45204, "loss": 0.5996, "learning_rate": 1.8114934424957153e-05, "epoch": 0.19865132415781497, "percentage": 19.87, "elapsed_time": "5:32:51", "remaining_time": "22:22:42"} +{"current_steps": 8985, "total_steps": 45204, "loss": 0.5814, "learning_rate": 1.811290333392265e-05, "epoch": 0.19876193179932825, "percentage": 19.88, "elapsed_time": "5:33:02", "remaining_time": "22:22:30"} +{"current_steps": 8990, "total_steps": 45204, "loss": 0.5605, "learning_rate": 1.8110871263257603e-05, "epoch": 0.1988725394408415, "percentage": 19.89, "elapsed_time": "5:33:13", "remaining_time": "22:22:19"} +{"current_steps": 8995, "total_steps": 45204, "loss": 0.4008, "learning_rate": 1.8108838213207377e-05, "epoch": 0.19898314708235476, "percentage": 19.9, "elapsed_time": "5:33:23", "remaining_time": "22:22:01"} +{"current_steps": 9000, "total_steps": 45204, "loss": 0.2316, "learning_rate": 1.8106804184017473e-05, "epoch": 0.19909375472386803, "percentage": 19.91, "elapsed_time": "5:33:33", "remaining_time": "22:21:47"} +{"current_steps": 9005, "total_steps": 45204, "loss": 0.4386, "learning_rate": 1.8104769175933488e-05, "epoch": 0.19920436236538128, "percentage": 19.92, "elapsed_time": "5:33:45", "remaining_time": "22:21:39"} +{"current_steps": 9010, "total_steps": 45204, "loss": 0.4326, "learning_rate": 1.810273318920116e-05, "epoch": 0.19931497000689455, "percentage": 19.93, "elapsed_time": "5:33:56", "remaining_time": "22:21:27"} +{"current_steps": 9015, "total_steps": 45204, "loss": 0.3586, "learning_rate": 1.810069622406632e-05, "epoch": 0.1994255776484078, "percentage": 19.94, "elapsed_time": "5:34:05", "remaining_time": "22:21:08"} +{"current_steps": 9020, "total_steps": 45204, "loss": 0.2398, "learning_rate": 1.809865828077494e-05, "epoch": 0.19953618528992106, "percentage": 19.95, "elapsed_time": "5:34:13", "remaining_time": "22:20:44"} +{"current_steps": 9025, "total_steps": 45204, "loss": 0.3961, "learning_rate": 1.8096619359573103e-05, "epoch": 0.19964679293143434, "percentage": 19.97, "elapsed_time": "5:34:24", "remaining_time": "22:20:32"} +{"current_steps": 9030, "total_steps": 45204, "loss": 0.5363, "learning_rate": 1.8094579460707004e-05, "epoch": 0.19975740057294758, "percentage": 19.98, "elapsed_time": "5:34:38", "remaining_time": "22:20:33"} +{"current_steps": 9035, "total_steps": 45204, "loss": 0.3262, "learning_rate": 1.809253858442296e-05, "epoch": 0.19986800821446085, "percentage": 19.99, "elapsed_time": "5:34:49", "remaining_time": "22:20:22"} +{"current_steps": 9040, "total_steps": 45204, "loss": 0.4213, "learning_rate": 1.809049673096741e-05, "epoch": 0.1999786158559741, "percentage": 20.0, "elapsed_time": "5:35:01", "remaining_time": "22:20:15"} +{"current_steps": 9045, "total_steps": 45204, "loss": 0.2899, "learning_rate": 1.80884539005869e-05, "epoch": 0.20008922349748737, "percentage": 20.01, "elapsed_time": "5:35:13", "remaining_time": "22:20:07"} +{"current_steps": 9050, "total_steps": 45204, "loss": 0.3135, "learning_rate": 1.8086410093528105e-05, "epoch": 0.2001998311390006, "percentage": 20.02, "elapsed_time": "5:35:24", "remaining_time": "22:19:54"} +{"current_steps": 9055, "total_steps": 45204, "loss": 0.4365, "learning_rate": 1.8084365310037816e-05, "epoch": 0.20031043878051388, "percentage": 20.03, "elapsed_time": "5:35:38", "remaining_time": "22:19:56"} +{"current_steps": 9060, "total_steps": 45204, "loss": 0.4672, "learning_rate": 1.808231955036294e-05, "epoch": 0.20042104642202715, "percentage": 20.04, "elapsed_time": "5:35:51", "remaining_time": "22:19:51"} +{"current_steps": 9065, "total_steps": 45204, "loss": 0.2888, "learning_rate": 1.80802728147505e-05, "epoch": 0.2005316540635404, "percentage": 20.05, "elapsed_time": "5:36:00", "remaining_time": "22:19:32"} +{"current_steps": 9070, "total_steps": 45204, "loss": 0.4869, "learning_rate": 1.8078225103447637e-05, "epoch": 0.20064226170505367, "percentage": 20.06, "elapsed_time": "5:36:11", "remaining_time": "22:19:22"} +{"current_steps": 9075, "total_steps": 45204, "loss": 0.3936, "learning_rate": 1.807617641670161e-05, "epoch": 0.20075286934656691, "percentage": 20.08, "elapsed_time": "5:36:24", "remaining_time": "22:19:17"} +{"current_steps": 9080, "total_steps": 45204, "loss": 0.4118, "learning_rate": 1.8074126754759805e-05, "epoch": 0.2008634769880802, "percentage": 20.09, "elapsed_time": "5:36:34", "remaining_time": "22:19:00"} +{"current_steps": 9085, "total_steps": 45204, "loss": 0.4662, "learning_rate": 1.8072076117869714e-05, "epoch": 0.20097408462959343, "percentage": 20.1, "elapsed_time": "5:36:46", "remaining_time": "22:18:55"} +{"current_steps": 9090, "total_steps": 45204, "loss": 0.2754, "learning_rate": 1.807002450627895e-05, "epoch": 0.2010846922711067, "percentage": 20.11, "elapsed_time": "5:36:56", "remaining_time": "22:18:37"} +{"current_steps": 9095, "total_steps": 45204, "loss": 0.4791, "learning_rate": 1.8067971920235243e-05, "epoch": 0.20119529991261997, "percentage": 20.12, "elapsed_time": "5:37:06", "remaining_time": "22:18:21"} +{"current_steps": 9100, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.8065918359986446e-05, "epoch": 0.20130590755413322, "percentage": 20.13, "elapsed_time": "5:37:16", "remaining_time": "22:18:08"} +{"current_steps": 9105, "total_steps": 45204, "loss": 0.3789, "learning_rate": 1.8063863825780522e-05, "epoch": 0.2014165151956465, "percentage": 20.14, "elapsed_time": "5:37:26", "remaining_time": "22:17:52"} +{"current_steps": 9110, "total_steps": 45204, "loss": 0.4512, "learning_rate": 1.8061808317865562e-05, "epoch": 0.20152712283715973, "percentage": 20.15, "elapsed_time": "5:37:38", "remaining_time": "22:17:43"} +{"current_steps": 9115, "total_steps": 45204, "loss": 0.5503, "learning_rate": 1.8059751836489757e-05, "epoch": 0.201637730478673, "percentage": 20.16, "elapsed_time": "5:37:49", "remaining_time": "22:17:33"} +{"current_steps": 9120, "total_steps": 45204, "loss": 0.3785, "learning_rate": 1.8057694381901435e-05, "epoch": 0.20174833812018628, "percentage": 20.18, "elapsed_time": "5:37:58", "remaining_time": "22:17:14"} +{"current_steps": 9125, "total_steps": 45204, "loss": 0.3067, "learning_rate": 1.8055635954349033e-05, "epoch": 0.20185894576169952, "percentage": 20.19, "elapsed_time": "5:38:09", "remaining_time": "22:17:02"} +{"current_steps": 9130, "total_steps": 45204, "loss": 0.3909, "learning_rate": 1.80535765540811e-05, "epoch": 0.2019695534032128, "percentage": 20.2, "elapsed_time": "5:38:19", "remaining_time": "22:16:46"} +{"current_steps": 9135, "total_steps": 45204, "loss": 0.2865, "learning_rate": 1.805151618134631e-05, "epoch": 0.20208016104472604, "percentage": 20.21, "elapsed_time": "5:38:30", "remaining_time": "22:16:33"} +{"current_steps": 9140, "total_steps": 45204, "loss": 0.2995, "learning_rate": 1.8049454836393456e-05, "epoch": 0.2021907686862393, "percentage": 20.22, "elapsed_time": "5:38:40", "remaining_time": "22:16:20"} +{"current_steps": 9145, "total_steps": 45204, "loss": 0.4426, "learning_rate": 1.804739251947144e-05, "epoch": 0.20230137632775255, "percentage": 20.23, "elapsed_time": "5:38:52", "remaining_time": "22:16:12"} +{"current_steps": 9150, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.804532923082929e-05, "epoch": 0.20241198396926582, "percentage": 20.24, "elapsed_time": "5:39:05", "remaining_time": "22:16:05"} +{"current_steps": 9155, "total_steps": 45204, "loss": 0.4142, "learning_rate": 1.8043264970716145e-05, "epoch": 0.2025225916107791, "percentage": 20.25, "elapsed_time": "5:39:15", "remaining_time": "22:15:53"} +{"current_steps": 9160, "total_steps": 45204, "loss": 0.4421, "learning_rate": 1.8041199739381263e-05, "epoch": 0.20263319925229234, "percentage": 20.26, "elapsed_time": "5:39:27", "remaining_time": "22:15:44"} +{"current_steps": 9165, "total_steps": 45204, "loss": 0.5045, "learning_rate": 1.8039133537074022e-05, "epoch": 0.2027438068938056, "percentage": 20.27, "elapsed_time": "5:39:41", "remaining_time": "22:15:44"} +{"current_steps": 9170, "total_steps": 45204, "loss": 0.4169, "learning_rate": 1.8037066364043916e-05, "epoch": 0.20285441453531886, "percentage": 20.29, "elapsed_time": "5:39:55", "remaining_time": "22:15:44"} +{"current_steps": 9175, "total_steps": 45204, "loss": 0.3899, "learning_rate": 1.8034998220540556e-05, "epoch": 0.20296502217683213, "percentage": 20.3, "elapsed_time": "5:40:05", "remaining_time": "22:15:27"} +{"current_steps": 9180, "total_steps": 45204, "loss": 0.4255, "learning_rate": 1.8032929106813664e-05, "epoch": 0.20307562981834537, "percentage": 20.31, "elapsed_time": "5:40:14", "remaining_time": "22:15:11"} +{"current_steps": 9185, "total_steps": 45204, "loss": 0.4905, "learning_rate": 1.803085902311309e-05, "epoch": 0.20318623745985864, "percentage": 20.32, "elapsed_time": "5:40:25", "remaining_time": "22:14:58"} +{"current_steps": 9190, "total_steps": 45204, "loss": 0.3112, "learning_rate": 1.8028787969688797e-05, "epoch": 0.20329684510137191, "percentage": 20.33, "elapsed_time": "5:40:33", "remaining_time": "22:14:35"} +{"current_steps": 9195, "total_steps": 45204, "loss": 0.4542, "learning_rate": 1.8026715946790863e-05, "epoch": 0.20340745274288516, "percentage": 20.34, "elapsed_time": "5:40:45", "remaining_time": "22:14:27"} +{"current_steps": 9200, "total_steps": 45204, "loss": 0.5609, "learning_rate": 1.8024642954669478e-05, "epoch": 0.20351806038439843, "percentage": 20.35, "elapsed_time": "5:40:59", "remaining_time": "22:14:26"} +{"current_steps": 9205, "total_steps": 45204, "loss": 0.5069, "learning_rate": 1.8022568993574965e-05, "epoch": 0.20362866802591167, "percentage": 20.36, "elapsed_time": "5:41:09", "remaining_time": "22:14:13"} +{"current_steps": 9210, "total_steps": 45204, "loss": 0.2903, "learning_rate": 1.8020494063757744e-05, "epoch": 0.20373927566742495, "percentage": 20.37, "elapsed_time": "5:41:17", "remaining_time": "22:13:50"} +{"current_steps": 9215, "total_steps": 45204, "loss": 0.3541, "learning_rate": 1.801841816546837e-05, "epoch": 0.2038498833089382, "percentage": 20.39, "elapsed_time": "5:41:28", "remaining_time": "22:13:38"} +{"current_steps": 9220, "total_steps": 45204, "loss": 0.3165, "learning_rate": 1.8016341298957505e-05, "epoch": 0.20396049095045146, "percentage": 20.4, "elapsed_time": "5:41:37", "remaining_time": "22:13:19"} +{"current_steps": 9225, "total_steps": 45204, "loss": 0.3845, "learning_rate": 1.8014263464475928e-05, "epoch": 0.20407109859196473, "percentage": 20.41, "elapsed_time": "5:41:48", "remaining_time": "22:13:05"} +{"current_steps": 9230, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.8012184662274543e-05, "epoch": 0.20418170623347798, "percentage": 20.42, "elapsed_time": "5:41:59", "remaining_time": "22:12:54"} +{"current_steps": 9235, "total_steps": 45204, "loss": 0.3281, "learning_rate": 1.8010104892604353e-05, "epoch": 0.20429231387499125, "percentage": 20.43, "elapsed_time": "5:42:08", "remaining_time": "22:12:36"} +{"current_steps": 9240, "total_steps": 45204, "loss": 0.3088, "learning_rate": 1.80080241557165e-05, "epoch": 0.2044029215165045, "percentage": 20.44, "elapsed_time": "5:42:21", "remaining_time": "22:12:30"} +{"current_steps": 9245, "total_steps": 45204, "loss": 0.41, "learning_rate": 1.800594245186223e-05, "epoch": 0.20451352915801776, "percentage": 20.45, "elapsed_time": "5:42:31", "remaining_time": "22:12:16"} +{"current_steps": 9250, "total_steps": 45204, "loss": 0.447, "learning_rate": 1.8003859781292904e-05, "epoch": 0.20462413679953104, "percentage": 20.46, "elapsed_time": "5:42:43", "remaining_time": "22:12:08"} +{"current_steps": 9255, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.800177614426001e-05, "epoch": 0.20473474444104428, "percentage": 20.47, "elapsed_time": "5:42:54", "remaining_time": "22:11:55"} +{"current_steps": 9260, "total_steps": 45204, "loss": 0.3155, "learning_rate": 1.799969154101514e-05, "epoch": 0.20484535208255755, "percentage": 20.48, "elapsed_time": "5:43:03", "remaining_time": "22:11:39"} +{"current_steps": 9265, "total_steps": 45204, "loss": 0.2352, "learning_rate": 1.7997605971810013e-05, "epoch": 0.2049559597240708, "percentage": 20.5, "elapsed_time": "5:43:14", "remaining_time": "22:11:25"} +{"current_steps": 9270, "total_steps": 45204, "loss": 0.3584, "learning_rate": 1.7995519436896463e-05, "epoch": 0.20506656736558407, "percentage": 20.51, "elapsed_time": "5:43:23", "remaining_time": "22:11:08"} +{"current_steps": 9275, "total_steps": 45204, "loss": 0.3052, "learning_rate": 1.7993431936526435e-05, "epoch": 0.2051771750070973, "percentage": 20.52, "elapsed_time": "5:43:36", "remaining_time": "22:11:02"} +{"current_steps": 9280, "total_steps": 45204, "loss": 0.3844, "learning_rate": 1.7991343470951995e-05, "epoch": 0.20528778264861058, "percentage": 20.53, "elapsed_time": "5:43:50", "remaining_time": "22:11:02"} +{"current_steps": 9285, "total_steps": 45204, "loss": 0.5063, "learning_rate": 1.798925404042532e-05, "epoch": 0.20539839029012386, "percentage": 20.54, "elapsed_time": "5:44:01", "remaining_time": "22:10:53"} +{"current_steps": 9290, "total_steps": 45204, "loss": 0.1767, "learning_rate": 1.798716364519872e-05, "epoch": 0.2055089979316371, "percentage": 20.55, "elapsed_time": "5:44:10", "remaining_time": "22:10:30"} +{"current_steps": 9295, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.7985072285524596e-05, "epoch": 0.20561960557315037, "percentage": 20.56, "elapsed_time": "5:44:21", "remaining_time": "22:10:20"} +{"current_steps": 9300, "total_steps": 45204, "loss": 0.2623, "learning_rate": 1.798297996165549e-05, "epoch": 0.20573021321466362, "percentage": 20.57, "elapsed_time": "5:44:31", "remaining_time": "22:10:06"} +{"current_steps": 9305, "total_steps": 45204, "loss": 0.4025, "learning_rate": 1.798088667384404e-05, "epoch": 0.2058408208561769, "percentage": 20.58, "elapsed_time": "5:44:43", "remaining_time": "22:09:56"} +{"current_steps": 9310, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.7978792422343017e-05, "epoch": 0.20595142849769013, "percentage": 20.6, "elapsed_time": "5:44:55", "remaining_time": "22:09:48"} +{"current_steps": 9315, "total_steps": 45204, "loss": 0.5155, "learning_rate": 1.7976697207405296e-05, "epoch": 0.2060620361392034, "percentage": 20.61, "elapsed_time": "5:45:08", "remaining_time": "22:09:45"} +{"current_steps": 9320, "total_steps": 45204, "loss": 0.3251, "learning_rate": 1.797460102928388e-05, "epoch": 0.20617264378071667, "percentage": 20.62, "elapsed_time": "5:45:18", "remaining_time": "22:09:31"} +{"current_steps": 9325, "total_steps": 45204, "loss": 0.3294, "learning_rate": 1.797250388823187e-05, "epoch": 0.20628325142222992, "percentage": 20.63, "elapsed_time": "5:45:29", "remaining_time": "22:09:17"} +{"current_steps": 9330, "total_steps": 45204, "loss": 0.3326, "learning_rate": 1.7970405784502512e-05, "epoch": 0.2063938590637432, "percentage": 20.64, "elapsed_time": "5:45:37", "remaining_time": "22:08:55"} +{"current_steps": 9335, "total_steps": 45204, "loss": 0.329, "learning_rate": 1.796830671834914e-05, "epoch": 0.20650446670525643, "percentage": 20.65, "elapsed_time": "5:45:49", "remaining_time": "22:08:48"} +{"current_steps": 9340, "total_steps": 45204, "loss": 0.4502, "learning_rate": 1.7966206690025217e-05, "epoch": 0.2066150743467697, "percentage": 20.66, "elapsed_time": "5:46:00", "remaining_time": "22:08:37"} +{"current_steps": 9345, "total_steps": 45204, "loss": 0.3417, "learning_rate": 1.796410569978432e-05, "epoch": 0.20672568198828298, "percentage": 20.67, "elapsed_time": "5:46:11", "remaining_time": "22:08:23"} +{"current_steps": 9350, "total_steps": 45204, "loss": 0.4814, "learning_rate": 1.7962003747880148e-05, "epoch": 0.20683628962979622, "percentage": 20.68, "elapsed_time": "5:46:22", "remaining_time": "22:08:12"} +{"current_steps": 9355, "total_steps": 45204, "loss": 0.3212, "learning_rate": 1.7959900834566507e-05, "epoch": 0.2069468972713095, "percentage": 20.7, "elapsed_time": "5:46:31", "remaining_time": "22:07:54"} +{"current_steps": 9360, "total_steps": 45204, "loss": 0.3783, "learning_rate": 1.7957796960097323e-05, "epoch": 0.20705750491282274, "percentage": 20.71, "elapsed_time": "5:46:41", "remaining_time": "22:07:39"} +{"current_steps": 9365, "total_steps": 45204, "loss": 0.4744, "learning_rate": 1.795569212472664e-05, "epoch": 0.207168112554336, "percentage": 20.72, "elapsed_time": "5:46:53", "remaining_time": "22:07:32"} +{"current_steps": 9370, "total_steps": 45204, "loss": 0.4797, "learning_rate": 1.7953586328708613e-05, "epoch": 0.20727872019584925, "percentage": 20.73, "elapsed_time": "5:47:03", "remaining_time": "22:07:14"} +{"current_steps": 9375, "total_steps": 45204, "loss": 0.3713, "learning_rate": 1.795147957229752e-05, "epoch": 0.20738932783736252, "percentage": 20.74, "elapsed_time": "5:47:14", "remaining_time": "22:07:06"} +{"current_steps": 9380, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.7949371855747753e-05, "epoch": 0.2074999354788758, "percentage": 20.75, "elapsed_time": "5:47:25", "remaining_time": "22:06:54"} +{"current_steps": 9385, "total_steps": 45204, "loss": 0.3039, "learning_rate": 1.794726317931381e-05, "epoch": 0.20761054312038904, "percentage": 20.76, "elapsed_time": "5:47:36", "remaining_time": "22:06:40"} +{"current_steps": 9390, "total_steps": 45204, "loss": 0.4196, "learning_rate": 1.7945153543250317e-05, "epoch": 0.2077211507619023, "percentage": 20.77, "elapsed_time": "5:47:46", "remaining_time": "22:06:25"} +{"current_steps": 9395, "total_steps": 45204, "loss": 0.436, "learning_rate": 1.794304294781202e-05, "epoch": 0.20783175840341556, "percentage": 20.78, "elapsed_time": "5:47:57", "remaining_time": "22:06:14"} +{"current_steps": 9400, "total_steps": 45204, "loss": 0.4396, "learning_rate": 1.794093139325376e-05, "epoch": 0.20794236604492883, "percentage": 20.79, "elapsed_time": "5:48:08", "remaining_time": "22:06:03"} +{"current_steps": 9405, "total_steps": 45204, "loss": 0.4632, "learning_rate": 1.793881887983051e-05, "epoch": 0.20805297368644207, "percentage": 20.81, "elapsed_time": "5:48:24", "remaining_time": "22:06:08"} +{"current_steps": 9410, "total_steps": 45204, "loss": 0.3859, "learning_rate": 1.7936705407797362e-05, "epoch": 0.20816358132795534, "percentage": 20.82, "elapsed_time": "5:48:35", "remaining_time": "22:05:57"} +{"current_steps": 9415, "total_steps": 45204, "loss": 0.4151, "learning_rate": 1.793459097740951e-05, "epoch": 0.20827418896946862, "percentage": 20.83, "elapsed_time": "5:48:45", "remaining_time": "22:05:45"} +{"current_steps": 9420, "total_steps": 45204, "loss": 0.3888, "learning_rate": 1.7932475588922272e-05, "epoch": 0.20838479661098186, "percentage": 20.84, "elapsed_time": "5:48:59", "remaining_time": "22:05:42"} +{"current_steps": 9425, "total_steps": 45204, "loss": 0.3426, "learning_rate": 1.7930359242591088e-05, "epoch": 0.20849540425249513, "percentage": 20.85, "elapsed_time": "5:49:12", "remaining_time": "22:05:38"} +{"current_steps": 9430, "total_steps": 45204, "loss": 0.5101, "learning_rate": 1.792824193867149e-05, "epoch": 0.20860601189400838, "percentage": 20.86, "elapsed_time": "5:49:24", "remaining_time": "22:05:31"} +{"current_steps": 9435, "total_steps": 45204, "loss": 0.4187, "learning_rate": 1.7926123677419157e-05, "epoch": 0.20871661953552165, "percentage": 20.87, "elapsed_time": "5:49:34", "remaining_time": "22:05:17"} +{"current_steps": 9440, "total_steps": 45204, "loss": 0.3868, "learning_rate": 1.7924004459089866e-05, "epoch": 0.2088272271770349, "percentage": 20.88, "elapsed_time": "5:49:45", "remaining_time": "22:05:03"} +{"current_steps": 9445, "total_steps": 45204, "loss": 0.4745, "learning_rate": 1.7921884283939506e-05, "epoch": 0.20893783481854816, "percentage": 20.89, "elapsed_time": "5:49:56", "remaining_time": "22:04:53"} +{"current_steps": 9450, "total_steps": 45204, "loss": 0.3393, "learning_rate": 1.7919763152224092e-05, "epoch": 0.20904844246006143, "percentage": 20.91, "elapsed_time": "5:50:05", "remaining_time": "22:04:35"} +{"current_steps": 9455, "total_steps": 45204, "loss": 0.3797, "learning_rate": 1.7917641064199746e-05, "epoch": 0.20915905010157468, "percentage": 20.92, "elapsed_time": "5:50:14", "remaining_time": "22:04:16"} +{"current_steps": 9460, "total_steps": 45204, "loss": 0.4081, "learning_rate": 1.7915518020122715e-05, "epoch": 0.20926965774308795, "percentage": 20.93, "elapsed_time": "5:50:26", "remaining_time": "22:04:07"} +{"current_steps": 9465, "total_steps": 45204, "loss": 0.414, "learning_rate": 1.791339402024935e-05, "epoch": 0.2093802653846012, "percentage": 20.94, "elapsed_time": "5:50:36", "remaining_time": "22:03:50"} +{"current_steps": 9470, "total_steps": 45204, "loss": 0.4682, "learning_rate": 1.791126906483613e-05, "epoch": 0.20949087302611447, "percentage": 20.95, "elapsed_time": "5:50:48", "remaining_time": "22:03:43"} +{"current_steps": 9475, "total_steps": 45204, "loss": 0.345, "learning_rate": 1.7909143154139636e-05, "epoch": 0.20960148066762774, "percentage": 20.96, "elapsed_time": "5:50:58", "remaining_time": "22:03:29"} +{"current_steps": 9480, "total_steps": 45204, "loss": 0.3491, "learning_rate": 1.7907016288416572e-05, "epoch": 0.20971208830914098, "percentage": 20.97, "elapsed_time": "5:51:06", "remaining_time": "22:03:07"} +{"current_steps": 9485, "total_steps": 45204, "loss": 0.5177, "learning_rate": 1.790488846792376e-05, "epoch": 0.20982269595065425, "percentage": 20.98, "elapsed_time": "5:51:18", "remaining_time": "22:02:57"} +{"current_steps": 9490, "total_steps": 45204, "loss": 0.3296, "learning_rate": 1.7902759692918134e-05, "epoch": 0.2099333035921675, "percentage": 20.99, "elapsed_time": "5:51:27", "remaining_time": "22:02:38"} +{"current_steps": 9495, "total_steps": 45204, "loss": 0.463, "learning_rate": 1.7900629963656738e-05, "epoch": 0.21004391123368077, "percentage": 21.0, "elapsed_time": "5:51:38", "remaining_time": "22:02:28"} +{"current_steps": 9500, "total_steps": 45204, "loss": 0.326, "learning_rate": 1.789849928039674e-05, "epoch": 0.210154518875194, "percentage": 21.02, "elapsed_time": "5:51:51", "remaining_time": "22:02:22"} +{"current_steps": 9505, "total_steps": 45204, "loss": 0.3932, "learning_rate": 1.7896367643395422e-05, "epoch": 0.21026512651670728, "percentage": 21.03, "elapsed_time": "5:52:00", "remaining_time": "22:02:05"} +{"current_steps": 9510, "total_steps": 45204, "loss": 0.3962, "learning_rate": 1.7894235052910172e-05, "epoch": 0.21037573415822056, "percentage": 21.04, "elapsed_time": "5:52:14", "remaining_time": "22:02:05"} +{"current_steps": 9515, "total_steps": 45204, "loss": 0.3684, "learning_rate": 1.7892101509198502e-05, "epoch": 0.2104863417997338, "percentage": 21.05, "elapsed_time": "5:52:26", "remaining_time": "22:01:57"} +{"current_steps": 9520, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.788996701251804e-05, "epoch": 0.21059694944124707, "percentage": 21.06, "elapsed_time": "5:52:37", "remaining_time": "22:01:44"} +{"current_steps": 9525, "total_steps": 45204, "loss": 0.438, "learning_rate": 1.7887831563126517e-05, "epoch": 0.21070755708276032, "percentage": 21.07, "elapsed_time": "5:52:48", "remaining_time": "22:01:33"} +{"current_steps": 9530, "total_steps": 45204, "loss": 0.3356, "learning_rate": 1.78856951612818e-05, "epoch": 0.2108181647242736, "percentage": 21.08, "elapsed_time": "5:52:57", "remaining_time": "22:01:12"} +{"current_steps": 9535, "total_steps": 45204, "loss": 0.3581, "learning_rate": 1.7883557807241852e-05, "epoch": 0.21092877236578683, "percentage": 21.09, "elapsed_time": "5:53:07", "remaining_time": "22:00:58"} +{"current_steps": 9540, "total_steps": 45204, "loss": 0.4344, "learning_rate": 1.7881419501264754e-05, "epoch": 0.2110393800073001, "percentage": 21.1, "elapsed_time": "5:53:19", "remaining_time": "22:00:50"} +{"current_steps": 9545, "total_steps": 45204, "loss": 0.3526, "learning_rate": 1.7879280243608714e-05, "epoch": 0.21114998764881338, "percentage": 21.12, "elapsed_time": "5:53:31", "remaining_time": "22:00:44"} +{"current_steps": 9550, "total_steps": 45204, "loss": 0.309, "learning_rate": 1.7877140034532044e-05, "epoch": 0.21126059529032662, "percentage": 21.13, "elapsed_time": "5:53:42", "remaining_time": "22:00:33"} +{"current_steps": 9555, "total_steps": 45204, "loss": 0.4658, "learning_rate": 1.787499887429317e-05, "epoch": 0.2113712029318399, "percentage": 21.14, "elapsed_time": "5:53:52", "remaining_time": "22:00:18"} +{"current_steps": 9560, "total_steps": 45204, "loss": 0.2624, "learning_rate": 1.787285676315064e-05, "epoch": 0.21148181057335314, "percentage": 21.15, "elapsed_time": "5:54:02", "remaining_time": "22:00:01"} +{"current_steps": 9565, "total_steps": 45204, "loss": 0.2954, "learning_rate": 1.7870713701363115e-05, "epoch": 0.2115924182148664, "percentage": 21.16, "elapsed_time": "5:54:14", "remaining_time": "21:59:53"} +{"current_steps": 9570, "total_steps": 45204, "loss": 0.3258, "learning_rate": 1.7868569689189363e-05, "epoch": 0.21170302585637965, "percentage": 21.17, "elapsed_time": "5:54:24", "remaining_time": "21:59:36"} +{"current_steps": 9575, "total_steps": 45204, "loss": 0.5247, "learning_rate": 1.7866424726888277e-05, "epoch": 0.21181363349789292, "percentage": 21.18, "elapsed_time": "5:54:35", "remaining_time": "21:59:28"} +{"current_steps": 9580, "total_steps": 45204, "loss": 0.4865, "learning_rate": 1.786427881471886e-05, "epoch": 0.2119242411394062, "percentage": 21.19, "elapsed_time": "5:54:48", "remaining_time": "21:59:22"} +{"current_steps": 9585, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.7862131952940232e-05, "epoch": 0.21203484878091944, "percentage": 21.2, "elapsed_time": "5:54:58", "remaining_time": "21:59:07"} +{"current_steps": 9590, "total_steps": 45204, "loss": 0.3365, "learning_rate": 1.7859984141811623e-05, "epoch": 0.2121454564224327, "percentage": 21.21, "elapsed_time": "5:55:08", "remaining_time": "21:58:53"} +{"current_steps": 9595, "total_steps": 45204, "loss": 0.4063, "learning_rate": 1.7857835381592377e-05, "epoch": 0.21225606406394595, "percentage": 21.23, "elapsed_time": "5:55:20", "remaining_time": "21:58:45"} +{"current_steps": 9600, "total_steps": 45204, "loss": 0.5415, "learning_rate": 1.7855685672541966e-05, "epoch": 0.21236667170545923, "percentage": 21.24, "elapsed_time": "5:55:30", "remaining_time": "21:58:27"} +{"current_steps": 9605, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.7853535014919957e-05, "epoch": 0.2124772793469725, "percentage": 21.25, "elapsed_time": "5:55:40", "remaining_time": "21:58:15"} +{"current_steps": 9610, "total_steps": 45204, "loss": 0.47, "learning_rate": 1.785138340898605e-05, "epoch": 0.21258788698848574, "percentage": 21.26, "elapsed_time": "5:55:52", "remaining_time": "21:58:08"} +{"current_steps": 9615, "total_steps": 45204, "loss": 0.3804, "learning_rate": 1.784923085500004e-05, "epoch": 0.212698494629999, "percentage": 21.27, "elapsed_time": "5:56:04", "remaining_time": "21:57:57"} +{"current_steps": 9620, "total_steps": 45204, "loss": 0.3579, "learning_rate": 1.784707735322186e-05, "epoch": 0.21280910227151226, "percentage": 21.28, "elapsed_time": "5:56:14", "remaining_time": "21:57:45"} +{"current_steps": 9625, "total_steps": 45204, "loss": 0.2633, "learning_rate": 1.784492290391153e-05, "epoch": 0.21291970991302553, "percentage": 21.29, "elapsed_time": "5:56:24", "remaining_time": "21:57:27"} +{"current_steps": 9630, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.7842767507329216e-05, "epoch": 0.21303031755453877, "percentage": 21.3, "elapsed_time": "5:56:35", "remaining_time": "21:57:16"} +{"current_steps": 9635, "total_steps": 45204, "loss": 0.383, "learning_rate": 1.7840611163735172e-05, "epoch": 0.21314092519605204, "percentage": 21.31, "elapsed_time": "5:56:47", "remaining_time": "21:57:07"} +{"current_steps": 9640, "total_steps": 45204, "loss": 0.4409, "learning_rate": 1.783845387338977e-05, "epoch": 0.21325153283756532, "percentage": 21.33, "elapsed_time": "5:56:57", "remaining_time": "21:56:54"} +{"current_steps": 9645, "total_steps": 45204, "loss": 0.3124, "learning_rate": 1.7836295636553514e-05, "epoch": 0.21336214047907856, "percentage": 21.34, "elapsed_time": "5:57:07", "remaining_time": "21:56:39"} +{"current_steps": 9650, "total_steps": 45204, "loss": 0.3219, "learning_rate": 1.7834136453487e-05, "epoch": 0.21347274812059183, "percentage": 21.35, "elapsed_time": "5:57:17", "remaining_time": "21:56:22"} +{"current_steps": 9655, "total_steps": 45204, "loss": 0.4213, "learning_rate": 1.783197632445096e-05, "epoch": 0.21358335576210508, "percentage": 21.36, "elapsed_time": "5:57:26", "remaining_time": "21:56:05"} +{"current_steps": 9660, "total_steps": 45204, "loss": 0.3338, "learning_rate": 1.782981524970622e-05, "epoch": 0.21369396340361835, "percentage": 21.37, "elapsed_time": "5:57:37", "remaining_time": "21:55:52"} +{"current_steps": 9665, "total_steps": 45204, "loss": 0.4744, "learning_rate": 1.7827653229513728e-05, "epoch": 0.2138045710451316, "percentage": 21.38, "elapsed_time": "5:57:50", "remaining_time": "21:55:48"} +{"current_steps": 9670, "total_steps": 45204, "loss": 0.432, "learning_rate": 1.7825490264134553e-05, "epoch": 0.21391517868664486, "percentage": 21.39, "elapsed_time": "5:58:03", "remaining_time": "21:55:43"} +{"current_steps": 9675, "total_steps": 45204, "loss": 0.405, "learning_rate": 1.782332635382987e-05, "epoch": 0.21402578632815814, "percentage": 21.4, "elapsed_time": "5:58:14", "remaining_time": "21:55:32"} +{"current_steps": 9680, "total_steps": 45204, "loss": 0.2798, "learning_rate": 1.7821161498860974e-05, "epoch": 0.21413639396967138, "percentage": 21.41, "elapsed_time": "5:58:26", "remaining_time": "21:55:25"} +{"current_steps": 9685, "total_steps": 45204, "loss": 0.3693, "learning_rate": 1.7818995699489264e-05, "epoch": 0.21424700161118465, "percentage": 21.43, "elapsed_time": "5:58:37", "remaining_time": "21:55:14"} +{"current_steps": 9690, "total_steps": 45204, "loss": 0.4579, "learning_rate": 1.7816828955976263e-05, "epoch": 0.2143576092526979, "percentage": 21.44, "elapsed_time": "5:58:48", "remaining_time": "21:55:01"} +{"current_steps": 9695, "total_steps": 45204, "loss": 0.3583, "learning_rate": 1.7814661268583608e-05, "epoch": 0.21446821689421117, "percentage": 21.45, "elapsed_time": "5:59:00", "remaining_time": "21:54:53"} +{"current_steps": 9700, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.781249263757304e-05, "epoch": 0.21457882453572444, "percentage": 21.46, "elapsed_time": "5:59:12", "remaining_time": "21:54:46"} +{"current_steps": 9705, "total_steps": 45204, "loss": 0.3888, "learning_rate": 1.7810323063206426e-05, "epoch": 0.21468943217723768, "percentage": 21.47, "elapsed_time": "5:59:24", "remaining_time": "21:54:40"} +{"current_steps": 9710, "total_steps": 45204, "loss": 0.4706, "learning_rate": 1.7808152545745736e-05, "epoch": 0.21480003981875095, "percentage": 21.48, "elapsed_time": "5:59:37", "remaining_time": "21:54:35"} +{"current_steps": 9715, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.7805981085453065e-05, "epoch": 0.2149106474602642, "percentage": 21.49, "elapsed_time": "5:59:48", "remaining_time": "21:54:24"} +{"current_steps": 9720, "total_steps": 45204, "loss": 0.2987, "learning_rate": 1.7803808682590614e-05, "epoch": 0.21502125510177747, "percentage": 21.5, "elapsed_time": "5:59:59", "remaining_time": "21:54:10"} +{"current_steps": 9725, "total_steps": 45204, "loss": 0.4493, "learning_rate": 1.78016353374207e-05, "epoch": 0.2151318627432907, "percentage": 21.51, "elapsed_time": "6:00:10", "remaining_time": "21:54:00"} +{"current_steps": 9730, "total_steps": 45204, "loss": 0.4645, "learning_rate": 1.7799461050205748e-05, "epoch": 0.21524247038480399, "percentage": 21.52, "elapsed_time": "6:00:23", "remaining_time": "21:53:55"} +{"current_steps": 9735, "total_steps": 45204, "loss": 0.2342, "learning_rate": 1.779728582120831e-05, "epoch": 0.21535307802631726, "percentage": 21.54, "elapsed_time": "6:00:33", "remaining_time": "21:53:39"} +{"current_steps": 9740, "total_steps": 45204, "loss": 0.3782, "learning_rate": 1.7795109650691045e-05, "epoch": 0.2154636856678305, "percentage": 21.55, "elapsed_time": "6:00:46", "remaining_time": "21:53:35"} +{"current_steps": 9745, "total_steps": 45204, "loss": 0.481, "learning_rate": 1.779293253891672e-05, "epoch": 0.21557429330934377, "percentage": 21.56, "elapsed_time": "6:00:55", "remaining_time": "21:53:18"} +{"current_steps": 9750, "total_steps": 45204, "loss": 0.3542, "learning_rate": 1.7790754486148224e-05, "epoch": 0.21568490095085702, "percentage": 21.57, "elapsed_time": "6:01:06", "remaining_time": "21:53:06"} +{"current_steps": 9755, "total_steps": 45204, "loss": 0.2772, "learning_rate": 1.7788575492648554e-05, "epoch": 0.2157955085923703, "percentage": 21.58, "elapsed_time": "6:01:15", "remaining_time": "21:52:47"} +{"current_steps": 9760, "total_steps": 45204, "loss": 0.3234, "learning_rate": 1.7786395558680824e-05, "epoch": 0.21590611623388353, "percentage": 21.59, "elapsed_time": "6:01:25", "remaining_time": "21:52:32"} +{"current_steps": 9765, "total_steps": 45204, "loss": 0.4029, "learning_rate": 1.7784214684508256e-05, "epoch": 0.2160167238753968, "percentage": 21.6, "elapsed_time": "6:01:37", "remaining_time": "21:52:24"} +{"current_steps": 9770, "total_steps": 45204, "loss": 0.3241, "learning_rate": 1.77820328703942e-05, "epoch": 0.21612733151691008, "percentage": 21.61, "elapsed_time": "6:01:46", "remaining_time": "21:52:03"} +{"current_steps": 9775, "total_steps": 45204, "loss": 0.3768, "learning_rate": 1.77798501166021e-05, "epoch": 0.21623793915842332, "percentage": 21.62, "elapsed_time": "6:01:54", "remaining_time": "21:51:42"} +{"current_steps": 9780, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.7777666423395522e-05, "epoch": 0.2163485467999366, "percentage": 21.64, "elapsed_time": "6:02:06", "remaining_time": "21:51:35"} +{"current_steps": 9785, "total_steps": 45204, "loss": 0.3074, "learning_rate": 1.7775481791038155e-05, "epoch": 0.21645915444144984, "percentage": 21.65, "elapsed_time": "6:02:18", "remaining_time": "21:51:28"} +{"current_steps": 9790, "total_steps": 45204, "loss": 0.4133, "learning_rate": 1.7773296219793788e-05, "epoch": 0.2165697620829631, "percentage": 21.66, "elapsed_time": "6:02:29", "remaining_time": "21:51:14"} +{"current_steps": 9795, "total_steps": 45204, "loss": 0.434, "learning_rate": 1.7771109709926327e-05, "epoch": 0.21668036972447635, "percentage": 21.67, "elapsed_time": "6:02:40", "remaining_time": "21:51:05"} +{"current_steps": 9800, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.776892226169979e-05, "epoch": 0.21679097736598962, "percentage": 21.68, "elapsed_time": "6:02:50", "remaining_time": "21:50:49"} +{"current_steps": 9805, "total_steps": 45204, "loss": 0.4477, "learning_rate": 1.776673387537832e-05, "epoch": 0.2169015850075029, "percentage": 21.69, "elapsed_time": "6:03:01", "remaining_time": "21:50:36"} +{"current_steps": 9810, "total_steps": 45204, "loss": 0.3468, "learning_rate": 1.776454455122615e-05, "epoch": 0.21701219264901614, "percentage": 21.7, "elapsed_time": "6:03:12", "remaining_time": "21:50:25"} +{"current_steps": 9815, "total_steps": 45204, "loss": 0.3638, "learning_rate": 1.7762354289507654e-05, "epoch": 0.2171228002905294, "percentage": 21.71, "elapsed_time": "6:03:21", "remaining_time": "21:50:07"} +{"current_steps": 9820, "total_steps": 45204, "loss": 0.4184, "learning_rate": 1.77601630904873e-05, "epoch": 0.21723340793204265, "percentage": 21.72, "elapsed_time": "6:03:34", "remaining_time": "21:50:02"} +{"current_steps": 9825, "total_steps": 45204, "loss": 0.456, "learning_rate": 1.7757970954429674e-05, "epoch": 0.21734401557355593, "percentage": 21.73, "elapsed_time": "6:03:45", "remaining_time": "21:49:52"} +{"current_steps": 9830, "total_steps": 45204, "loss": 0.5194, "learning_rate": 1.7755777881599475e-05, "epoch": 0.2174546232150692, "percentage": 21.75, "elapsed_time": "6:03:57", "remaining_time": "21:49:45"} +{"current_steps": 9835, "total_steps": 45204, "loss": 0.3871, "learning_rate": 1.7753583872261514e-05, "epoch": 0.21756523085658244, "percentage": 21.76, "elapsed_time": "6:04:08", "remaining_time": "21:49:32"} +{"current_steps": 9840, "total_steps": 45204, "loss": 0.3373, "learning_rate": 1.775138892668072e-05, "epoch": 0.21767583849809571, "percentage": 21.77, "elapsed_time": "6:04:19", "remaining_time": "21:49:20"} +{"current_steps": 9845, "total_steps": 45204, "loss": 0.4546, "learning_rate": 1.7749193045122137e-05, "epoch": 0.21778644613960896, "percentage": 21.78, "elapsed_time": "6:04:30", "remaining_time": "21:49:07"} +{"current_steps": 9850, "total_steps": 45204, "loss": 0.3023, "learning_rate": 1.7746996227850908e-05, "epoch": 0.21789705378112223, "percentage": 21.79, "elapsed_time": "6:04:42", "remaining_time": "21:49:00"} +{"current_steps": 9855, "total_steps": 45204, "loss": 0.3599, "learning_rate": 1.77447984751323e-05, "epoch": 0.21800766142263547, "percentage": 21.8, "elapsed_time": "6:04:51", "remaining_time": "21:48:44"} +{"current_steps": 9860, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.7742599787231695e-05, "epoch": 0.21811826906414875, "percentage": 21.81, "elapsed_time": "6:05:03", "remaining_time": "21:48:36"} +{"current_steps": 9865, "total_steps": 45204, "loss": 0.4523, "learning_rate": 1.7740400164414584e-05, "epoch": 0.21822887670566202, "percentage": 21.82, "elapsed_time": "6:05:14", "remaining_time": "21:48:23"} +{"current_steps": 9870, "total_steps": 45204, "loss": 0.3792, "learning_rate": 1.7738199606946564e-05, "epoch": 0.21833948434717526, "percentage": 21.83, "elapsed_time": "6:05:28", "remaining_time": "21:48:22"} +{"current_steps": 9875, "total_steps": 45204, "loss": 0.3467, "learning_rate": 1.773599811509336e-05, "epoch": 0.21845009198868853, "percentage": 21.85, "elapsed_time": "6:05:38", "remaining_time": "21:48:07"} +{"current_steps": 9880, "total_steps": 45204, "loss": 0.3234, "learning_rate": 1.773379568912079e-05, "epoch": 0.21856069963020178, "percentage": 21.86, "elapsed_time": "6:05:48", "remaining_time": "21:47:52"} +{"current_steps": 9885, "total_steps": 45204, "loss": 0.3541, "learning_rate": 1.7731592329294812e-05, "epoch": 0.21867130727171505, "percentage": 21.87, "elapsed_time": "6:05:57", "remaining_time": "21:47:35"} +{"current_steps": 9890, "total_steps": 45204, "loss": 0.2367, "learning_rate": 1.7729388035881468e-05, "epoch": 0.2187819149132283, "percentage": 21.88, "elapsed_time": "6:06:08", "remaining_time": "21:47:23"} +{"current_steps": 9895, "total_steps": 45204, "loss": 0.3767, "learning_rate": 1.772718280914693e-05, "epoch": 0.21889252255474156, "percentage": 21.89, "elapsed_time": "6:06:19", "remaining_time": "21:47:11"} +{"current_steps": 9900, "total_steps": 45204, "loss": 0.5718, "learning_rate": 1.7724976649357485e-05, "epoch": 0.21900313019625484, "percentage": 21.9, "elapsed_time": "6:06:31", "remaining_time": "21:47:04"} +{"current_steps": 9905, "total_steps": 45204, "loss": 0.4478, "learning_rate": 1.7722769556779514e-05, "epoch": 0.21911373783776808, "percentage": 21.91, "elapsed_time": "6:06:41", "remaining_time": "21:46:48"} +{"current_steps": 9910, "total_steps": 45204, "loss": 0.3719, "learning_rate": 1.7720561531679533e-05, "epoch": 0.21922434547928135, "percentage": 21.92, "elapsed_time": "6:06:50", "remaining_time": "21:46:29"} +{"current_steps": 9915, "total_steps": 45204, "loss": 0.4699, "learning_rate": 1.7718352574324152e-05, "epoch": 0.2193349531207946, "percentage": 21.93, "elapsed_time": "6:07:02", "remaining_time": "21:46:20"} +{"current_steps": 9920, "total_steps": 45204, "loss": 0.3031, "learning_rate": 1.7716142684980108e-05, "epoch": 0.21944556076230787, "percentage": 21.94, "elapsed_time": "6:07:10", "remaining_time": "21:46:00"} +{"current_steps": 9925, "total_steps": 45204, "loss": 0.4064, "learning_rate": 1.771393186391424e-05, "epoch": 0.21955616840382114, "percentage": 21.96, "elapsed_time": "6:07:22", "remaining_time": "21:45:50"} +{"current_steps": 9930, "total_steps": 45204, "loss": 0.3561, "learning_rate": 1.771172011139351e-05, "epoch": 0.21966677604533438, "percentage": 21.97, "elapsed_time": "6:07:32", "remaining_time": "21:45:36"} +{"current_steps": 9935, "total_steps": 45204, "loss": 0.3781, "learning_rate": 1.770950742768498e-05, "epoch": 0.21977738368684765, "percentage": 21.98, "elapsed_time": "6:07:43", "remaining_time": "21:45:25"} +{"current_steps": 9940, "total_steps": 45204, "loss": 0.4549, "learning_rate": 1.7707293813055833e-05, "epoch": 0.2198879913283609, "percentage": 21.99, "elapsed_time": "6:07:58", "remaining_time": "21:45:26"} +{"current_steps": 9945, "total_steps": 45204, "loss": 0.4619, "learning_rate": 1.7705079267773366e-05, "epoch": 0.21999859896987417, "percentage": 22.0, "elapsed_time": "6:08:08", "remaining_time": "21:45:10"} +{"current_steps": 9950, "total_steps": 45204, "loss": 0.4938, "learning_rate": 1.770286379210498e-05, "epoch": 0.22010920661138741, "percentage": 22.01, "elapsed_time": "6:08:19", "remaining_time": "21:45:02"} +{"current_steps": 9955, "total_steps": 45204, "loss": 0.3511, "learning_rate": 1.7700647386318195e-05, "epoch": 0.2202198142529007, "percentage": 22.02, "elapsed_time": "6:08:29", "remaining_time": "21:44:47"} +{"current_steps": 9960, "total_steps": 45204, "loss": 0.3417, "learning_rate": 1.769843005068064e-05, "epoch": 0.22033042189441396, "percentage": 22.03, "elapsed_time": "6:08:40", "remaining_time": "21:44:35"} +{"current_steps": 9965, "total_steps": 45204, "loss": 0.4267, "learning_rate": 1.769621178546006e-05, "epoch": 0.2204410295359272, "percentage": 22.04, "elapsed_time": "6:08:51", "remaining_time": "21:44:21"} +{"current_steps": 9970, "total_steps": 45204, "loss": 0.3511, "learning_rate": 1.7693992590924308e-05, "epoch": 0.22055163717744047, "percentage": 22.06, "elapsed_time": "6:09:01", "remaining_time": "21:44:08"} +{"current_steps": 9975, "total_steps": 45204, "loss": 0.3065, "learning_rate": 1.769177246734135e-05, "epoch": 0.22066224481895372, "percentage": 22.07, "elapsed_time": "6:09:13", "remaining_time": "21:44:00"} +{"current_steps": 9980, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.7689551414979266e-05, "epoch": 0.220772852460467, "percentage": 22.08, "elapsed_time": "6:09:24", "remaining_time": "21:43:48"} +{"current_steps": 9985, "total_steps": 45204, "loss": 0.3494, "learning_rate": 1.7687329434106247e-05, "epoch": 0.22088346010198023, "percentage": 22.09, "elapsed_time": "6:09:36", "remaining_time": "21:43:40"} +{"current_steps": 9990, "total_steps": 45204, "loss": 0.3905, "learning_rate": 1.76851065249906e-05, "epoch": 0.2209940677434935, "percentage": 22.1, "elapsed_time": "6:09:48", "remaining_time": "21:43:31"} +{"current_steps": 9995, "total_steps": 45204, "loss": 0.3549, "learning_rate": 1.768288268790074e-05, "epoch": 0.22110467538500678, "percentage": 22.11, "elapsed_time": "6:09:58", "remaining_time": "21:43:17"} +{"current_steps": 10000, "total_steps": 45204, "loss": 0.3494, "learning_rate": 1.768065792310519e-05, "epoch": 0.22121528302652002, "percentage": 22.12, "elapsed_time": "6:10:10", "remaining_time": "21:43:09"} +{"current_steps": 10005, "total_steps": 45204, "loss": 0.2631, "learning_rate": 1.767843223087259e-05, "epoch": 0.2213258906680333, "percentage": 22.13, "elapsed_time": "6:10:20", "remaining_time": "21:42:53"} +{"current_steps": 10010, "total_steps": 45204, "loss": 0.345, "learning_rate": 1.7676205611471698e-05, "epoch": 0.22143649830954654, "percentage": 22.14, "elapsed_time": "6:10:31", "remaining_time": "21:42:41"} +{"current_steps": 10015, "total_steps": 45204, "loss": 0.4194, "learning_rate": 1.7673978065171373e-05, "epoch": 0.2215471059510598, "percentage": 22.16, "elapsed_time": "6:10:41", "remaining_time": "21:42:29"} +{"current_steps": 10020, "total_steps": 45204, "loss": 0.5964, "learning_rate": 1.7671749592240588e-05, "epoch": 0.22165771359257305, "percentage": 22.17, "elapsed_time": "6:10:56", "remaining_time": "21:42:31"} +{"current_steps": 10025, "total_steps": 45204, "loss": 0.4222, "learning_rate": 1.7669520192948436e-05, "epoch": 0.22176832123408632, "percentage": 22.18, "elapsed_time": "6:11:08", "remaining_time": "21:42:22"} +{"current_steps": 10030, "total_steps": 45204, "loss": 0.3166, "learning_rate": 1.7667289867564114e-05, "epoch": 0.2218789288755996, "percentage": 22.19, "elapsed_time": "6:11:18", "remaining_time": "21:42:06"} +{"current_steps": 10035, "total_steps": 45204, "loss": 0.3977, "learning_rate": 1.766505861635693e-05, "epoch": 0.22198953651711284, "percentage": 22.2, "elapsed_time": "6:11:29", "remaining_time": "21:41:57"} +{"current_steps": 10040, "total_steps": 45204, "loss": 0.5402, "learning_rate": 1.7662826439596314e-05, "epoch": 0.2221001441586261, "percentage": 22.21, "elapsed_time": "6:11:42", "remaining_time": "21:41:52"} +{"current_steps": 10045, "total_steps": 45204, "loss": 0.4372, "learning_rate": 1.7660593337551793e-05, "epoch": 0.22221075180013936, "percentage": 22.22, "elapsed_time": "6:11:53", "remaining_time": "21:41:39"} +{"current_steps": 10050, "total_steps": 45204, "loss": 0.4293, "learning_rate": 1.765835931049302e-05, "epoch": 0.22232135944165263, "percentage": 22.23, "elapsed_time": "6:12:04", "remaining_time": "21:41:30"} +{"current_steps": 10055, "total_steps": 45204, "loss": 0.4637, "learning_rate": 1.7656124358689746e-05, "epoch": 0.2224319670831659, "percentage": 22.24, "elapsed_time": "6:12:17", "remaining_time": "21:41:25"} +{"current_steps": 10060, "total_steps": 45204, "loss": 0.2179, "learning_rate": 1.765388848241185e-05, "epoch": 0.22254257472467914, "percentage": 22.25, "elapsed_time": "6:12:26", "remaining_time": "21:41:04"} +{"current_steps": 10065, "total_steps": 45204, "loss": 0.3787, "learning_rate": 1.7651651681929304e-05, "epoch": 0.22265318236619241, "percentage": 22.27, "elapsed_time": "6:12:37", "remaining_time": "21:40:53"} +{"current_steps": 10070, "total_steps": 45204, "loss": 0.4416, "learning_rate": 1.7649413957512206e-05, "epoch": 0.22276379000770566, "percentage": 22.28, "elapsed_time": "6:12:47", "remaining_time": "21:40:38"} +{"current_steps": 10075, "total_steps": 45204, "loss": 0.3395, "learning_rate": 1.764717530943076e-05, "epoch": 0.22287439764921893, "percentage": 22.29, "elapsed_time": "6:12:57", "remaining_time": "21:40:23"} +{"current_steps": 10080, "total_steps": 45204, "loss": 0.2157, "learning_rate": 1.764493573795528e-05, "epoch": 0.22298500529073217, "percentage": 22.3, "elapsed_time": "6:13:05", "remaining_time": "21:40:03"} +{"current_steps": 10085, "total_steps": 45204, "loss": 0.541, "learning_rate": 1.7642695243356194e-05, "epoch": 0.22309561293224545, "percentage": 22.31, "elapsed_time": "6:13:18", "remaining_time": "21:39:57"} +{"current_steps": 10090, "total_steps": 45204, "loss": 0.3136, "learning_rate": 1.7640453825904045e-05, "epoch": 0.22320622057375872, "percentage": 22.32, "elapsed_time": "6:13:28", "remaining_time": "21:39:42"} +{"current_steps": 10095, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.763821148586948e-05, "epoch": 0.22331682821527196, "percentage": 22.33, "elapsed_time": "6:13:37", "remaining_time": "21:39:26"} +{"current_steps": 10100, "total_steps": 45204, "loss": 0.6231, "learning_rate": 1.7635968223523258e-05, "epoch": 0.22342743585678523, "percentage": 22.34, "elapsed_time": "6:13:52", "remaining_time": "21:39:26"} +{"current_steps": 10105, "total_steps": 45204, "loss": 0.4675, "learning_rate": 1.763372403913626e-05, "epoch": 0.22353804349829848, "percentage": 22.35, "elapsed_time": "6:14:02", "remaining_time": "21:39:13"} +{"current_steps": 10110, "total_steps": 45204, "loss": 0.442, "learning_rate": 1.763147893297946e-05, "epoch": 0.22364865113981175, "percentage": 22.37, "elapsed_time": "6:14:11", "remaining_time": "21:38:54"} +{"current_steps": 10115, "total_steps": 45204, "loss": 0.4355, "learning_rate": 1.7629232905323967e-05, "epoch": 0.223759258781325, "percentage": 22.38, "elapsed_time": "6:14:21", "remaining_time": "21:38:40"} +{"current_steps": 10120, "total_steps": 45204, "loss": 0.4448, "learning_rate": 1.7626985956440976e-05, "epoch": 0.22386986642283827, "percentage": 22.39, "elapsed_time": "6:14:31", "remaining_time": "21:38:22"} +{"current_steps": 10125, "total_steps": 45204, "loss": 0.354, "learning_rate": 1.7624738086601816e-05, "epoch": 0.22398047406435154, "percentage": 22.4, "elapsed_time": "6:14:43", "remaining_time": "21:38:14"} +{"current_steps": 10130, "total_steps": 45204, "loss": 0.3466, "learning_rate": 1.7622489296077906e-05, "epoch": 0.22409108170586478, "percentage": 22.41, "elapsed_time": "6:14:54", "remaining_time": "21:38:03"} +{"current_steps": 10135, "total_steps": 45204, "loss": 0.3413, "learning_rate": 1.7620239585140793e-05, "epoch": 0.22420168934737805, "percentage": 22.42, "elapsed_time": "6:15:04", "remaining_time": "21:37:51"} +{"current_steps": 10140, "total_steps": 45204, "loss": 0.4429, "learning_rate": 1.761798895406213e-05, "epoch": 0.2243122969888913, "percentage": 22.43, "elapsed_time": "6:15:15", "remaining_time": "21:37:37"} +{"current_steps": 10145, "total_steps": 45204, "loss": 0.5018, "learning_rate": 1.761573740311368e-05, "epoch": 0.22442290463040457, "percentage": 22.44, "elapsed_time": "6:15:27", "remaining_time": "21:37:29"} +{"current_steps": 10150, "total_steps": 45204, "loss": 0.437, "learning_rate": 1.761348493256731e-05, "epoch": 0.2245335122719178, "percentage": 22.45, "elapsed_time": "6:15:40", "remaining_time": "21:37:24"} +{"current_steps": 10155, "total_steps": 45204, "loss": 0.3818, "learning_rate": 1.761123154269501e-05, "epoch": 0.22464411991343108, "percentage": 22.46, "elapsed_time": "6:15:50", "remaining_time": "21:37:12"} +{"current_steps": 10160, "total_steps": 45204, "loss": 0.4881, "learning_rate": 1.7608977233768877e-05, "epoch": 0.22475472755494436, "percentage": 22.48, "elapsed_time": "6:16:05", "remaining_time": "21:37:11"} +{"current_steps": 10165, "total_steps": 45204, "loss": 0.544, "learning_rate": 1.760672200606112e-05, "epoch": 0.2248653351964576, "percentage": 22.49, "elapsed_time": "6:16:17", "remaining_time": "21:37:06"} +{"current_steps": 10170, "total_steps": 45204, "loss": 0.4431, "learning_rate": 1.760446585984405e-05, "epoch": 0.22497594283797087, "percentage": 22.5, "elapsed_time": "6:16:28", "remaining_time": "21:36:52"} +{"current_steps": 10175, "total_steps": 45204, "loss": 0.4629, "learning_rate": 1.76022087953901e-05, "epoch": 0.22508655047948412, "percentage": 22.51, "elapsed_time": "6:16:39", "remaining_time": "21:36:41"} +{"current_steps": 10180, "total_steps": 45204, "loss": 0.3161, "learning_rate": 1.7599950812971815e-05, "epoch": 0.2251971581209974, "percentage": 22.52, "elapsed_time": "6:16:49", "remaining_time": "21:36:28"} +{"current_steps": 10185, "total_steps": 45204, "loss": 0.4152, "learning_rate": 1.7597691912861835e-05, "epoch": 0.22530776576251066, "percentage": 22.53, "elapsed_time": "6:16:58", "remaining_time": "21:36:08"} +{"current_steps": 10190, "total_steps": 45204, "loss": 0.4559, "learning_rate": 1.7595432095332933e-05, "epoch": 0.2254183734040239, "percentage": 22.54, "elapsed_time": "6:17:12", "remaining_time": "21:36:06"} +{"current_steps": 10195, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.759317136065797e-05, "epoch": 0.22552898104553717, "percentage": 22.55, "elapsed_time": "6:17:22", "remaining_time": "21:35:52"} +{"current_steps": 10200, "total_steps": 45204, "loss": 0.4049, "learning_rate": 1.7590909709109938e-05, "epoch": 0.22563958868705042, "percentage": 22.56, "elapsed_time": "6:17:32", "remaining_time": "21:35:36"} +{"current_steps": 10205, "total_steps": 45204, "loss": 0.446, "learning_rate": 1.7588647140961924e-05, "epoch": 0.2257501963285637, "percentage": 22.58, "elapsed_time": "6:17:43", "remaining_time": "21:35:25"} +{"current_steps": 10210, "total_steps": 45204, "loss": 0.5063, "learning_rate": 1.758638365648714e-05, "epoch": 0.22586080397007693, "percentage": 22.59, "elapsed_time": "6:17:54", "remaining_time": "21:35:16"} +{"current_steps": 10215, "total_steps": 45204, "loss": 0.3566, "learning_rate": 1.7584119255958895e-05, "epoch": 0.2259714116115902, "percentage": 22.6, "elapsed_time": "6:18:09", "remaining_time": "21:35:15"} +{"current_steps": 10220, "total_steps": 45204, "loss": 0.4533, "learning_rate": 1.7581853939650613e-05, "epoch": 0.22608201925310348, "percentage": 22.61, "elapsed_time": "6:18:21", "remaining_time": "21:35:08"} +{"current_steps": 10225, "total_steps": 45204, "loss": 0.3331, "learning_rate": 1.7579587707835837e-05, "epoch": 0.22619262689461672, "percentage": 22.62, "elapsed_time": "6:18:31", "remaining_time": "21:34:53"} +{"current_steps": 10230, "total_steps": 45204, "loss": 0.3762, "learning_rate": 1.757732056078821e-05, "epoch": 0.22630323453613, "percentage": 22.63, "elapsed_time": "6:18:42", "remaining_time": "21:34:43"} +{"current_steps": 10235, "total_steps": 45204, "loss": 0.34, "learning_rate": 1.7575052498781486e-05, "epoch": 0.22641384217764324, "percentage": 22.64, "elapsed_time": "6:18:52", "remaining_time": "21:34:28"} +{"current_steps": 10240, "total_steps": 45204, "loss": 0.435, "learning_rate": 1.757278352208954e-05, "epoch": 0.2265244498191565, "percentage": 22.65, "elapsed_time": "6:19:05", "remaining_time": "21:34:23"} +{"current_steps": 10245, "total_steps": 45204, "loss": 0.2356, "learning_rate": 1.7570513630986345e-05, "epoch": 0.22663505746066975, "percentage": 22.66, "elapsed_time": "6:19:15", "remaining_time": "21:34:08"} +{"current_steps": 10250, "total_steps": 45204, "loss": 0.3675, "learning_rate": 1.7568242825745993e-05, "epoch": 0.22674566510218302, "percentage": 22.67, "elapsed_time": "6:19:25", "remaining_time": "21:33:53"} +{"current_steps": 10255, "total_steps": 45204, "loss": 0.3083, "learning_rate": 1.756597110664268e-05, "epoch": 0.2268562727436963, "percentage": 22.69, "elapsed_time": "6:19:33", "remaining_time": "21:33:31"} +{"current_steps": 10260, "total_steps": 45204, "loss": 0.3414, "learning_rate": 1.7563698473950716e-05, "epoch": 0.22696688038520954, "percentage": 22.7, "elapsed_time": "6:19:45", "remaining_time": "21:33:22"} +{"current_steps": 10265, "total_steps": 45204, "loss": 0.4203, "learning_rate": 1.7561424927944523e-05, "epoch": 0.2270774880267228, "percentage": 22.71, "elapsed_time": "6:19:56", "remaining_time": "21:33:12"} +{"current_steps": 10270, "total_steps": 45204, "loss": 0.4003, "learning_rate": 1.7559150468898628e-05, "epoch": 0.22718809566823606, "percentage": 22.72, "elapsed_time": "6:20:06", "remaining_time": "21:32:57"} +{"current_steps": 10275, "total_steps": 45204, "loss": 0.4191, "learning_rate": 1.7556875097087675e-05, "epoch": 0.22729870330974933, "percentage": 22.73, "elapsed_time": "6:20:15", "remaining_time": "21:32:39"} +{"current_steps": 10280, "total_steps": 45204, "loss": 0.3978, "learning_rate": 1.755459881278641e-05, "epoch": 0.2274093109512626, "percentage": 22.74, "elapsed_time": "6:20:27", "remaining_time": "21:32:32"} +{"current_steps": 10285, "total_steps": 45204, "loss": 0.3511, "learning_rate": 1.7552321616269695e-05, "epoch": 0.22751991859277584, "percentage": 22.75, "elapsed_time": "6:20:37", "remaining_time": "21:32:15"} +{"current_steps": 10290, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.75500435078125e-05, "epoch": 0.22763052623428912, "percentage": 22.76, "elapsed_time": "6:20:47", "remaining_time": "21:32:00"} +{"current_steps": 10295, "total_steps": 45204, "loss": 0.2602, "learning_rate": 1.7547764487689912e-05, "epoch": 0.22774113387580236, "percentage": 22.77, "elapsed_time": "6:20:58", "remaining_time": "21:31:49"} +{"current_steps": 10300, "total_steps": 45204, "loss": 0.3451, "learning_rate": 1.754548455617711e-05, "epoch": 0.22785174151731563, "percentage": 22.79, "elapsed_time": "6:21:07", "remaining_time": "21:31:32"} +{"current_steps": 10305, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.7543203713549408e-05, "epoch": 0.22796234915882888, "percentage": 22.8, "elapsed_time": "6:21:19", "remaining_time": "21:31:23"} +{"current_steps": 10310, "total_steps": 45204, "loss": 0.294, "learning_rate": 1.754092196008221e-05, "epoch": 0.22807295680034215, "percentage": 22.81, "elapsed_time": "6:21:27", "remaining_time": "21:31:02"} +{"current_steps": 10315, "total_steps": 45204, "loss": 0.508, "learning_rate": 1.7538639296051037e-05, "epoch": 0.22818356444185542, "percentage": 22.82, "elapsed_time": "6:21:36", "remaining_time": "21:30:45"} +{"current_steps": 10320, "total_steps": 45204, "loss": 0.3052, "learning_rate": 1.7536355721731523e-05, "epoch": 0.22829417208336866, "percentage": 22.83, "elapsed_time": "6:21:46", "remaining_time": "21:30:30"} +{"current_steps": 10325, "total_steps": 45204, "loss": 0.4158, "learning_rate": 1.7534071237399408e-05, "epoch": 0.22840477972488193, "percentage": 22.84, "elapsed_time": "6:21:58", "remaining_time": "21:30:21"} +{"current_steps": 10330, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.753178584333054e-05, "epoch": 0.22851538736639518, "percentage": 22.85, "elapsed_time": "6:22:10", "remaining_time": "21:30:13"} +{"current_steps": 10335, "total_steps": 45204, "loss": 0.4072, "learning_rate": 1.752949953980088e-05, "epoch": 0.22862599500790845, "percentage": 22.86, "elapsed_time": "6:22:22", "remaining_time": "21:30:05"} +{"current_steps": 10340, "total_steps": 45204, "loss": 0.3684, "learning_rate": 1.75272123270865e-05, "epoch": 0.2287366026494217, "percentage": 22.87, "elapsed_time": "6:22:32", "remaining_time": "21:29:49"} +{"current_steps": 10345, "total_steps": 45204, "loss": 0.376, "learning_rate": 1.7524924205463584e-05, "epoch": 0.22884721029093497, "percentage": 22.89, "elapsed_time": "6:22:42", "remaining_time": "21:29:35"} +{"current_steps": 10350, "total_steps": 45204, "loss": 0.4563, "learning_rate": 1.7522635175208416e-05, "epoch": 0.22895781793244824, "percentage": 22.9, "elapsed_time": "6:22:54", "remaining_time": "21:29:28"} +{"current_steps": 10355, "total_steps": 45204, "loss": 0.3833, "learning_rate": 1.75203452365974e-05, "epoch": 0.22906842557396148, "percentage": 22.91, "elapsed_time": "6:23:03", "remaining_time": "21:29:10"} +{"current_steps": 10360, "total_steps": 45204, "loss": 0.2883, "learning_rate": 1.7518054389907035e-05, "epoch": 0.22917903321547475, "percentage": 22.92, "elapsed_time": "6:23:14", "remaining_time": "21:28:59"} +{"current_steps": 10365, "total_steps": 45204, "loss": 0.4435, "learning_rate": 1.7515762635413954e-05, "epoch": 0.229289640856988, "percentage": 22.93, "elapsed_time": "6:23:26", "remaining_time": "21:28:49"} +{"current_steps": 10370, "total_steps": 45204, "loss": 0.4311, "learning_rate": 1.7513469973394884e-05, "epoch": 0.22940024849850127, "percentage": 22.94, "elapsed_time": "6:23:38", "remaining_time": "21:28:42"} +{"current_steps": 10375, "total_steps": 45204, "loss": 0.3113, "learning_rate": 1.7511176404126653e-05, "epoch": 0.2295108561400145, "percentage": 22.95, "elapsed_time": "6:23:47", "remaining_time": "21:28:23"} +{"current_steps": 10380, "total_steps": 45204, "loss": 0.4052, "learning_rate": 1.750888192788622e-05, "epoch": 0.22962146378152778, "percentage": 22.96, "elapsed_time": "6:23:58", "remaining_time": "21:28:12"} +{"current_steps": 10385, "total_steps": 45204, "loss": 0.3843, "learning_rate": 1.750658654495063e-05, "epoch": 0.22973207142304106, "percentage": 22.97, "elapsed_time": "6:24:09", "remaining_time": "21:28:00"} +{"current_steps": 10390, "total_steps": 45204, "loss": 0.4055, "learning_rate": 1.750429025559706e-05, "epoch": 0.2298426790645543, "percentage": 22.98, "elapsed_time": "6:24:21", "remaining_time": "21:27:51"} +{"current_steps": 10395, "total_steps": 45204, "loss": 0.3271, "learning_rate": 1.7501993060102785e-05, "epoch": 0.22995328670606757, "percentage": 23.0, "elapsed_time": "6:24:29", "remaining_time": "21:27:31"} +{"current_steps": 10400, "total_steps": 45204, "loss": 0.4001, "learning_rate": 1.7499694958745187e-05, "epoch": 0.23006389434758082, "percentage": 23.01, "elapsed_time": "6:24:40", "remaining_time": "21:27:20"} +{"current_steps": 10405, "total_steps": 45204, "loss": 0.3932, "learning_rate": 1.7497395951801764e-05, "epoch": 0.2301745019890941, "percentage": 23.02, "elapsed_time": "6:24:50", "remaining_time": "21:27:04"} +{"current_steps": 10410, "total_steps": 45204, "loss": 0.3297, "learning_rate": 1.749509603955012e-05, "epoch": 0.23028510963060736, "percentage": 23.03, "elapsed_time": "6:25:01", "remaining_time": "21:26:52"} +{"current_steps": 10415, "total_steps": 45204, "loss": 0.4622, "learning_rate": 1.7492795222267967e-05, "epoch": 0.2303957172721206, "percentage": 23.04, "elapsed_time": "6:25:11", "remaining_time": "21:26:39"} +{"current_steps": 10420, "total_steps": 45204, "loss": 0.3752, "learning_rate": 1.749049350023313e-05, "epoch": 0.23050632491363388, "percentage": 23.05, "elapsed_time": "6:25:21", "remaining_time": "21:26:25"} +{"current_steps": 10425, "total_steps": 45204, "loss": 0.3881, "learning_rate": 1.7488190873723537e-05, "epoch": 0.23061693255514712, "percentage": 23.06, "elapsed_time": "6:25:31", "remaining_time": "21:26:10"} +{"current_steps": 10430, "total_steps": 45204, "loss": 0.2836, "learning_rate": 1.7485887343017233e-05, "epoch": 0.2307275401966604, "percentage": 23.07, "elapsed_time": "6:25:41", "remaining_time": "21:25:53"} +{"current_steps": 10435, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.748358290839237e-05, "epoch": 0.23083814783817364, "percentage": 23.08, "elapsed_time": "6:25:52", "remaining_time": "21:25:44"} +{"current_steps": 10440, "total_steps": 45204, "loss": 0.4428, "learning_rate": 1.7481277570127203e-05, "epoch": 0.2309487554796869, "percentage": 23.1, "elapsed_time": "6:26:02", "remaining_time": "21:25:29"} +{"current_steps": 10445, "total_steps": 45204, "loss": 0.4071, "learning_rate": 1.747897132850011e-05, "epoch": 0.23105936312120018, "percentage": 23.11, "elapsed_time": "6:26:16", "remaining_time": "21:25:27"} +{"current_steps": 10450, "total_steps": 45204, "loss": 0.4281, "learning_rate": 1.7476664183789558e-05, "epoch": 0.23116997076271342, "percentage": 23.12, "elapsed_time": "6:26:28", "remaining_time": "21:25:19"} +{"current_steps": 10455, "total_steps": 45204, "loss": 0.5431, "learning_rate": 1.7474356136274136e-05, "epoch": 0.2312805784042267, "percentage": 23.13, "elapsed_time": "6:26:40", "remaining_time": "21:25:10"} +{"current_steps": 10460, "total_steps": 45204, "loss": 0.5002, "learning_rate": 1.7472047186232547e-05, "epoch": 0.23139118604573994, "percentage": 23.14, "elapsed_time": "6:26:53", "remaining_time": "21:25:05"} +{"current_steps": 10465, "total_steps": 45204, "loss": 0.379, "learning_rate": 1.7469737333943594e-05, "epoch": 0.2315017936872532, "percentage": 23.15, "elapsed_time": "6:27:06", "remaining_time": "21:25:02"} +{"current_steps": 10470, "total_steps": 45204, "loss": 0.4214, "learning_rate": 1.746742657968618e-05, "epoch": 0.23161240132876645, "percentage": 23.16, "elapsed_time": "6:27:18", "remaining_time": "21:24:52"} +{"current_steps": 10475, "total_steps": 45204, "loss": 0.5025, "learning_rate": 1.7465114923739344e-05, "epoch": 0.23172300897027973, "percentage": 23.17, "elapsed_time": "6:27:29", "remaining_time": "21:24:41"} +{"current_steps": 10480, "total_steps": 45204, "loss": 0.4367, "learning_rate": 1.7462802366382208e-05, "epoch": 0.231833616611793, "percentage": 23.18, "elapsed_time": "6:27:39", "remaining_time": "21:24:28"} +{"current_steps": 10485, "total_steps": 45204, "loss": 0.4838, "learning_rate": 1.7460488907894017e-05, "epoch": 0.23194422425330624, "percentage": 23.19, "elapsed_time": "6:27:53", "remaining_time": "21:24:25"} +{"current_steps": 10490, "total_steps": 45204, "loss": 0.3668, "learning_rate": 1.7458174548554116e-05, "epoch": 0.2320548318948195, "percentage": 23.21, "elapsed_time": "6:28:04", "remaining_time": "21:24:15"} +{"current_steps": 10495, "total_steps": 45204, "loss": 0.4444, "learning_rate": 1.7455859288641965e-05, "epoch": 0.23216543953633276, "percentage": 23.22, "elapsed_time": "6:28:18", "remaining_time": "21:24:12"} +{"current_steps": 10500, "total_steps": 45204, "loss": 0.4942, "learning_rate": 1.7453543128437133e-05, "epoch": 0.23227604717784603, "percentage": 23.23, "elapsed_time": "6:28:34", "remaining_time": "21:24:16"} +{"current_steps": 10505, "total_steps": 45204, "loss": 0.4803, "learning_rate": 1.7451226068219293e-05, "epoch": 0.23238665481935927, "percentage": 23.24, "elapsed_time": "6:28:45", "remaining_time": "21:24:05"} +{"current_steps": 10510, "total_steps": 45204, "loss": 0.3042, "learning_rate": 1.744890810826823e-05, "epoch": 0.23249726246087254, "percentage": 23.25, "elapsed_time": "6:28:55", "remaining_time": "21:23:51"} +{"current_steps": 10515, "total_steps": 45204, "loss": 0.4326, "learning_rate": 1.7446589248863833e-05, "epoch": 0.23260787010238582, "percentage": 23.26, "elapsed_time": "6:29:07", "remaining_time": "21:23:42"} +{"current_steps": 10520, "total_steps": 45204, "loss": 0.3183, "learning_rate": 1.7444269490286113e-05, "epoch": 0.23271847774389906, "percentage": 23.27, "elapsed_time": "6:29:16", "remaining_time": "21:23:25"} +{"current_steps": 10525, "total_steps": 45204, "loss": 0.3946, "learning_rate": 1.7441948832815172e-05, "epoch": 0.23282908538541233, "percentage": 23.28, "elapsed_time": "6:29:27", "remaining_time": "21:23:13"} +{"current_steps": 10530, "total_steps": 45204, "loss": 0.3225, "learning_rate": 1.7439627276731236e-05, "epoch": 0.23293969302692558, "percentage": 23.29, "elapsed_time": "6:29:38", "remaining_time": "21:23:01"} +{"current_steps": 10535, "total_steps": 45204, "loss": 0.3729, "learning_rate": 1.7437304822314623e-05, "epoch": 0.23305030066843885, "percentage": 23.31, "elapsed_time": "6:29:48", "remaining_time": "21:22:49"} +{"current_steps": 10540, "total_steps": 45204, "loss": 0.2762, "learning_rate": 1.7434981469845774e-05, "epoch": 0.23316090830995212, "percentage": 23.32, "elapsed_time": "6:29:58", "remaining_time": "21:22:33"} +{"current_steps": 10545, "total_steps": 45204, "loss": 0.4088, "learning_rate": 1.7432657219605237e-05, "epoch": 0.23327151595146536, "percentage": 23.33, "elapsed_time": "6:30:07", "remaining_time": "21:22:15"} +{"current_steps": 10550, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.743033207187365e-05, "epoch": 0.23338212359297864, "percentage": 23.34, "elapsed_time": "6:30:17", "remaining_time": "21:22:01"} +{"current_steps": 10555, "total_steps": 45204, "loss": 0.4106, "learning_rate": 1.7428006026931795e-05, "epoch": 0.23349273123449188, "percentage": 23.35, "elapsed_time": "6:30:29", "remaining_time": "21:21:51"} +{"current_steps": 10560, "total_steps": 45204, "loss": 0.3532, "learning_rate": 1.7425679085060527e-05, "epoch": 0.23360333887600515, "percentage": 23.36, "elapsed_time": "6:30:41", "remaining_time": "21:21:43"} +{"current_steps": 10565, "total_steps": 45204, "loss": 0.4339, "learning_rate": 1.742335124654082e-05, "epoch": 0.2337139465175184, "percentage": 23.37, "elapsed_time": "6:30:52", "remaining_time": "21:21:31"} +{"current_steps": 10570, "total_steps": 45204, "loss": 0.3274, "learning_rate": 1.742102251165377e-05, "epoch": 0.23382455415903167, "percentage": 23.38, "elapsed_time": "6:31:01", "remaining_time": "21:21:14"} +{"current_steps": 10575, "total_steps": 45204, "loss": 0.3933, "learning_rate": 1.741869288068057e-05, "epoch": 0.23393516180054494, "percentage": 23.39, "elapsed_time": "6:31:13", "remaining_time": "21:21:06"} +{"current_steps": 10580, "total_steps": 45204, "loss": 0.2812, "learning_rate": 1.7416362353902516e-05, "epoch": 0.23404576944205818, "percentage": 23.41, "elapsed_time": "6:31:23", "remaining_time": "21:20:51"} +{"current_steps": 10585, "total_steps": 45204, "loss": 0.3337, "learning_rate": 1.7414030931601023e-05, "epoch": 0.23415637708357145, "percentage": 23.42, "elapsed_time": "6:31:35", "remaining_time": "21:20:45"} +{"current_steps": 10590, "total_steps": 45204, "loss": 0.38, "learning_rate": 1.7411698614057612e-05, "epoch": 0.2342669847250847, "percentage": 23.43, "elapsed_time": "6:31:45", "remaining_time": "21:20:30"} +{"current_steps": 10595, "total_steps": 45204, "loss": 0.3409, "learning_rate": 1.7409365401553903e-05, "epoch": 0.23437759236659797, "percentage": 23.44, "elapsed_time": "6:31:56", "remaining_time": "21:20:16"} +{"current_steps": 10600, "total_steps": 45204, "loss": 0.2612, "learning_rate": 1.7407031294371633e-05, "epoch": 0.23448820000811121, "percentage": 23.45, "elapsed_time": "6:32:05", "remaining_time": "21:20:01"} +{"current_steps": 10605, "total_steps": 45204, "loss": 0.2862, "learning_rate": 1.7404696292792644e-05, "epoch": 0.23459880764962449, "percentage": 23.46, "elapsed_time": "6:32:16", "remaining_time": "21:19:46"} +{"current_steps": 10610, "total_steps": 45204, "loss": 0.3814, "learning_rate": 1.740236039709889e-05, "epoch": 0.23470941529113776, "percentage": 23.47, "elapsed_time": "6:32:28", "remaining_time": "21:19:38"} +{"current_steps": 10615, "total_steps": 45204, "loss": 0.4591, "learning_rate": 1.7400023607572426e-05, "epoch": 0.234820022932651, "percentage": 23.48, "elapsed_time": "6:32:39", "remaining_time": "21:19:28"} +{"current_steps": 10620, "total_steps": 45204, "loss": 0.3116, "learning_rate": 1.739768592449542e-05, "epoch": 0.23493063057416427, "percentage": 23.49, "elapsed_time": "6:32:49", "remaining_time": "21:19:14"} +{"current_steps": 10625, "total_steps": 45204, "loss": 0.4094, "learning_rate": 1.739534734815015e-05, "epoch": 0.23504123821567752, "percentage": 23.5, "elapsed_time": "6:32:59", "remaining_time": "21:19:00"} +{"current_steps": 10630, "total_steps": 45204, "loss": 0.3061, "learning_rate": 1.7393007878818994e-05, "epoch": 0.2351518458571908, "percentage": 23.52, "elapsed_time": "6:33:11", "remaining_time": "21:18:52"} +{"current_steps": 10635, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.7390667516784446e-05, "epoch": 0.23526245349870406, "percentage": 23.53, "elapsed_time": "6:33:22", "remaining_time": "21:18:41"} +{"current_steps": 10640, "total_steps": 45204, "loss": 0.4478, "learning_rate": 1.7388326262329098e-05, "epoch": 0.2353730611402173, "percentage": 23.54, "elapsed_time": "6:33:34", "remaining_time": "21:18:31"} +{"current_steps": 10645, "total_steps": 45204, "loss": 0.4492, "learning_rate": 1.738598411573566e-05, "epoch": 0.23548366878173058, "percentage": 23.55, "elapsed_time": "6:33:45", "remaining_time": "21:18:19"} +{"current_steps": 10650, "total_steps": 45204, "loss": 0.3657, "learning_rate": 1.7383641077286945e-05, "epoch": 0.23559427642324382, "percentage": 23.56, "elapsed_time": "6:33:57", "remaining_time": "21:18:10"} +{"current_steps": 10655, "total_steps": 45204, "loss": 0.5021, "learning_rate": 1.738129714726587e-05, "epoch": 0.2357048840647571, "percentage": 23.57, "elapsed_time": "6:34:09", "remaining_time": "21:18:02"} +{"current_steps": 10660, "total_steps": 45204, "loss": 0.5238, "learning_rate": 1.7378952325955472e-05, "epoch": 0.23581549170627034, "percentage": 23.58, "elapsed_time": "6:34:18", "remaining_time": "21:17:46"} +{"current_steps": 10665, "total_steps": 45204, "loss": 0.3505, "learning_rate": 1.7376606613638882e-05, "epoch": 0.2359260993477836, "percentage": 23.59, "elapsed_time": "6:34:29", "remaining_time": "21:17:34"} +{"current_steps": 10670, "total_steps": 45204, "loss": 0.4143, "learning_rate": 1.7374260010599348e-05, "epoch": 0.23603670698929688, "percentage": 23.6, "elapsed_time": "6:34:40", "remaining_time": "21:17:22"} +{"current_steps": 10675, "total_steps": 45204, "loss": 0.3254, "learning_rate": 1.7371912517120213e-05, "epoch": 0.23614731463081012, "percentage": 23.62, "elapsed_time": "6:34:48", "remaining_time": "21:17:03"} +{"current_steps": 10680, "total_steps": 45204, "loss": 0.3422, "learning_rate": 1.7369564133484944e-05, "epoch": 0.2362579222723234, "percentage": 23.63, "elapsed_time": "6:34:59", "remaining_time": "21:16:50"} +{"current_steps": 10685, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.7367214859977105e-05, "epoch": 0.23636852991383664, "percentage": 23.64, "elapsed_time": "6:35:12", "remaining_time": "21:16:44"} +{"current_steps": 10690, "total_steps": 45204, "loss": 0.3146, "learning_rate": 1.7364864696880374e-05, "epoch": 0.2364791375553499, "percentage": 23.65, "elapsed_time": "6:35:24", "remaining_time": "21:16:36"} +{"current_steps": 10695, "total_steps": 45204, "loss": 0.3324, "learning_rate": 1.7362513644478524e-05, "epoch": 0.23658974519686315, "percentage": 23.66, "elapsed_time": "6:35:35", "remaining_time": "21:16:25"} +{"current_steps": 10700, "total_steps": 45204, "loss": 0.399, "learning_rate": 1.7360161703055453e-05, "epoch": 0.23670035283837643, "percentage": 23.67, "elapsed_time": "6:35:44", "remaining_time": "21:16:07"} +{"current_steps": 10705, "total_steps": 45204, "loss": 0.426, "learning_rate": 1.7357808872895147e-05, "epoch": 0.2368109604798897, "percentage": 23.68, "elapsed_time": "6:35:56", "remaining_time": "21:15:59"} +{"current_steps": 10710, "total_steps": 45204, "loss": 0.3798, "learning_rate": 1.735545515428172e-05, "epoch": 0.23692156812140294, "percentage": 23.69, "elapsed_time": "6:36:09", "remaining_time": "21:15:54"} +{"current_steps": 10715, "total_steps": 45204, "loss": 0.3073, "learning_rate": 1.7353100547499378e-05, "epoch": 0.23703217576291621, "percentage": 23.7, "elapsed_time": "6:36:20", "remaining_time": "21:15:44"} +{"current_steps": 10720, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.735074505283244e-05, "epoch": 0.23714278340442946, "percentage": 23.71, "elapsed_time": "6:36:31", "remaining_time": "21:15:31"} +{"current_steps": 10725, "total_steps": 45204, "loss": 0.3429, "learning_rate": 1.7348388670565327e-05, "epoch": 0.23725339104594273, "percentage": 23.73, "elapsed_time": "6:36:43", "remaining_time": "21:15:25"} +{"current_steps": 10730, "total_steps": 45204, "loss": 0.3097, "learning_rate": 1.7346031400982576e-05, "epoch": 0.23736399868745597, "percentage": 23.74, "elapsed_time": "6:36:52", "remaining_time": "21:15:06"} +{"current_steps": 10735, "total_steps": 45204, "loss": 0.4966, "learning_rate": 1.7343673244368827e-05, "epoch": 0.23747460632896925, "percentage": 23.75, "elapsed_time": "6:37:05", "remaining_time": "21:15:02"} +{"current_steps": 10740, "total_steps": 45204, "loss": 0.5224, "learning_rate": 1.7341314201008824e-05, "epoch": 0.23758521397048252, "percentage": 23.76, "elapsed_time": "6:37:17", "remaining_time": "21:14:53"} +{"current_steps": 10745, "total_steps": 45204, "loss": 0.2862, "learning_rate": 1.7338954271187422e-05, "epoch": 0.23769582161199576, "percentage": 23.77, "elapsed_time": "6:37:28", "remaining_time": "21:14:41"} +{"current_steps": 10750, "total_steps": 45204, "loss": 0.4853, "learning_rate": 1.7336593455189584e-05, "epoch": 0.23780642925350903, "percentage": 23.78, "elapsed_time": "6:37:39", "remaining_time": "21:14:31"} +{"current_steps": 10755, "total_steps": 45204, "loss": 0.2422, "learning_rate": 1.7334231753300372e-05, "epoch": 0.23791703689502228, "percentage": 23.79, "elapsed_time": "6:37:50", "remaining_time": "21:14:20"} +{"current_steps": 10760, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.7331869165804966e-05, "epoch": 0.23802764453653555, "percentage": 23.8, "elapsed_time": "6:38:01", "remaining_time": "21:14:08"} +{"current_steps": 10765, "total_steps": 45204, "loss": 0.4244, "learning_rate": 1.7329505692988643e-05, "epoch": 0.23813825217804882, "percentage": 23.81, "elapsed_time": "6:38:09", "remaining_time": "21:13:47"} +{"current_steps": 10770, "total_steps": 45204, "loss": 0.4363, "learning_rate": 1.73271413351368e-05, "epoch": 0.23824885981956206, "percentage": 23.83, "elapsed_time": "6:38:21", "remaining_time": "21:13:38"} +{"current_steps": 10775, "total_steps": 45204, "loss": 0.3254, "learning_rate": 1.7324776092534922e-05, "epoch": 0.23835946746107534, "percentage": 23.84, "elapsed_time": "6:38:33", "remaining_time": "21:13:29"} +{"current_steps": 10780, "total_steps": 45204, "loss": 0.3554, "learning_rate": 1.7322409965468618e-05, "epoch": 0.23847007510258858, "percentage": 23.85, "elapsed_time": "6:38:42", "remaining_time": "21:13:13"} +{"current_steps": 10785, "total_steps": 45204, "loss": 0.3305, "learning_rate": 1.7320042954223596e-05, "epoch": 0.23858068274410185, "percentage": 23.86, "elapsed_time": "6:38:55", "remaining_time": "21:13:05"} +{"current_steps": 10790, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.731767505908567e-05, "epoch": 0.2386912903856151, "percentage": 23.87, "elapsed_time": "6:39:07", "remaining_time": "21:12:59"} +{"current_steps": 10795, "total_steps": 45204, "loss": 0.3999, "learning_rate": 1.7315306280340766e-05, "epoch": 0.23880189802712837, "percentage": 23.88, "elapsed_time": "6:39:18", "remaining_time": "21:12:47"} +{"current_steps": 10800, "total_steps": 45204, "loss": 0.4508, "learning_rate": 1.731293661827491e-05, "epoch": 0.23891250566864164, "percentage": 23.89, "elapsed_time": "6:39:28", "remaining_time": "21:12:33"} +{"current_steps": 10805, "total_steps": 45204, "loss": 0.3475, "learning_rate": 1.731056607317424e-05, "epoch": 0.23902311331015488, "percentage": 23.9, "elapsed_time": "6:39:38", "remaining_time": "21:12:17"} +{"current_steps": 10810, "total_steps": 45204, "loss": 0.3938, "learning_rate": 1.7308194645325e-05, "epoch": 0.23913372095166816, "percentage": 23.91, "elapsed_time": "6:39:47", "remaining_time": "21:12:01"} +{"current_steps": 10815, "total_steps": 45204, "loss": 0.2509, "learning_rate": 1.730582233501353e-05, "epoch": 0.2392443285931814, "percentage": 23.92, "elapsed_time": "6:39:57", "remaining_time": "21:11:47"} +{"current_steps": 10820, "total_steps": 45204, "loss": 0.3922, "learning_rate": 1.73034491425263e-05, "epoch": 0.23935493623469467, "percentage": 23.94, "elapsed_time": "6:40:07", "remaining_time": "21:11:32"} +{"current_steps": 10825, "total_steps": 45204, "loss": 0.5639, "learning_rate": 1.730107506814986e-05, "epoch": 0.23946554387620791, "percentage": 23.95, "elapsed_time": "6:40:20", "remaining_time": "21:11:26"} +{"current_steps": 10830, "total_steps": 45204, "loss": 0.5602, "learning_rate": 1.7298700112170883e-05, "epoch": 0.2395761515177212, "percentage": 23.96, "elapsed_time": "6:40:32", "remaining_time": "21:11:19"} +{"current_steps": 10835, "total_steps": 45204, "loss": 0.4176, "learning_rate": 1.729632427487615e-05, "epoch": 0.23968675915923446, "percentage": 23.97, "elapsed_time": "6:40:43", "remaining_time": "21:11:06"} +{"current_steps": 10840, "total_steps": 45204, "loss": 0.3455, "learning_rate": 1.729394755655253e-05, "epoch": 0.2397973668007477, "percentage": 23.98, "elapsed_time": "6:40:56", "remaining_time": "21:11:00"} +{"current_steps": 10845, "total_steps": 45204, "loss": 0.4189, "learning_rate": 1.7291569957487024e-05, "epoch": 0.23990797444226097, "percentage": 23.99, "elapsed_time": "6:41:07", "remaining_time": "21:10:50"} +{"current_steps": 10850, "total_steps": 45204, "loss": 0.5275, "learning_rate": 1.7289191477966722e-05, "epoch": 0.24001858208377422, "percentage": 24.0, "elapsed_time": "6:41:19", "remaining_time": "21:10:40"} +{"current_steps": 10855, "total_steps": 45204, "loss": 0.4412, "learning_rate": 1.7286812118278818e-05, "epoch": 0.2401291897252875, "percentage": 24.01, "elapsed_time": "6:41:29", "remaining_time": "21:10:28"} +{"current_steps": 10860, "total_steps": 45204, "loss": 0.3775, "learning_rate": 1.728443187871063e-05, "epoch": 0.24023979736680076, "percentage": 24.02, "elapsed_time": "6:41:40", "remaining_time": "21:10:15"} +{"current_steps": 10865, "total_steps": 45204, "loss": 0.3382, "learning_rate": 1.7282050759549563e-05, "epoch": 0.240350405008314, "percentage": 24.04, "elapsed_time": "6:41:50", "remaining_time": "21:10:00"} +{"current_steps": 10870, "total_steps": 45204, "loss": 0.3586, "learning_rate": 1.727966876108314e-05, "epoch": 0.24046101264982728, "percentage": 24.05, "elapsed_time": "6:42:03", "remaining_time": "21:09:56"} +{"current_steps": 10875, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.727728588359898e-05, "epoch": 0.24057162029134052, "percentage": 24.06, "elapsed_time": "6:42:15", "remaining_time": "21:09:47"} +{"current_steps": 10880, "total_steps": 45204, "loss": 0.4317, "learning_rate": 1.7274902127384826e-05, "epoch": 0.2406822279328538, "percentage": 24.07, "elapsed_time": "6:42:30", "remaining_time": "21:09:50"} +{"current_steps": 10885, "total_steps": 45204, "loss": 0.3008, "learning_rate": 1.7272517492728512e-05, "epoch": 0.24079283557436704, "percentage": 24.08, "elapsed_time": "6:42:39", "remaining_time": "21:09:32"} +{"current_steps": 10890, "total_steps": 45204, "loss": 0.4651, "learning_rate": 1.7270131979917977e-05, "epoch": 0.2409034432158803, "percentage": 24.09, "elapsed_time": "6:42:52", "remaining_time": "21:09:25"} +{"current_steps": 10895, "total_steps": 45204, "loss": 0.4977, "learning_rate": 1.7267745589241272e-05, "epoch": 0.24101405085739358, "percentage": 24.1, "elapsed_time": "6:43:05", "remaining_time": "21:09:22"} +{"current_steps": 10900, "total_steps": 45204, "loss": 0.3462, "learning_rate": 1.7265358320986555e-05, "epoch": 0.24112465849890682, "percentage": 24.11, "elapsed_time": "6:43:15", "remaining_time": "21:09:07"} +{"current_steps": 10905, "total_steps": 45204, "loss": 0.3956, "learning_rate": 1.726297017544209e-05, "epoch": 0.2412352661404201, "percentage": 24.12, "elapsed_time": "6:43:28", "remaining_time": "21:09:02"} +{"current_steps": 10910, "total_steps": 45204, "loss": 0.4063, "learning_rate": 1.7260581152896244e-05, "epoch": 0.24134587378193334, "percentage": 24.14, "elapsed_time": "6:43:40", "remaining_time": "21:08:54"} +{"current_steps": 10915, "total_steps": 45204, "loss": 0.3493, "learning_rate": 1.7258191253637483e-05, "epoch": 0.2414564814234466, "percentage": 24.15, "elapsed_time": "6:43:51", "remaining_time": "21:08:42"} +{"current_steps": 10920, "total_steps": 45204, "loss": 0.4833, "learning_rate": 1.7255800477954395e-05, "epoch": 0.24156708906495986, "percentage": 24.16, "elapsed_time": "6:44:01", "remaining_time": "21:08:28"} +{"current_steps": 10925, "total_steps": 45204, "loss": 0.4783, "learning_rate": 1.725340882613567e-05, "epoch": 0.24167769670647313, "percentage": 24.17, "elapsed_time": "6:44:13", "remaining_time": "21:08:20"} +{"current_steps": 10930, "total_steps": 45204, "loss": 0.38, "learning_rate": 1.7251016298470086e-05, "epoch": 0.2417883043479864, "percentage": 24.18, "elapsed_time": "6:44:23", "remaining_time": "21:08:03"} +{"current_steps": 10935, "total_steps": 45204, "loss": 0.4318, "learning_rate": 1.7248622895246547e-05, "epoch": 0.24189891198949964, "percentage": 24.19, "elapsed_time": "6:44:32", "remaining_time": "21:07:47"} +{"current_steps": 10940, "total_steps": 45204, "loss": 0.3746, "learning_rate": 1.7246228616754055e-05, "epoch": 0.24200951963101291, "percentage": 24.2, "elapsed_time": "6:44:42", "remaining_time": "21:07:33"} +{"current_steps": 10945, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.7243833463281722e-05, "epoch": 0.24212012727252616, "percentage": 24.21, "elapsed_time": "6:44:53", "remaining_time": "21:07:22"} +{"current_steps": 10950, "total_steps": 45204, "loss": 0.43, "learning_rate": 1.7241437435118757e-05, "epoch": 0.24223073491403943, "percentage": 24.22, "elapsed_time": "6:45:04", "remaining_time": "21:07:08"} +{"current_steps": 10955, "total_steps": 45204, "loss": 0.3806, "learning_rate": 1.7239040532554478e-05, "epoch": 0.24234134255555267, "percentage": 24.23, "elapsed_time": "6:45:14", "remaining_time": "21:06:55"} +{"current_steps": 10960, "total_steps": 45204, "loss": 0.339, "learning_rate": 1.7236642755878316e-05, "epoch": 0.24245195019706595, "percentage": 24.25, "elapsed_time": "6:45:26", "remaining_time": "21:06:47"} +{"current_steps": 10965, "total_steps": 45204, "loss": 0.3687, "learning_rate": 1.7234244105379798e-05, "epoch": 0.24256255783857922, "percentage": 24.26, "elapsed_time": "6:45:36", "remaining_time": "21:06:32"} +{"current_steps": 10970, "total_steps": 45204, "loss": 0.3945, "learning_rate": 1.723184458134856e-05, "epoch": 0.24267316548009246, "percentage": 24.27, "elapsed_time": "6:45:46", "remaining_time": "21:06:19"} +{"current_steps": 10975, "total_steps": 45204, "loss": 0.2868, "learning_rate": 1.7229444184074352e-05, "epoch": 0.24278377312160573, "percentage": 24.28, "elapsed_time": "6:45:55", "remaining_time": "21:06:01"} +{"current_steps": 10980, "total_steps": 45204, "loss": 0.3034, "learning_rate": 1.722704291384701e-05, "epoch": 0.24289438076311898, "percentage": 24.29, "elapsed_time": "6:46:05", "remaining_time": "21:05:47"} +{"current_steps": 10985, "total_steps": 45204, "loss": 0.3664, "learning_rate": 1.722464077095649e-05, "epoch": 0.24300498840463225, "percentage": 24.3, "elapsed_time": "6:46:18", "remaining_time": "21:05:40"} +{"current_steps": 10990, "total_steps": 45204, "loss": 0.3256, "learning_rate": 1.722223775569285e-05, "epoch": 0.24311559604614552, "percentage": 24.31, "elapsed_time": "6:46:29", "remaining_time": "21:05:27"} +{"current_steps": 10995, "total_steps": 45204, "loss": 0.3247, "learning_rate": 1.721983386834626e-05, "epoch": 0.24322620368765877, "percentage": 24.32, "elapsed_time": "6:46:40", "remaining_time": "21:05:16"} +{"current_steps": 11000, "total_steps": 45204, "loss": 0.2364, "learning_rate": 1.721742910920698e-05, "epoch": 0.24333681132917204, "percentage": 24.33, "elapsed_time": "6:46:49", "remaining_time": "21:05:01"} +{"current_steps": 11005, "total_steps": 45204, "loss": 0.5457, "learning_rate": 1.7215023478565385e-05, "epoch": 0.24344741897068528, "percentage": 24.35, "elapsed_time": "6:47:03", "remaining_time": "21:04:57"} +{"current_steps": 11010, "total_steps": 45204, "loss": 0.2268, "learning_rate": 1.721261697671196e-05, "epoch": 0.24355802661219855, "percentage": 24.36, "elapsed_time": "6:47:11", "remaining_time": "21:04:37"} +{"current_steps": 11015, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.7210209603937285e-05, "epoch": 0.2436686342537118, "percentage": 24.37, "elapsed_time": "6:47:24", "remaining_time": "21:04:30"} +{"current_steps": 11020, "total_steps": 45204, "loss": 0.3775, "learning_rate": 1.720780136053205e-05, "epoch": 0.24377924189522507, "percentage": 24.38, "elapsed_time": "6:47:33", "remaining_time": "21:04:15"} +{"current_steps": 11025, "total_steps": 45204, "loss": 0.3512, "learning_rate": 1.7205392246787048e-05, "epoch": 0.24388984953673834, "percentage": 24.39, "elapsed_time": "6:47:45", "remaining_time": "21:04:06"} +{"current_steps": 11030, "total_steps": 45204, "loss": 0.2061, "learning_rate": 1.720298226299318e-05, "epoch": 0.24400045717825158, "percentage": 24.4, "elapsed_time": "6:47:54", "remaining_time": "21:03:49"} +{"current_steps": 11035, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.7200571409441452e-05, "epoch": 0.24411106481976486, "percentage": 24.41, "elapsed_time": "6:48:04", "remaining_time": "21:03:35"} +{"current_steps": 11040, "total_steps": 45204, "loss": 0.3648, "learning_rate": 1.7198159686422973e-05, "epoch": 0.2442216724612781, "percentage": 24.42, "elapsed_time": "6:48:15", "remaining_time": "21:03:23"} +{"current_steps": 11045, "total_steps": 45204, "loss": 0.454, "learning_rate": 1.7195747094228957e-05, "epoch": 0.24433228010279137, "percentage": 24.43, "elapsed_time": "6:48:29", "remaining_time": "21:03:21"} +{"current_steps": 11050, "total_steps": 45204, "loss": 0.3618, "learning_rate": 1.719333363315073e-05, "epoch": 0.24444288774430462, "percentage": 24.44, "elapsed_time": "6:48:41", "remaining_time": "21:03:13"} +{"current_steps": 11055, "total_steps": 45204, "loss": 0.4517, "learning_rate": 1.7190919303479705e-05, "epoch": 0.2445534953858179, "percentage": 24.46, "elapsed_time": "6:48:51", "remaining_time": "21:02:58"} +{"current_steps": 11060, "total_steps": 45204, "loss": 0.3293, "learning_rate": 1.718850410550742e-05, "epoch": 0.24466410302733116, "percentage": 24.47, "elapsed_time": "6:49:01", "remaining_time": "21:02:43"} +{"current_steps": 11065, "total_steps": 45204, "loss": 0.439, "learning_rate": 1.7186088039525507e-05, "epoch": 0.2447747106688444, "percentage": 24.48, "elapsed_time": "6:49:14", "remaining_time": "21:02:37"} +{"current_steps": 11070, "total_steps": 45204, "loss": 0.3511, "learning_rate": 1.7183671105825705e-05, "epoch": 0.24488531831035767, "percentage": 24.49, "elapsed_time": "6:49:26", "remaining_time": "21:02:31"} +{"current_steps": 11075, "total_steps": 45204, "loss": 0.3211, "learning_rate": 1.718125330469986e-05, "epoch": 0.24499592595187092, "percentage": 24.5, "elapsed_time": "6:49:36", "remaining_time": "21:02:17"} +{"current_steps": 11080, "total_steps": 45204, "loss": 0.4023, "learning_rate": 1.7178834636439918e-05, "epoch": 0.2451065335933842, "percentage": 24.51, "elapsed_time": "6:49:46", "remaining_time": "21:02:01"} +{"current_steps": 11085, "total_steps": 45204, "loss": 0.4875, "learning_rate": 1.7176415101337936e-05, "epoch": 0.24521714123489743, "percentage": 24.52, "elapsed_time": "6:49:57", "remaining_time": "21:01:51"} +{"current_steps": 11090, "total_steps": 45204, "loss": 0.4406, "learning_rate": 1.7173994699686066e-05, "epoch": 0.2453277488764107, "percentage": 24.53, "elapsed_time": "6:50:07", "remaining_time": "21:01:36"} +{"current_steps": 11095, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.717157343177658e-05, "epoch": 0.24543835651792398, "percentage": 24.54, "elapsed_time": "6:50:18", "remaining_time": "21:01:22"} +{"current_steps": 11100, "total_steps": 45204, "loss": 0.3095, "learning_rate": 1.7169151297901834e-05, "epoch": 0.24554896415943722, "percentage": 24.56, "elapsed_time": "6:50:28", "remaining_time": "21:01:10"} +{"current_steps": 11105, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.7166728298354307e-05, "epoch": 0.2456595718009505, "percentage": 24.57, "elapsed_time": "6:50:41", "remaining_time": "21:01:04"} +{"current_steps": 11110, "total_steps": 45204, "loss": 0.3586, "learning_rate": 1.716430443342657e-05, "epoch": 0.24577017944246374, "percentage": 24.58, "elapsed_time": "6:50:53", "remaining_time": "21:00:57"} +{"current_steps": 11115, "total_steps": 45204, "loss": 0.3742, "learning_rate": 1.7161879703411316e-05, "epoch": 0.245880787083977, "percentage": 24.59, "elapsed_time": "6:51:05", "remaining_time": "21:00:46"} +{"current_steps": 11120, "total_steps": 45204, "loss": 0.5315, "learning_rate": 1.7159454108601318e-05, "epoch": 0.24599139472549028, "percentage": 24.6, "elapsed_time": "6:51:16", "remaining_time": "21:00:35"} +{"current_steps": 11125, "total_steps": 45204, "loss": 0.4557, "learning_rate": 1.7157027649289476e-05, "epoch": 0.24610200236700353, "percentage": 24.61, "elapsed_time": "6:51:28", "remaining_time": "21:00:29"} +{"current_steps": 11130, "total_steps": 45204, "loss": 0.2918, "learning_rate": 1.7154600325768773e-05, "epoch": 0.2462126100085168, "percentage": 24.62, "elapsed_time": "6:51:38", "remaining_time": "21:00:12"} +{"current_steps": 11135, "total_steps": 45204, "loss": 0.3403, "learning_rate": 1.7152172138332313e-05, "epoch": 0.24632321765003004, "percentage": 24.63, "elapsed_time": "6:51:47", "remaining_time": "20:59:55"} +{"current_steps": 11140, "total_steps": 45204, "loss": 0.4797, "learning_rate": 1.71497430872733e-05, "epoch": 0.2464338252915433, "percentage": 24.64, "elapsed_time": "6:51:59", "remaining_time": "20:59:47"} +{"current_steps": 11145, "total_steps": 45204, "loss": 0.5116, "learning_rate": 1.7147313172885042e-05, "epoch": 0.24654443293305656, "percentage": 24.65, "elapsed_time": "6:52:11", "remaining_time": "20:59:39"} +{"current_steps": 11150, "total_steps": 45204, "loss": 0.4053, "learning_rate": 1.7144882395460943e-05, "epoch": 0.24665504057456983, "percentage": 24.67, "elapsed_time": "6:52:22", "remaining_time": "20:59:28"} +{"current_steps": 11155, "total_steps": 45204, "loss": 0.3395, "learning_rate": 1.714245075529453e-05, "epoch": 0.2467656482160831, "percentage": 24.68, "elapsed_time": "6:52:32", "remaining_time": "20:59:13"} +{"current_steps": 11160, "total_steps": 45204, "loss": 0.2938, "learning_rate": 1.7140018252679416e-05, "epoch": 0.24687625585759634, "percentage": 24.69, "elapsed_time": "6:52:41", "remaining_time": "20:58:57"} +{"current_steps": 11165, "total_steps": 45204, "loss": 0.3577, "learning_rate": 1.7137584887909327e-05, "epoch": 0.24698686349910962, "percentage": 24.7, "elapsed_time": "6:52:53", "remaining_time": "20:58:48"} +{"current_steps": 11170, "total_steps": 45204, "loss": 0.3221, "learning_rate": 1.7135150661278085e-05, "epoch": 0.24709747114062286, "percentage": 24.71, "elapsed_time": "6:53:05", "remaining_time": "20:58:38"} +{"current_steps": 11175, "total_steps": 45204, "loss": 0.4857, "learning_rate": 1.713271557307963e-05, "epoch": 0.24720807878213613, "percentage": 24.72, "elapsed_time": "6:53:16", "remaining_time": "20:58:28"} +{"current_steps": 11180, "total_steps": 45204, "loss": 0.4005, "learning_rate": 1.7130279623607994e-05, "epoch": 0.24731868642364938, "percentage": 24.73, "elapsed_time": "6:53:26", "remaining_time": "20:58:12"} +{"current_steps": 11185, "total_steps": 45204, "loss": 0.3096, "learning_rate": 1.712784281315732e-05, "epoch": 0.24742929406516265, "percentage": 24.74, "elapsed_time": "6:53:35", "remaining_time": "20:57:57"} +{"current_steps": 11190, "total_steps": 45204, "loss": 0.4409, "learning_rate": 1.712540514202185e-05, "epoch": 0.24753990170667592, "percentage": 24.75, "elapsed_time": "6:53:45", "remaining_time": "20:57:41"} +{"current_steps": 11195, "total_steps": 45204, "loss": 0.387, "learning_rate": 1.712296661049593e-05, "epoch": 0.24765050934818916, "percentage": 24.77, "elapsed_time": "6:53:55", "remaining_time": "20:57:26"} +{"current_steps": 11200, "total_steps": 45204, "loss": 0.3034, "learning_rate": 1.7120527218874015e-05, "epoch": 0.24776111698970243, "percentage": 24.78, "elapsed_time": "6:54:05", "remaining_time": "20:57:11"} +{"current_steps": 11205, "total_steps": 45204, "loss": 0.4681, "learning_rate": 1.711808696745066e-05, "epoch": 0.24787172463121568, "percentage": 24.79, "elapsed_time": "6:54:16", "remaining_time": "20:57:01"} +{"current_steps": 11210, "total_steps": 45204, "loss": 0.4437, "learning_rate": 1.711564585652053e-05, "epoch": 0.24798233227272895, "percentage": 24.8, "elapsed_time": "6:54:28", "remaining_time": "20:56:52"} +{"current_steps": 11215, "total_steps": 45204, "loss": 0.3805, "learning_rate": 1.711320388637838e-05, "epoch": 0.24809293991424222, "percentage": 24.81, "elapsed_time": "6:54:38", "remaining_time": "20:56:39"} +{"current_steps": 11220, "total_steps": 45204, "loss": 0.5055, "learning_rate": 1.7110761057319078e-05, "epoch": 0.24820354755575547, "percentage": 24.82, "elapsed_time": "6:54:51", "remaining_time": "20:56:33"} +{"current_steps": 11225, "total_steps": 45204, "loss": 0.2161, "learning_rate": 1.7108317369637596e-05, "epoch": 0.24831415519726874, "percentage": 24.83, "elapsed_time": "6:55:00", "remaining_time": "20:56:14"} +{"current_steps": 11230, "total_steps": 45204, "loss": 0.3428, "learning_rate": 1.7105872823629012e-05, "epoch": 0.24842476283878198, "percentage": 24.84, "elapsed_time": "6:55:12", "remaining_time": "20:56:07"} +{"current_steps": 11235, "total_steps": 45204, "loss": 0.3639, "learning_rate": 1.71034274195885e-05, "epoch": 0.24853537048029525, "percentage": 24.85, "elapsed_time": "6:55:22", "remaining_time": "20:55:53"} +{"current_steps": 11240, "total_steps": 45204, "loss": 0.4393, "learning_rate": 1.7100981157811344e-05, "epoch": 0.2486459781218085, "percentage": 24.87, "elapsed_time": "6:55:33", "remaining_time": "20:55:41"} +{"current_steps": 11245, "total_steps": 45204, "loss": 0.3111, "learning_rate": 1.709853403859293e-05, "epoch": 0.24875658576332177, "percentage": 24.88, "elapsed_time": "6:55:43", "remaining_time": "20:55:28"} +{"current_steps": 11250, "total_steps": 45204, "loss": 0.511, "learning_rate": 1.7096086062228745e-05, "epoch": 0.24886719340483504, "percentage": 24.89, "elapsed_time": "6:55:55", "remaining_time": "20:55:18"} +{"current_steps": 11255, "total_steps": 45204, "loss": 0.3796, "learning_rate": 1.7093637229014385e-05, "epoch": 0.24897780104634828, "percentage": 24.9, "elapsed_time": "6:56:04", "remaining_time": "20:55:00"} +{"current_steps": 11260, "total_steps": 45204, "loss": 0.4125, "learning_rate": 1.709118753924554e-05, "epoch": 0.24908840868786156, "percentage": 24.91, "elapsed_time": "6:56:18", "remaining_time": "20:54:57"} +{"current_steps": 11265, "total_steps": 45204, "loss": 0.5642, "learning_rate": 1.7088736993218013e-05, "epoch": 0.2491990163293748, "percentage": 24.92, "elapsed_time": "6:56:31", "remaining_time": "20:54:52"} +{"current_steps": 11270, "total_steps": 45204, "loss": 0.3009, "learning_rate": 1.7086285591227705e-05, "epoch": 0.24930962397088807, "percentage": 24.93, "elapsed_time": "6:56:40", "remaining_time": "20:54:36"} +{"current_steps": 11275, "total_steps": 45204, "loss": 0.3346, "learning_rate": 1.7083833333570625e-05, "epoch": 0.24942023161240132, "percentage": 24.94, "elapsed_time": "6:56:51", "remaining_time": "20:54:26"} +{"current_steps": 11280, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.7081380220542877e-05, "epoch": 0.2495308392539146, "percentage": 24.95, "elapsed_time": "6:57:02", "remaining_time": "20:54:13"} +{"current_steps": 11285, "total_steps": 45204, "loss": 0.2219, "learning_rate": 1.7078926252440678e-05, "epoch": 0.24964144689542786, "percentage": 24.96, "elapsed_time": "6:57:11", "remaining_time": "20:53:57"} +{"current_steps": 11290, "total_steps": 45204, "loss": 0.3564, "learning_rate": 1.7076471429560347e-05, "epoch": 0.2497520545369411, "percentage": 24.98, "elapsed_time": "6:57:22", "remaining_time": "20:53:45"} +{"current_steps": 11295, "total_steps": 45204, "loss": 0.264, "learning_rate": 1.7074015752198295e-05, "epoch": 0.24986266217845438, "percentage": 24.99, "elapsed_time": "6:57:32", "remaining_time": "20:53:31"} +{"current_steps": 11300, "total_steps": 45204, "loss": 0.4166, "learning_rate": 1.7071559220651048e-05, "epoch": 0.24997326981996762, "percentage": 25.0, "elapsed_time": "6:57:44", "remaining_time": "20:53:21"} +{"current_steps": 11305, "total_steps": 45204, "loss": 0.3259, "learning_rate": 1.706910183521523e-05, "epoch": 0.25008387746148086, "percentage": 25.01, "elapsed_time": "6:57:54", "remaining_time": "20:53:08"} +{"current_steps": 11310, "total_steps": 45204, "loss": 0.2824, "learning_rate": 1.7066643596187577e-05, "epoch": 0.25019448510299414, "percentage": 25.02, "elapsed_time": "6:58:03", "remaining_time": "20:52:51"} +{"current_steps": 11315, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.7064184503864912e-05, "epoch": 0.2503050927445074, "percentage": 25.03, "elapsed_time": "6:58:16", "remaining_time": "20:52:45"} +{"current_steps": 11320, "total_steps": 45204, "loss": 0.3991, "learning_rate": 1.706172455854417e-05, "epoch": 0.2504157003860207, "percentage": 25.04, "elapsed_time": "6:58:27", "remaining_time": "20:52:33"} +{"current_steps": 11325, "total_steps": 45204, "loss": 0.3125, "learning_rate": 1.7059263760522392e-05, "epoch": 0.25052630802753395, "percentage": 25.05, "elapsed_time": "6:58:36", "remaining_time": "20:52:17"} +{"current_steps": 11330, "total_steps": 45204, "loss": 0.4143, "learning_rate": 1.7056802110096717e-05, "epoch": 0.25063691566904717, "percentage": 25.06, "elapsed_time": "6:58:47", "remaining_time": "20:52:06"} +{"current_steps": 11335, "total_steps": 45204, "loss": 0.3955, "learning_rate": 1.705433960756439e-05, "epoch": 0.25074752331056044, "percentage": 25.08, "elapsed_time": "6:58:59", "remaining_time": "20:51:57"} +{"current_steps": 11340, "total_steps": 45204, "loss": 0.2814, "learning_rate": 1.705187625322276e-05, "epoch": 0.2508581309520737, "percentage": 25.09, "elapsed_time": "6:59:11", "remaining_time": "20:51:48"} +{"current_steps": 11345, "total_steps": 45204, "loss": 0.46, "learning_rate": 1.704941204736927e-05, "epoch": 0.250968738593587, "percentage": 25.1, "elapsed_time": "6:59:23", "remaining_time": "20:51:40"} +{"current_steps": 11350, "total_steps": 45204, "loss": 0.4288, "learning_rate": 1.7046946990301472e-05, "epoch": 0.25107934623510025, "percentage": 25.11, "elapsed_time": "6:59:36", "remaining_time": "20:51:34"} +{"current_steps": 11355, "total_steps": 45204, "loss": 0.4047, "learning_rate": 1.7044481082317027e-05, "epoch": 0.25118995387661347, "percentage": 25.12, "elapsed_time": "6:59:47", "remaining_time": "20:51:23"} +{"current_steps": 11360, "total_steps": 45204, "loss": 0.3282, "learning_rate": 1.7042014323713687e-05, "epoch": 0.25130056151812674, "percentage": 25.13, "elapsed_time": "6:59:58", "remaining_time": "20:51:12"} +{"current_steps": 11365, "total_steps": 45204, "loss": 0.3308, "learning_rate": 1.7039546714789316e-05, "epoch": 0.25141116915964, "percentage": 25.14, "elapsed_time": "7:00:09", "remaining_time": "20:50:59"} +{"current_steps": 11370, "total_steps": 45204, "loss": 0.2485, "learning_rate": 1.7037078255841873e-05, "epoch": 0.2515217768011533, "percentage": 25.15, "elapsed_time": "7:00:20", "remaining_time": "20:50:48"} +{"current_steps": 11375, "total_steps": 45204, "loss": 0.3162, "learning_rate": 1.703460894716943e-05, "epoch": 0.2516323844426665, "percentage": 25.16, "elapsed_time": "7:00:30", "remaining_time": "20:50:33"} +{"current_steps": 11380, "total_steps": 45204, "loss": 0.343, "learning_rate": 1.703213878907015e-05, "epoch": 0.2517429920841798, "percentage": 25.17, "elapsed_time": "7:00:39", "remaining_time": "20:50:18"} +{"current_steps": 11385, "total_steps": 45204, "loss": 0.3011, "learning_rate": 1.702966778184231e-05, "epoch": 0.25185359972569304, "percentage": 25.19, "elapsed_time": "7:00:48", "remaining_time": "20:50:01"} +{"current_steps": 11390, "total_steps": 45204, "loss": 0.4903, "learning_rate": 1.7027195925784275e-05, "epoch": 0.2519642073672063, "percentage": 25.2, "elapsed_time": "7:01:02", "remaining_time": "20:49:58"} +{"current_steps": 11395, "total_steps": 45204, "loss": 0.4121, "learning_rate": 1.7024723221194522e-05, "epoch": 0.2520748150087196, "percentage": 25.21, "elapsed_time": "7:01:14", "remaining_time": "20:49:48"} +{"current_steps": 11400, "total_steps": 45204, "loss": 0.4173, "learning_rate": 1.7022249668371637e-05, "epoch": 0.2521854226502328, "percentage": 25.22, "elapsed_time": "7:01:26", "remaining_time": "20:49:42"} +{"current_steps": 11405, "total_steps": 45204, "loss": 0.3919, "learning_rate": 1.701977526761429e-05, "epoch": 0.2522960302917461, "percentage": 25.23, "elapsed_time": "7:01:37", "remaining_time": "20:49:29"} +{"current_steps": 11410, "total_steps": 45204, "loss": 0.4746, "learning_rate": 1.7017300019221275e-05, "epoch": 0.25240663793325935, "percentage": 25.24, "elapsed_time": "7:01:52", "remaining_time": "20:49:30"} +{"current_steps": 11415, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.701482392349147e-05, "epoch": 0.2525172455747726, "percentage": 25.25, "elapsed_time": "7:02:03", "remaining_time": "20:49:18"} +{"current_steps": 11420, "total_steps": 45204, "loss": 0.4675, "learning_rate": 1.7012346980723863e-05, "epoch": 0.2526278532162859, "percentage": 25.26, "elapsed_time": "7:02:13", "remaining_time": "20:49:04"} +{"current_steps": 11425, "total_steps": 45204, "loss": 0.4395, "learning_rate": 1.700986919121755e-05, "epoch": 0.2527384608577991, "percentage": 25.27, "elapsed_time": "7:02:23", "remaining_time": "20:48:51"} +{"current_steps": 11430, "total_steps": 45204, "loss": 0.4098, "learning_rate": 1.7007390555271715e-05, "epoch": 0.2528490684993124, "percentage": 25.29, "elapsed_time": "7:02:35", "remaining_time": "20:48:41"} +{"current_steps": 11435, "total_steps": 45204, "loss": 0.4592, "learning_rate": 1.7004911073185663e-05, "epoch": 0.25295967614082565, "percentage": 25.3, "elapsed_time": "7:02:48", "remaining_time": "20:48:35"} +{"current_steps": 11440, "total_steps": 45204, "loss": 0.4365, "learning_rate": 1.700243074525878e-05, "epoch": 0.2530702837823389, "percentage": 25.31, "elapsed_time": "7:02:59", "remaining_time": "20:48:26"} +{"current_steps": 11445, "total_steps": 45204, "loss": 0.4071, "learning_rate": 1.6999949571790567e-05, "epoch": 0.2531808914238522, "percentage": 25.32, "elapsed_time": "7:03:10", "remaining_time": "20:48:12"} +{"current_steps": 11450, "total_steps": 45204, "loss": 0.4118, "learning_rate": 1.6997467553080633e-05, "epoch": 0.2532914990653654, "percentage": 25.33, "elapsed_time": "7:03:20", "remaining_time": "20:47:58"} +{"current_steps": 11455, "total_steps": 45204, "loss": 0.324, "learning_rate": 1.6994984689428676e-05, "epoch": 0.2534021067068787, "percentage": 25.34, "elapsed_time": "7:03:29", "remaining_time": "20:47:42"} +{"current_steps": 11460, "total_steps": 45204, "loss": 0.4362, "learning_rate": 1.6992500981134496e-05, "epoch": 0.25351271434839195, "percentage": 25.35, "elapsed_time": "7:03:38", "remaining_time": "20:47:25"} +{"current_steps": 11465, "total_steps": 45204, "loss": 0.3134, "learning_rate": 1.6990016428498005e-05, "epoch": 0.2536233219899052, "percentage": 25.36, "elapsed_time": "7:03:49", "remaining_time": "20:47:12"} +{"current_steps": 11470, "total_steps": 45204, "loss": 0.3534, "learning_rate": 1.698753103181921e-05, "epoch": 0.25373392963141844, "percentage": 25.37, "elapsed_time": "7:04:01", "remaining_time": "20:47:05"} +{"current_steps": 11475, "total_steps": 45204, "loss": 0.4786, "learning_rate": 1.698504479139823e-05, "epoch": 0.2538445372729317, "percentage": 25.38, "elapsed_time": "7:04:15", "remaining_time": "20:47:03"} +{"current_steps": 11480, "total_steps": 45204, "loss": 0.2722, "learning_rate": 1.6982557707535262e-05, "epoch": 0.253955144914445, "percentage": 25.4, "elapsed_time": "7:04:24", "remaining_time": "20:46:44"} +{"current_steps": 11485, "total_steps": 45204, "loss": 0.2468, "learning_rate": 1.6980069780530634e-05, "epoch": 0.25406575255595826, "percentage": 25.41, "elapsed_time": "7:04:34", "remaining_time": "20:46:31"} +{"current_steps": 11490, "total_steps": 45204, "loss": 0.4229, "learning_rate": 1.6977581010684758e-05, "epoch": 0.25417636019747153, "percentage": 25.42, "elapsed_time": "7:04:46", "remaining_time": "20:46:22"} +{"current_steps": 11495, "total_steps": 45204, "loss": 0.3606, "learning_rate": 1.6975091398298153e-05, "epoch": 0.25428696783898475, "percentage": 25.43, "elapsed_time": "7:04:57", "remaining_time": "20:46:09"} +{"current_steps": 11500, "total_steps": 45204, "loss": 0.4492, "learning_rate": 1.6972600943671435e-05, "epoch": 0.254397575480498, "percentage": 25.44, "elapsed_time": "7:05:11", "remaining_time": "20:46:08"} +{"current_steps": 11505, "total_steps": 45204, "loss": 0.4306, "learning_rate": 1.697010964710533e-05, "epoch": 0.2545081831220113, "percentage": 25.45, "elapsed_time": "7:05:23", "remaining_time": "20:45:59"} +{"current_steps": 11510, "total_steps": 45204, "loss": 0.4726, "learning_rate": 1.696761750890066e-05, "epoch": 0.25461879076352456, "percentage": 25.46, "elapsed_time": "7:05:35", "remaining_time": "20:45:50"} +{"current_steps": 11515, "total_steps": 45204, "loss": 0.4031, "learning_rate": 1.6965124529358353e-05, "epoch": 0.25472939840503783, "percentage": 25.47, "elapsed_time": "7:05:45", "remaining_time": "20:45:37"} +{"current_steps": 11520, "total_steps": 45204, "loss": 0.5767, "learning_rate": 1.6962630708779428e-05, "epoch": 0.25484000604655105, "percentage": 25.48, "elapsed_time": "7:05:59", "remaining_time": "20:45:35"} +{"current_steps": 11525, "total_steps": 45204, "loss": 0.3348, "learning_rate": 1.696013604746502e-05, "epoch": 0.2549506136880643, "percentage": 25.5, "elapsed_time": "7:06:09", "remaining_time": "20:45:19"} +{"current_steps": 11530, "total_steps": 45204, "loss": 0.3776, "learning_rate": 1.6957640545716356e-05, "epoch": 0.2550612213295776, "percentage": 25.51, "elapsed_time": "7:06:19", "remaining_time": "20:45:07"} +{"current_steps": 11535, "total_steps": 45204, "loss": 0.2542, "learning_rate": 1.6955144203834762e-05, "epoch": 0.25517182897109086, "percentage": 25.52, "elapsed_time": "7:06:28", "remaining_time": "20:44:49"} +{"current_steps": 11540, "total_steps": 45204, "loss": 0.449, "learning_rate": 1.6952647022121685e-05, "epoch": 0.25528243661260414, "percentage": 25.53, "elapsed_time": "7:06:39", "remaining_time": "20:44:38"} +{"current_steps": 11545, "total_steps": 45204, "loss": 0.4105, "learning_rate": 1.6950149000878644e-05, "epoch": 0.25539304425411735, "percentage": 25.54, "elapsed_time": "7:06:50", "remaining_time": "20:44:25"} +{"current_steps": 11550, "total_steps": 45204, "loss": 0.2454, "learning_rate": 1.694765014040728e-05, "epoch": 0.2555036518956306, "percentage": 25.55, "elapsed_time": "7:06:59", "remaining_time": "20:44:09"} +{"current_steps": 11555, "total_steps": 45204, "loss": 0.3507, "learning_rate": 1.694515044100933e-05, "epoch": 0.2556142595371439, "percentage": 25.56, "elapsed_time": "7:07:10", "remaining_time": "20:43:58"} +{"current_steps": 11560, "total_steps": 45204, "loss": 0.4311, "learning_rate": 1.694264990298663e-05, "epoch": 0.25572486717865717, "percentage": 25.57, "elapsed_time": "7:07:23", "remaining_time": "20:43:51"} +{"current_steps": 11565, "total_steps": 45204, "loss": 0.2958, "learning_rate": 1.6940148526641117e-05, "epoch": 0.2558354748201704, "percentage": 25.58, "elapsed_time": "7:07:32", "remaining_time": "20:43:35"} +{"current_steps": 11570, "total_steps": 45204, "loss": 0.4222, "learning_rate": 1.693764631227484e-05, "epoch": 0.25594608246168365, "percentage": 25.6, "elapsed_time": "7:07:43", "remaining_time": "20:43:24"} +{"current_steps": 11575, "total_steps": 45204, "loss": 0.4599, "learning_rate": 1.693514326018994e-05, "epoch": 0.2560566901031969, "percentage": 25.61, "elapsed_time": "7:07:55", "remaining_time": "20:43:15"} +{"current_steps": 11580, "total_steps": 45204, "loss": 0.3473, "learning_rate": 1.6932639370688643e-05, "epoch": 0.2561672977447102, "percentage": 25.62, "elapsed_time": "7:08:07", "remaining_time": "20:43:05"} +{"current_steps": 11585, "total_steps": 45204, "loss": 0.5114, "learning_rate": 1.693013464407331e-05, "epoch": 0.25627790538622347, "percentage": 25.63, "elapsed_time": "7:08:18", "remaining_time": "20:42:55"} +{"current_steps": 11590, "total_steps": 45204, "loss": 0.5454, "learning_rate": 1.692762908064639e-05, "epoch": 0.2563885130277367, "percentage": 25.64, "elapsed_time": "7:08:29", "remaining_time": "20:42:45"} +{"current_steps": 11595, "total_steps": 45204, "loss": 0.3171, "learning_rate": 1.692512268071041e-05, "epoch": 0.25649912066924996, "percentage": 25.65, "elapsed_time": "7:08:41", "remaining_time": "20:42:36"} +{"current_steps": 11600, "total_steps": 45204, "loss": 0.3827, "learning_rate": 1.6922615444568028e-05, "epoch": 0.25660972831076323, "percentage": 25.66, "elapsed_time": "7:08:51", "remaining_time": "20:42:21"} +{"current_steps": 11605, "total_steps": 45204, "loss": 0.2854, "learning_rate": 1.6920107372521997e-05, "epoch": 0.2567203359522765, "percentage": 25.67, "elapsed_time": "7:09:01", "remaining_time": "20:42:06"} +{"current_steps": 11610, "total_steps": 45204, "loss": 0.4037, "learning_rate": 1.6917598464875154e-05, "epoch": 0.2568309435937898, "percentage": 25.68, "elapsed_time": "7:09:11", "remaining_time": "20:41:53"} +{"current_steps": 11615, "total_steps": 45204, "loss": 0.3329, "learning_rate": 1.6915088721930457e-05, "epoch": 0.256941551235303, "percentage": 25.69, "elapsed_time": "7:09:21", "remaining_time": "20:41:39"} +{"current_steps": 11620, "total_steps": 45204, "loss": 0.2525, "learning_rate": 1.6912578143990954e-05, "epoch": 0.25705215887681626, "percentage": 25.71, "elapsed_time": "7:09:29", "remaining_time": "20:41:19"} +{"current_steps": 11625, "total_steps": 45204, "loss": 0.4407, "learning_rate": 1.6910066731359797e-05, "epoch": 0.25716276651832953, "percentage": 25.72, "elapsed_time": "7:09:42", "remaining_time": "20:41:12"} +{"current_steps": 11630, "total_steps": 45204, "loss": 0.3809, "learning_rate": 1.690755448434024e-05, "epoch": 0.2572733741598428, "percentage": 25.73, "elapsed_time": "7:09:50", "remaining_time": "20:40:54"} +{"current_steps": 11635, "total_steps": 45204, "loss": 0.4328, "learning_rate": 1.6905041403235632e-05, "epoch": 0.2573839818013561, "percentage": 25.74, "elapsed_time": "7:10:03", "remaining_time": "20:40:47"} +{"current_steps": 11640, "total_steps": 45204, "loss": 0.2951, "learning_rate": 1.6902527488349433e-05, "epoch": 0.2574945894428693, "percentage": 25.75, "elapsed_time": "7:10:11", "remaining_time": "20:40:28"} +{"current_steps": 11645, "total_steps": 45204, "loss": 0.4821, "learning_rate": 1.6900012739985188e-05, "epoch": 0.25760519708438256, "percentage": 25.76, "elapsed_time": "7:10:22", "remaining_time": "20:40:15"} +{"current_steps": 11650, "total_steps": 45204, "loss": 0.4148, "learning_rate": 1.689749715844656e-05, "epoch": 0.25771580472589584, "percentage": 25.77, "elapsed_time": "7:10:34", "remaining_time": "20:40:07"} +{"current_steps": 11655, "total_steps": 45204, "loss": 0.4478, "learning_rate": 1.6894980744037304e-05, "epoch": 0.2578264123674091, "percentage": 25.78, "elapsed_time": "7:10:45", "remaining_time": "20:39:57"} +{"current_steps": 11660, "total_steps": 45204, "loss": 0.2998, "learning_rate": 1.689246349706127e-05, "epoch": 0.2579370200089223, "percentage": 25.79, "elapsed_time": "7:10:55", "remaining_time": "20:39:42"} +{"current_steps": 11665, "total_steps": 45204, "loss": 0.3489, "learning_rate": 1.6889945417822426e-05, "epoch": 0.2580476276504356, "percentage": 25.81, "elapsed_time": "7:11:04", "remaining_time": "20:39:26"} +{"current_steps": 11670, "total_steps": 45204, "loss": 0.5131, "learning_rate": 1.6887426506624817e-05, "epoch": 0.25815823529194887, "percentage": 25.82, "elapsed_time": "7:11:17", "remaining_time": "20:39:18"} +{"current_steps": 11675, "total_steps": 45204, "loss": 0.4166, "learning_rate": 1.688490676377261e-05, "epoch": 0.25826884293346214, "percentage": 25.83, "elapsed_time": "7:11:29", "remaining_time": "20:39:11"} +{"current_steps": 11680, "total_steps": 45204, "loss": 0.4346, "learning_rate": 1.6882386189570058e-05, "epoch": 0.2583794505749754, "percentage": 25.84, "elapsed_time": "7:11:42", "remaining_time": "20:39:05"} +{"current_steps": 11685, "total_steps": 45204, "loss": 0.337, "learning_rate": 1.687986478432152e-05, "epoch": 0.2584900582164886, "percentage": 25.85, "elapsed_time": "7:11:51", "remaining_time": "20:38:48"} +{"current_steps": 11690, "total_steps": 45204, "loss": 0.3148, "learning_rate": 1.6877342548331457e-05, "epoch": 0.2586006658580019, "percentage": 25.86, "elapsed_time": "7:12:01", "remaining_time": "20:38:35"} +{"current_steps": 11695, "total_steps": 45204, "loss": 0.3471, "learning_rate": 1.687481948190443e-05, "epoch": 0.25871127349951517, "percentage": 25.87, "elapsed_time": "7:12:11", "remaining_time": "20:38:20"} +{"current_steps": 11700, "total_steps": 45204, "loss": 0.4208, "learning_rate": 1.687229558534509e-05, "epoch": 0.25882188114102844, "percentage": 25.88, "elapsed_time": "7:12:23", "remaining_time": "20:38:12"} +{"current_steps": 11705, "total_steps": 45204, "loss": 0.3992, "learning_rate": 1.6869770858958206e-05, "epoch": 0.2589324887825417, "percentage": 25.89, "elapsed_time": "7:12:35", "remaining_time": "20:38:02"} +{"current_steps": 11710, "total_steps": 45204, "loss": 0.3814, "learning_rate": 1.6867245303048632e-05, "epoch": 0.25904309642405493, "percentage": 25.9, "elapsed_time": "7:12:45", "remaining_time": "20:37:49"} +{"current_steps": 11715, "total_steps": 45204, "loss": 0.4087, "learning_rate": 1.6864718917921332e-05, "epoch": 0.2591537040655682, "percentage": 25.92, "elapsed_time": "7:12:56", "remaining_time": "20:37:38"} +{"current_steps": 11720, "total_steps": 45204, "loss": 0.4873, "learning_rate": 1.6862191703881365e-05, "epoch": 0.2592643117070815, "percentage": 25.93, "elapsed_time": "7:13:09", "remaining_time": "20:37:30"} +{"current_steps": 11725, "total_steps": 45204, "loss": 0.4882, "learning_rate": 1.685966366123389e-05, "epoch": 0.25937491934859475, "percentage": 25.94, "elapsed_time": "7:13:22", "remaining_time": "20:37:27"} +{"current_steps": 11730, "total_steps": 45204, "loss": 0.3198, "learning_rate": 1.6857134790284167e-05, "epoch": 0.259485526990108, "percentage": 25.95, "elapsed_time": "7:13:31", "remaining_time": "20:37:08"} +{"current_steps": 11735, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.685460509133756e-05, "epoch": 0.25959613463162123, "percentage": 25.96, "elapsed_time": "7:13:41", "remaining_time": "20:36:54"} +{"current_steps": 11740, "total_steps": 45204, "loss": 0.4741, "learning_rate": 1.685207456469953e-05, "epoch": 0.2597067422731345, "percentage": 25.97, "elapsed_time": "7:13:54", "remaining_time": "20:36:49"} +{"current_steps": 11745, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.684954321067563e-05, "epoch": 0.2598173499146478, "percentage": 25.98, "elapsed_time": "7:14:03", "remaining_time": "20:36:32"} +{"current_steps": 11750, "total_steps": 45204, "loss": 0.3355, "learning_rate": 1.6847011029571523e-05, "epoch": 0.25992795755616105, "percentage": 25.99, "elapsed_time": "7:14:14", "remaining_time": "20:36:22"} +{"current_steps": 11755, "total_steps": 45204, "loss": 0.3251, "learning_rate": 1.6844478021692972e-05, "epoch": 0.26003856519767427, "percentage": 26.0, "elapsed_time": "7:14:24", "remaining_time": "20:36:06"} +{"current_steps": 11760, "total_steps": 45204, "loss": 0.3228, "learning_rate": 1.684194418734584e-05, "epoch": 0.26014917283918754, "percentage": 26.02, "elapsed_time": "7:14:33", "remaining_time": "20:35:49"} +{"current_steps": 11765, "total_steps": 45204, "loss": 0.2845, "learning_rate": 1.6839409526836073e-05, "epoch": 0.2602597804807008, "percentage": 26.03, "elapsed_time": "7:14:45", "remaining_time": "20:35:41"} +{"current_steps": 11770, "total_steps": 45204, "loss": 0.3108, "learning_rate": 1.683687404046975e-05, "epoch": 0.2603703881222141, "percentage": 26.04, "elapsed_time": "7:14:55", "remaining_time": "20:35:27"} +{"current_steps": 11775, "total_steps": 45204, "loss": 0.4411, "learning_rate": 1.6834337728553015e-05, "epoch": 0.26048099576372735, "percentage": 26.05, "elapsed_time": "7:15:06", "remaining_time": "20:35:14"} +{"current_steps": 11780, "total_steps": 45204, "loss": 0.5339, "learning_rate": 1.683180059139213e-05, "epoch": 0.26059160340524057, "percentage": 26.06, "elapsed_time": "7:15:17", "remaining_time": "20:35:05"} +{"current_steps": 11785, "total_steps": 45204, "loss": 0.3166, "learning_rate": 1.6829262629293456e-05, "epoch": 0.26070221104675384, "percentage": 26.07, "elapsed_time": "7:15:28", "remaining_time": "20:34:52"} +{"current_steps": 11790, "total_steps": 45204, "loss": 0.3917, "learning_rate": 1.682672384256345e-05, "epoch": 0.2608128186882671, "percentage": 26.08, "elapsed_time": "7:15:40", "remaining_time": "20:34:44"} +{"current_steps": 11795, "total_steps": 45204, "loss": 0.2799, "learning_rate": 1.6824184231508677e-05, "epoch": 0.2609234263297804, "percentage": 26.09, "elapsed_time": "7:15:49", "remaining_time": "20:34:28"} +{"current_steps": 11800, "total_steps": 45204, "loss": 0.4997, "learning_rate": 1.682164379643578e-05, "epoch": 0.26103403397129366, "percentage": 26.1, "elapsed_time": "7:16:01", "remaining_time": "20:34:18"} +{"current_steps": 11805, "total_steps": 45204, "loss": 0.4109, "learning_rate": 1.6819102537651522e-05, "epoch": 0.26114464161280687, "percentage": 26.11, "elapsed_time": "7:16:10", "remaining_time": "20:34:03"} +{"current_steps": 11810, "total_steps": 45204, "loss": 0.5097, "learning_rate": 1.6816560455462767e-05, "epoch": 0.26125524925432014, "percentage": 26.13, "elapsed_time": "7:16:24", "remaining_time": "20:33:59"} +{"current_steps": 11815, "total_steps": 45204, "loss": 0.5826, "learning_rate": 1.681401755017646e-05, "epoch": 0.2613658568958334, "percentage": 26.14, "elapsed_time": "7:16:38", "remaining_time": "20:33:55"} +{"current_steps": 11820, "total_steps": 45204, "loss": 0.3717, "learning_rate": 1.681147382209966e-05, "epoch": 0.2614764645373467, "percentage": 26.15, "elapsed_time": "7:16:51", "remaining_time": "20:33:50"} +{"current_steps": 11825, "total_steps": 45204, "loss": 0.1948, "learning_rate": 1.680892927153952e-05, "epoch": 0.2615870721788599, "percentage": 26.16, "elapsed_time": "7:17:01", "remaining_time": "20:33:35"} +{"current_steps": 11830, "total_steps": 45204, "loss": 0.4456, "learning_rate": 1.68063838988033e-05, "epoch": 0.2616976798203732, "percentage": 26.17, "elapsed_time": "7:17:13", "remaining_time": "20:33:29"} +{"current_steps": 11835, "total_steps": 45204, "loss": 0.5035, "learning_rate": 1.680383770419834e-05, "epoch": 0.26180828746188645, "percentage": 26.18, "elapsed_time": "7:17:26", "remaining_time": "20:33:23"} +{"current_steps": 11840, "total_steps": 45204, "loss": 0.5973, "learning_rate": 1.6801290688032107e-05, "epoch": 0.2619188951033997, "percentage": 26.19, "elapsed_time": "7:17:40", "remaining_time": "20:33:19"} +{"current_steps": 11845, "total_steps": 45204, "loss": 0.3499, "learning_rate": 1.6798742850612143e-05, "epoch": 0.262029502744913, "percentage": 26.2, "elapsed_time": "7:17:51", "remaining_time": "20:33:09"} +{"current_steps": 11850, "total_steps": 45204, "loss": 0.2708, "learning_rate": 1.67961941922461e-05, "epoch": 0.2621401103864262, "percentage": 26.21, "elapsed_time": "7:18:01", "remaining_time": "20:32:54"} +{"current_steps": 11855, "total_steps": 45204, "loss": 0.4086, "learning_rate": 1.6793644713241733e-05, "epoch": 0.2622507180279395, "percentage": 26.23, "elapsed_time": "7:18:12", "remaining_time": "20:32:42"} +{"current_steps": 11860, "total_steps": 45204, "loss": 0.4066, "learning_rate": 1.6791094413906884e-05, "epoch": 0.26236132566945275, "percentage": 26.24, "elapsed_time": "7:18:22", "remaining_time": "20:32:28"} +{"current_steps": 11865, "total_steps": 45204, "loss": 0.3507, "learning_rate": 1.67885432945495e-05, "epoch": 0.262471933310966, "percentage": 26.25, "elapsed_time": "7:18:32", "remaining_time": "20:32:14"} +{"current_steps": 11870, "total_steps": 45204, "loss": 0.471, "learning_rate": 1.6785991355477638e-05, "epoch": 0.2625825409524793, "percentage": 26.26, "elapsed_time": "7:18:43", "remaining_time": "20:32:02"} +{"current_steps": 11875, "total_steps": 45204, "loss": 0.3531, "learning_rate": 1.6783438596999433e-05, "epoch": 0.2626931485939925, "percentage": 26.27, "elapsed_time": "7:18:55", "remaining_time": "20:31:55"} +{"current_steps": 11880, "total_steps": 45204, "loss": 0.3863, "learning_rate": 1.6780885019423136e-05, "epoch": 0.2628037562355058, "percentage": 26.28, "elapsed_time": "7:19:07", "remaining_time": "20:31:45"} +{"current_steps": 11885, "total_steps": 45204, "loss": 0.4772, "learning_rate": 1.6778330623057087e-05, "epoch": 0.26291436387701905, "percentage": 26.29, "elapsed_time": "7:19:20", "remaining_time": "20:31:40"} +{"current_steps": 11890, "total_steps": 45204, "loss": 0.2844, "learning_rate": 1.677577540820973e-05, "epoch": 0.2630249715185323, "percentage": 26.3, "elapsed_time": "7:19:28", "remaining_time": "20:31:21"} +{"current_steps": 11895, "total_steps": 45204, "loss": 0.2148, "learning_rate": 1.6773219375189608e-05, "epoch": 0.2631355791600456, "percentage": 26.31, "elapsed_time": "7:19:38", "remaining_time": "20:31:06"} +{"current_steps": 11900, "total_steps": 45204, "loss": 0.5064, "learning_rate": 1.677066252430536e-05, "epoch": 0.2632461868015588, "percentage": 26.33, "elapsed_time": "7:19:50", "remaining_time": "20:30:57"} +{"current_steps": 11905, "total_steps": 45204, "loss": 0.3598, "learning_rate": 1.6768104855865723e-05, "epoch": 0.2633567944430721, "percentage": 26.34, "elapsed_time": "7:20:00", "remaining_time": "20:30:44"} +{"current_steps": 11910, "total_steps": 45204, "loss": 0.3376, "learning_rate": 1.676554637017954e-05, "epoch": 0.26346740208458536, "percentage": 26.35, "elapsed_time": "7:20:11", "remaining_time": "20:30:32"} +{"current_steps": 11915, "total_steps": 45204, "loss": 0.3174, "learning_rate": 1.676298706755574e-05, "epoch": 0.2635780097260986, "percentage": 26.36, "elapsed_time": "7:20:21", "remaining_time": "20:30:19"} +{"current_steps": 11920, "total_steps": 45204, "loss": 0.3159, "learning_rate": 1.6760426948303364e-05, "epoch": 0.26368861736761184, "percentage": 26.37, "elapsed_time": "7:20:33", "remaining_time": "20:30:09"} +{"current_steps": 11925, "total_steps": 45204, "loss": 0.4554, "learning_rate": 1.675786601273154e-05, "epoch": 0.2637992250091251, "percentage": 26.38, "elapsed_time": "7:20:43", "remaining_time": "20:29:55"} +{"current_steps": 11930, "total_steps": 45204, "loss": 0.496, "learning_rate": 1.6755304261149507e-05, "epoch": 0.2639098326506384, "percentage": 26.39, "elapsed_time": "7:20:53", "remaining_time": "20:29:41"} +{"current_steps": 11935, "total_steps": 45204, "loss": 0.5481, "learning_rate": 1.6752741693866594e-05, "epoch": 0.26402044029215166, "percentage": 26.4, "elapsed_time": "7:21:04", "remaining_time": "20:29:30"} +{"current_steps": 11940, "total_steps": 45204, "loss": 0.4976, "learning_rate": 1.6750178311192225e-05, "epoch": 0.26413104793366493, "percentage": 26.41, "elapsed_time": "7:21:17", "remaining_time": "20:29:23"} +{"current_steps": 11945, "total_steps": 45204, "loss": 0.5641, "learning_rate": 1.674761411343593e-05, "epoch": 0.26424165557517815, "percentage": 26.42, "elapsed_time": "7:21:29", "remaining_time": "20:29:14"} +{"current_steps": 11950, "total_steps": 45204, "loss": 0.3792, "learning_rate": 1.6745049100907337e-05, "epoch": 0.2643522632166914, "percentage": 26.44, "elapsed_time": "7:21:40", "remaining_time": "20:29:05"} +{"current_steps": 11955, "total_steps": 45204, "loss": 0.4961, "learning_rate": 1.6742483273916175e-05, "epoch": 0.2644628708582047, "percentage": 26.45, "elapsed_time": "7:21:51", "remaining_time": "20:28:54"} +{"current_steps": 11960, "total_steps": 45204, "loss": 0.3146, "learning_rate": 1.6739916632772256e-05, "epoch": 0.26457347849971796, "percentage": 26.46, "elapsed_time": "7:22:01", "remaining_time": "20:28:38"} +{"current_steps": 11965, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.6737349177785508e-05, "epoch": 0.26468408614123123, "percentage": 26.47, "elapsed_time": "7:22:13", "remaining_time": "20:28:30"} +{"current_steps": 11970, "total_steps": 45204, "loss": 0.4106, "learning_rate": 1.6734780909265952e-05, "epoch": 0.26479469378274445, "percentage": 26.48, "elapsed_time": "7:22:25", "remaining_time": "20:28:23"} +{"current_steps": 11975, "total_steps": 45204, "loss": 0.2442, "learning_rate": 1.6732211827523697e-05, "epoch": 0.2649053014242577, "percentage": 26.49, "elapsed_time": "7:22:37", "remaining_time": "20:28:13"} +{"current_steps": 11980, "total_steps": 45204, "loss": 0.3818, "learning_rate": 1.6729641932868968e-05, "epoch": 0.265015909065771, "percentage": 26.5, "elapsed_time": "7:22:49", "remaining_time": "20:28:06"} +{"current_steps": 11985, "total_steps": 45204, "loss": 0.2584, "learning_rate": 1.6727071225612076e-05, "epoch": 0.26512651670728427, "percentage": 26.51, "elapsed_time": "7:22:59", "remaining_time": "20:27:50"} +{"current_steps": 11990, "total_steps": 45204, "loss": 0.2706, "learning_rate": 1.672449970606343e-05, "epoch": 0.26523712434879754, "percentage": 26.52, "elapsed_time": "7:23:09", "remaining_time": "20:27:36"} +{"current_steps": 11995, "total_steps": 45204, "loss": 0.3248, "learning_rate": 1.672192737453354e-05, "epoch": 0.26534773199031075, "percentage": 26.54, "elapsed_time": "7:23:22", "remaining_time": "20:27:30"} +{"current_steps": 12000, "total_steps": 45204, "loss": 0.331, "learning_rate": 1.671935423133302e-05, "epoch": 0.265458339631824, "percentage": 26.55, "elapsed_time": "7:23:36", "remaining_time": "20:27:27"} +{"current_steps": 12005, "total_steps": 45204, "loss": 0.3485, "learning_rate": 1.6716780276772577e-05, "epoch": 0.2655689472733373, "percentage": 26.56, "elapsed_time": "7:23:48", "remaining_time": "20:27:19"} +{"current_steps": 12010, "total_steps": 45204, "loss": 0.375, "learning_rate": 1.6714205511163005e-05, "epoch": 0.26567955491485057, "percentage": 26.57, "elapsed_time": "7:23:58", "remaining_time": "20:27:05"} +{"current_steps": 12015, "total_steps": 45204, "loss": 0.5446, "learning_rate": 1.6711629934815217e-05, "epoch": 0.2657901625563638, "percentage": 26.58, "elapsed_time": "7:24:09", "remaining_time": "20:26:52"} +{"current_steps": 12020, "total_steps": 45204, "loss": 0.3323, "learning_rate": 1.6709053548040207e-05, "epoch": 0.26590077019787706, "percentage": 26.59, "elapsed_time": "7:24:19", "remaining_time": "20:26:39"} +{"current_steps": 12025, "total_steps": 45204, "loss": 0.4815, "learning_rate": 1.6706476351149076e-05, "epoch": 0.26601137783939033, "percentage": 26.6, "elapsed_time": "7:24:29", "remaining_time": "20:26:25"} +{"current_steps": 12030, "total_steps": 45204, "loss": 0.3477, "learning_rate": 1.6703898344453015e-05, "epoch": 0.2661219854809036, "percentage": 26.61, "elapsed_time": "7:24:37", "remaining_time": "20:26:05"} +{"current_steps": 12035, "total_steps": 45204, "loss": 0.2296, "learning_rate": 1.6701319528263323e-05, "epoch": 0.26623259312241687, "percentage": 26.62, "elapsed_time": "7:24:46", "remaining_time": "20:25:48"} +{"current_steps": 12040, "total_steps": 45204, "loss": 0.6624, "learning_rate": 1.669873990289139e-05, "epoch": 0.2663432007639301, "percentage": 26.63, "elapsed_time": "7:25:00", "remaining_time": "20:25:47"} +{"current_steps": 12045, "total_steps": 45204, "loss": 0.3407, "learning_rate": 1.6696159468648702e-05, "epoch": 0.26645380840544336, "percentage": 26.65, "elapsed_time": "7:25:11", "remaining_time": "20:25:34"} +{"current_steps": 12050, "total_steps": 45204, "loss": 0.2972, "learning_rate": 1.6693578225846846e-05, "epoch": 0.26656441604695663, "percentage": 26.66, "elapsed_time": "7:25:23", "remaining_time": "20:25:25"} +{"current_steps": 12055, "total_steps": 45204, "loss": 0.3634, "learning_rate": 1.6690996174797513e-05, "epoch": 0.2666750236884699, "percentage": 26.67, "elapsed_time": "7:25:34", "remaining_time": "20:25:14"} +{"current_steps": 12060, "total_steps": 45204, "loss": 0.3474, "learning_rate": 1.6688413315812473e-05, "epoch": 0.2667856313299832, "percentage": 26.68, "elapsed_time": "7:25:43", "remaining_time": "20:24:58"} +{"current_steps": 12065, "total_steps": 45204, "loss": 0.4391, "learning_rate": 1.6685829649203616e-05, "epoch": 0.2668962389714964, "percentage": 26.69, "elapsed_time": "7:25:55", "remaining_time": "20:24:49"} +{"current_steps": 12070, "total_steps": 45204, "loss": 0.2804, "learning_rate": 1.6683245175282917e-05, "epoch": 0.26700684661300966, "percentage": 26.7, "elapsed_time": "7:26:05", "remaining_time": "20:24:34"} +{"current_steps": 12075, "total_steps": 45204, "loss": 0.4264, "learning_rate": 1.6680659894362447e-05, "epoch": 0.26711745425452293, "percentage": 26.71, "elapsed_time": "7:26:15", "remaining_time": "20:24:21"} +{"current_steps": 12080, "total_steps": 45204, "loss": 0.3483, "learning_rate": 1.6678073806754374e-05, "epoch": 0.2672280618960362, "percentage": 26.72, "elapsed_time": "7:26:24", "remaining_time": "20:24:05"} +{"current_steps": 12085, "total_steps": 45204, "loss": 0.2995, "learning_rate": 1.6675486912770976e-05, "epoch": 0.2673386695375495, "percentage": 26.73, "elapsed_time": "7:26:34", "remaining_time": "20:23:51"} +{"current_steps": 12090, "total_steps": 45204, "loss": 0.3471, "learning_rate": 1.6672899212724618e-05, "epoch": 0.2674492771790627, "percentage": 26.75, "elapsed_time": "7:26:44", "remaining_time": "20:23:35"} +{"current_steps": 12095, "total_steps": 45204, "loss": 0.5366, "learning_rate": 1.6670310706927758e-05, "epoch": 0.26755988482057597, "percentage": 26.76, "elapsed_time": "7:26:55", "remaining_time": "20:23:24"} +{"current_steps": 12100, "total_steps": 45204, "loss": 0.4322, "learning_rate": 1.6667721395692966e-05, "epoch": 0.26767049246208924, "percentage": 26.77, "elapsed_time": "7:27:04", "remaining_time": "20:23:09"} +{"current_steps": 12105, "total_steps": 45204, "loss": 0.4616, "learning_rate": 1.6665131279332895e-05, "epoch": 0.2677811001036025, "percentage": 26.78, "elapsed_time": "7:27:16", "remaining_time": "20:22:59"} +{"current_steps": 12110, "total_steps": 45204, "loss": 0.4103, "learning_rate": 1.66625403581603e-05, "epoch": 0.2678917077451157, "percentage": 26.79, "elapsed_time": "7:27:27", "remaining_time": "20:22:48"} +{"current_steps": 12115, "total_steps": 45204, "loss": 0.3722, "learning_rate": 1.6659948632488037e-05, "epoch": 0.268002315386629, "percentage": 26.8, "elapsed_time": "7:27:37", "remaining_time": "20:22:34"} +{"current_steps": 12120, "total_steps": 45204, "loss": 0.4632, "learning_rate": 1.6657356102629053e-05, "epoch": 0.26811292302814227, "percentage": 26.81, "elapsed_time": "7:27:51", "remaining_time": "20:22:31"} +{"current_steps": 12125, "total_steps": 45204, "loss": 0.4184, "learning_rate": 1.6654762768896402e-05, "epoch": 0.26822353066965554, "percentage": 26.82, "elapsed_time": "7:28:02", "remaining_time": "20:22:20"} +{"current_steps": 12130, "total_steps": 45204, "loss": 0.3303, "learning_rate": 1.6652168631603218e-05, "epoch": 0.2683341383111688, "percentage": 26.83, "elapsed_time": "7:28:11", "remaining_time": "20:22:02"} +{"current_steps": 12135, "total_steps": 45204, "loss": 0.3754, "learning_rate": 1.6649573691062747e-05, "epoch": 0.26844474595268203, "percentage": 26.84, "elapsed_time": "7:28:24", "remaining_time": "20:21:58"} +{"current_steps": 12140, "total_steps": 45204, "loss": 0.2898, "learning_rate": 1.664697794758833e-05, "epoch": 0.2685553535941953, "percentage": 26.86, "elapsed_time": "7:28:35", "remaining_time": "20:21:47"} +{"current_steps": 12145, "total_steps": 45204, "loss": 0.3972, "learning_rate": 1.6644381401493398e-05, "epoch": 0.2686659612357086, "percentage": 26.87, "elapsed_time": "7:28:46", "remaining_time": "20:21:35"} +{"current_steps": 12150, "total_steps": 45204, "loss": 0.3841, "learning_rate": 1.6641784053091486e-05, "epoch": 0.26877656887722184, "percentage": 26.88, "elapsed_time": "7:28:58", "remaining_time": "20:21:25"} +{"current_steps": 12155, "total_steps": 45204, "loss": 0.3272, "learning_rate": 1.6639185902696223e-05, "epoch": 0.2688871765187351, "percentage": 26.89, "elapsed_time": "7:29:08", "remaining_time": "20:21:13"} +{"current_steps": 12160, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.663658695062133e-05, "epoch": 0.26899778416024833, "percentage": 26.9, "elapsed_time": "7:29:18", "remaining_time": "20:20:58"} +{"current_steps": 12165, "total_steps": 45204, "loss": 0.3483, "learning_rate": 1.663398719718064e-05, "epoch": 0.2691083918017616, "percentage": 26.91, "elapsed_time": "7:29:30", "remaining_time": "20:20:50"} +{"current_steps": 12170, "total_steps": 45204, "loss": 0.428, "learning_rate": 1.663138664268806e-05, "epoch": 0.2692189994432749, "percentage": 26.92, "elapsed_time": "7:29:40", "remaining_time": "20:20:36"} +{"current_steps": 12175, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.6628785287457617e-05, "epoch": 0.26932960708478815, "percentage": 26.93, "elapsed_time": "7:29:51", "remaining_time": "20:20:25"} +{"current_steps": 12180, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.6626183131803416e-05, "epoch": 0.26944021472630136, "percentage": 26.94, "elapsed_time": "7:30:01", "remaining_time": "20:20:11"} +{"current_steps": 12185, "total_steps": 45204, "loss": 0.3738, "learning_rate": 1.6623580176039667e-05, "epoch": 0.26955082236781464, "percentage": 26.96, "elapsed_time": "7:30:11", "remaining_time": "20:19:56"} +{"current_steps": 12190, "total_steps": 45204, "loss": 0.2688, "learning_rate": 1.662097642048068e-05, "epoch": 0.2696614300093279, "percentage": 26.97, "elapsed_time": "7:30:21", "remaining_time": "20:19:40"} +{"current_steps": 12195, "total_steps": 45204, "loss": 0.2859, "learning_rate": 1.6618371865440858e-05, "epoch": 0.2697720376508412, "percentage": 26.98, "elapsed_time": "7:30:31", "remaining_time": "20:19:28"} +{"current_steps": 12200, "total_steps": 45204, "loss": 0.2744, "learning_rate": 1.6615766511234695e-05, "epoch": 0.26988264529235445, "percentage": 26.99, "elapsed_time": "7:30:42", "remaining_time": "20:19:15"} +{"current_steps": 12205, "total_steps": 45204, "loss": 0.5011, "learning_rate": 1.6613160358176795e-05, "epoch": 0.26999325293386767, "percentage": 27.0, "elapsed_time": "7:30:57", "remaining_time": "20:19:14"} +{"current_steps": 12210, "total_steps": 45204, "loss": 0.3072, "learning_rate": 1.6610553406581843e-05, "epoch": 0.27010386057538094, "percentage": 27.01, "elapsed_time": "7:31:08", "remaining_time": "20:19:03"} +{"current_steps": 12215, "total_steps": 45204, "loss": 0.2961, "learning_rate": 1.6607945656764628e-05, "epoch": 0.2702144682168942, "percentage": 27.02, "elapsed_time": "7:31:16", "remaining_time": "20:18:46"} +{"current_steps": 12220, "total_steps": 45204, "loss": 0.4413, "learning_rate": 1.6605337109040038e-05, "epoch": 0.2703250758584075, "percentage": 27.03, "elapsed_time": "7:31:28", "remaining_time": "20:18:37"} +{"current_steps": 12225, "total_steps": 45204, "loss": 0.3904, "learning_rate": 1.6602727763723056e-05, "epoch": 0.27043568349992075, "percentage": 27.04, "elapsed_time": "7:31:36", "remaining_time": "20:18:18"} +{"current_steps": 12230, "total_steps": 45204, "loss": 0.367, "learning_rate": 1.6600117621128752e-05, "epoch": 0.27054629114143397, "percentage": 27.06, "elapsed_time": "7:31:48", "remaining_time": "20:18:08"} +{"current_steps": 12235, "total_steps": 45204, "loss": 0.2816, "learning_rate": 1.659750668157231e-05, "epoch": 0.27065689878294724, "percentage": 27.07, "elapsed_time": "7:31:56", "remaining_time": "20:17:49"} +{"current_steps": 12240, "total_steps": 45204, "loss": 0.3962, "learning_rate": 1.659489494536899e-05, "epoch": 0.2707675064244605, "percentage": 27.08, "elapsed_time": "7:32:06", "remaining_time": "20:17:35"} +{"current_steps": 12245, "total_steps": 45204, "loss": 0.3529, "learning_rate": 1.6592282412834163e-05, "epoch": 0.2708781140659738, "percentage": 27.09, "elapsed_time": "7:32:18", "remaining_time": "20:17:26"} +{"current_steps": 12250, "total_steps": 45204, "loss": 0.3746, "learning_rate": 1.658966908428329e-05, "epoch": 0.27098872170748706, "percentage": 27.1, "elapsed_time": "7:32:28", "remaining_time": "20:17:12"} +{"current_steps": 12255, "total_steps": 45204, "loss": 0.2813, "learning_rate": 1.6587054960031937e-05, "epoch": 0.2710993293490003, "percentage": 27.11, "elapsed_time": "7:32:37", "remaining_time": "20:16:55"} +{"current_steps": 12260, "total_steps": 45204, "loss": 0.3314, "learning_rate": 1.658444004039575e-05, "epoch": 0.27120993699051354, "percentage": 27.12, "elapsed_time": "7:32:49", "remaining_time": "20:16:47"} +{"current_steps": 12265, "total_steps": 45204, "loss": 0.4611, "learning_rate": 1.6581824325690484e-05, "epoch": 0.2713205446320268, "percentage": 27.13, "elapsed_time": "7:33:02", "remaining_time": "20:16:42"} +{"current_steps": 12270, "total_steps": 45204, "loss": 0.3732, "learning_rate": 1.657920781623198e-05, "epoch": 0.2714311522735401, "percentage": 27.14, "elapsed_time": "7:33:13", "remaining_time": "20:16:29"} +{"current_steps": 12275, "total_steps": 45204, "loss": 0.2894, "learning_rate": 1.6576590512336192e-05, "epoch": 0.2715417599150533, "percentage": 27.15, "elapsed_time": "7:33:23", "remaining_time": "20:16:15"} +{"current_steps": 12280, "total_steps": 45204, "loss": 0.3848, "learning_rate": 1.6573972414319147e-05, "epoch": 0.2716523675565666, "percentage": 27.17, "elapsed_time": "7:33:35", "remaining_time": "20:16:07"} +{"current_steps": 12285, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.6571353522496983e-05, "epoch": 0.27176297519807985, "percentage": 27.18, "elapsed_time": "7:33:47", "remaining_time": "20:16:00"} +{"current_steps": 12290, "total_steps": 45204, "loss": 0.4348, "learning_rate": 1.6568733837185935e-05, "epoch": 0.2718735828395931, "percentage": 27.19, "elapsed_time": "7:33:59", "remaining_time": "20:15:50"} +{"current_steps": 12295, "total_steps": 45204, "loss": 0.3451, "learning_rate": 1.656611335870232e-05, "epoch": 0.2719841904811064, "percentage": 27.2, "elapsed_time": "7:34:09", "remaining_time": "20:15:37"} +{"current_steps": 12300, "total_steps": 45204, "loss": 0.267, "learning_rate": 1.6563492087362575e-05, "epoch": 0.2720947981226196, "percentage": 27.21, "elapsed_time": "7:34:17", "remaining_time": "20:15:17"} +{"current_steps": 12305, "total_steps": 45204, "loss": 0.3717, "learning_rate": 1.6560870023483203e-05, "epoch": 0.2722054057641329, "percentage": 27.22, "elapsed_time": "7:34:27", "remaining_time": "20:15:02"} +{"current_steps": 12310, "total_steps": 45204, "loss": 0.3679, "learning_rate": 1.6558247167380824e-05, "epoch": 0.27231601340564615, "percentage": 27.23, "elapsed_time": "7:34:37", "remaining_time": "20:14:48"} +{"current_steps": 12315, "total_steps": 45204, "loss": 0.3422, "learning_rate": 1.6555623519372144e-05, "epoch": 0.2724266210471594, "percentage": 27.24, "elapsed_time": "7:34:48", "remaining_time": "20:14:37"} +{"current_steps": 12320, "total_steps": 45204, "loss": 0.3732, "learning_rate": 1.655299907977397e-05, "epoch": 0.2725372286886727, "percentage": 27.25, "elapsed_time": "7:35:00", "remaining_time": "20:14:28"} +{"current_steps": 12325, "total_steps": 45204, "loss": 0.2965, "learning_rate": 1.6550373848903202e-05, "epoch": 0.2726478363301859, "percentage": 27.27, "elapsed_time": "7:35:09", "remaining_time": "20:14:12"} +{"current_steps": 12330, "total_steps": 45204, "loss": 0.3246, "learning_rate": 1.6547747827076833e-05, "epoch": 0.2727584439716992, "percentage": 27.28, "elapsed_time": "7:35:19", "remaining_time": "20:13:59"} +{"current_steps": 12335, "total_steps": 45204, "loss": 0.4557, "learning_rate": 1.6545121014611965e-05, "epoch": 0.27286905161321245, "percentage": 27.29, "elapsed_time": "7:35:31", "remaining_time": "20:13:50"} +{"current_steps": 12340, "total_steps": 45204, "loss": 0.5359, "learning_rate": 1.654249341182577e-05, "epoch": 0.2729796592547257, "percentage": 27.3, "elapsed_time": "7:35:43", "remaining_time": "20:13:41"} +{"current_steps": 12345, "total_steps": 45204, "loss": 0.4493, "learning_rate": 1.6539865019035536e-05, "epoch": 0.273090266896239, "percentage": 27.31, "elapsed_time": "7:35:54", "remaining_time": "20:13:31"} +{"current_steps": 12350, "total_steps": 45204, "loss": 0.3215, "learning_rate": 1.6537235836558647e-05, "epoch": 0.2732008745377522, "percentage": 27.32, "elapsed_time": "7:36:04", "remaining_time": "20:13:16"} +{"current_steps": 12355, "total_steps": 45204, "loss": 0.2647, "learning_rate": 1.653460586471257e-05, "epoch": 0.2733114821792655, "percentage": 27.33, "elapsed_time": "7:36:13", "remaining_time": "20:12:59"} +{"current_steps": 12360, "total_steps": 45204, "loss": 0.3401, "learning_rate": 1.653197510381487e-05, "epoch": 0.27342208982077876, "percentage": 27.34, "elapsed_time": "7:36:25", "remaining_time": "20:12:50"} +{"current_steps": 12365, "total_steps": 45204, "loss": 0.476, "learning_rate": 1.6529343554183214e-05, "epoch": 0.27353269746229203, "percentage": 27.35, "elapsed_time": "7:36:39", "remaining_time": "20:12:48"} +{"current_steps": 12370, "total_steps": 45204, "loss": 0.3874, "learning_rate": 1.6526711216135367e-05, "epoch": 0.27364330510380525, "percentage": 27.36, "elapsed_time": "7:36:52", "remaining_time": "20:12:42"} +{"current_steps": 12375, "total_steps": 45204, "loss": 0.3583, "learning_rate": 1.652407808998917e-05, "epoch": 0.2737539127453185, "percentage": 27.38, "elapsed_time": "7:37:03", "remaining_time": "20:12:29"} +{"current_steps": 12380, "total_steps": 45204, "loss": 0.4838, "learning_rate": 1.6521444176062586e-05, "epoch": 0.2738645203868318, "percentage": 27.39, "elapsed_time": "7:37:16", "remaining_time": "20:12:23"} +{"current_steps": 12385, "total_steps": 45204, "loss": 0.4125, "learning_rate": 1.6518809474673645e-05, "epoch": 0.27397512802834506, "percentage": 27.4, "elapsed_time": "7:37:27", "remaining_time": "20:12:12"} +{"current_steps": 12390, "total_steps": 45204, "loss": 0.5127, "learning_rate": 1.6516173986140496e-05, "epoch": 0.27408573566985833, "percentage": 27.41, "elapsed_time": "7:37:40", "remaining_time": "20:12:07"} +{"current_steps": 12395, "total_steps": 45204, "loss": 0.3019, "learning_rate": 1.6513537710781377e-05, "epoch": 0.27419634331137155, "percentage": 27.42, "elapsed_time": "7:37:50", "remaining_time": "20:11:54"} +{"current_steps": 12400, "total_steps": 45204, "loss": 0.4331, "learning_rate": 1.651090064891461e-05, "epoch": 0.2743069509528848, "percentage": 27.43, "elapsed_time": "7:38:02", "remaining_time": "20:11:44"} +{"current_steps": 12405, "total_steps": 45204, "loss": 0.4696, "learning_rate": 1.6508262800858615e-05, "epoch": 0.2744175585943981, "percentage": 27.44, "elapsed_time": "7:38:15", "remaining_time": "20:11:37"} +{"current_steps": 12410, "total_steps": 45204, "loss": 0.4698, "learning_rate": 1.650562416693192e-05, "epoch": 0.27452816623591136, "percentage": 27.45, "elapsed_time": "7:38:25", "remaining_time": "20:11:25"} +{"current_steps": 12415, "total_steps": 45204, "loss": 0.379, "learning_rate": 1.6502984747453142e-05, "epoch": 0.27463877387742464, "percentage": 27.46, "elapsed_time": "7:38:35", "remaining_time": "20:11:10"} +{"current_steps": 12420, "total_steps": 45204, "loss": 0.4332, "learning_rate": 1.650034454274098e-05, "epoch": 0.27474938151893785, "percentage": 27.48, "elapsed_time": "7:38:47", "remaining_time": "20:11:03"} +{"current_steps": 12425, "total_steps": 45204, "loss": 0.3738, "learning_rate": 1.6497703553114244e-05, "epoch": 0.2748599891604511, "percentage": 27.49, "elapsed_time": "7:39:00", "remaining_time": "20:10:55"} +{"current_steps": 12430, "total_steps": 45204, "loss": 0.2928, "learning_rate": 1.649506177889183e-05, "epoch": 0.2749705968019644, "percentage": 27.5, "elapsed_time": "7:39:08", "remaining_time": "20:10:37"} +{"current_steps": 12435, "total_steps": 45204, "loss": 0.3364, "learning_rate": 1.649241922039274e-05, "epoch": 0.27508120444347767, "percentage": 27.51, "elapsed_time": "7:39:19", "remaining_time": "20:10:26"} +{"current_steps": 12440, "total_steps": 45204, "loss": 0.1874, "learning_rate": 1.6489775877936044e-05, "epoch": 0.27519181208499094, "percentage": 27.52, "elapsed_time": "7:39:29", "remaining_time": "20:10:11"} +{"current_steps": 12445, "total_steps": 45204, "loss": 0.4783, "learning_rate": 1.648713175184094e-05, "epoch": 0.27530241972650416, "percentage": 27.53, "elapsed_time": "7:39:41", "remaining_time": "20:10:04"} +{"current_steps": 12450, "total_steps": 45204, "loss": 0.3646, "learning_rate": 1.6484486842426704e-05, "epoch": 0.2754130273680174, "percentage": 27.54, "elapsed_time": "7:39:53", "remaining_time": "20:09:55"} +{"current_steps": 12455, "total_steps": 45204, "loss": 0.4796, "learning_rate": 1.6481841150012704e-05, "epoch": 0.2755236350095307, "percentage": 27.55, "elapsed_time": "7:40:06", "remaining_time": "20:09:47"} +{"current_steps": 12460, "total_steps": 45204, "loss": 0.4508, "learning_rate": 1.6479194674918404e-05, "epoch": 0.27563424265104397, "percentage": 27.56, "elapsed_time": "7:40:17", "remaining_time": "20:09:35"} +{"current_steps": 12465, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.6476547417463372e-05, "epoch": 0.2757448502925572, "percentage": 27.57, "elapsed_time": "7:40:27", "remaining_time": "20:09:22"} +{"current_steps": 12470, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.6473899377967262e-05, "epoch": 0.27585545793407046, "percentage": 27.59, "elapsed_time": "7:40:39", "remaining_time": "20:09:14"} +{"current_steps": 12475, "total_steps": 45204, "loss": 0.2485, "learning_rate": 1.647125055674982e-05, "epoch": 0.27596606557558373, "percentage": 27.6, "elapsed_time": "7:40:49", "remaining_time": "20:09:01"} +{"current_steps": 12480, "total_steps": 45204, "loss": 0.3589, "learning_rate": 1.6468600954130892e-05, "epoch": 0.276076673217097, "percentage": 27.61, "elapsed_time": "7:41:00", "remaining_time": "20:08:49"} +{"current_steps": 12485, "total_steps": 45204, "loss": 0.4744, "learning_rate": 1.6465950570430416e-05, "epoch": 0.2761872808586103, "percentage": 27.62, "elapsed_time": "7:41:12", "remaining_time": "20:08:40"} +{"current_steps": 12490, "total_steps": 45204, "loss": 0.5242, "learning_rate": 1.6463299405968424e-05, "epoch": 0.2762978885001235, "percentage": 27.63, "elapsed_time": "7:41:24", "remaining_time": "20:08:31"} +{"current_steps": 12495, "total_steps": 45204, "loss": 0.1983, "learning_rate": 1.6460647461065053e-05, "epoch": 0.27640849614163676, "percentage": 27.64, "elapsed_time": "7:41:33", "remaining_time": "20:08:14"} +{"current_steps": 12500, "total_steps": 45204, "loss": 0.3826, "learning_rate": 1.645799473604051e-05, "epoch": 0.27651910378315003, "percentage": 27.65, "elapsed_time": "7:41:44", "remaining_time": "20:08:03"} +{"current_steps": 12505, "total_steps": 45204, "loss": 0.5422, "learning_rate": 1.6455341231215123e-05, "epoch": 0.2766297114246633, "percentage": 27.66, "elapsed_time": "7:41:57", "remaining_time": "20:07:57"} +{"current_steps": 12510, "total_steps": 45204, "loss": 0.3038, "learning_rate": 1.645268694690929e-05, "epoch": 0.2767403190661766, "percentage": 27.67, "elapsed_time": "7:42:07", "remaining_time": "20:07:44"} +{"current_steps": 12515, "total_steps": 45204, "loss": 0.4379, "learning_rate": 1.6450031883443527e-05, "epoch": 0.2768509267076898, "percentage": 27.69, "elapsed_time": "7:42:19", "remaining_time": "20:07:36"} +{"current_steps": 12520, "total_steps": 45204, "loss": 0.4664, "learning_rate": 1.6447376041138427e-05, "epoch": 0.27696153434920306, "percentage": 27.7, "elapsed_time": "7:42:30", "remaining_time": "20:07:23"} +{"current_steps": 12525, "total_steps": 45204, "loss": 0.4433, "learning_rate": 1.644471942031468e-05, "epoch": 0.27707214199071634, "percentage": 27.71, "elapsed_time": "7:42:41", "remaining_time": "20:07:12"} +{"current_steps": 12530, "total_steps": 45204, "loss": 0.414, "learning_rate": 1.6442062021293072e-05, "epoch": 0.2771827496322296, "percentage": 27.72, "elapsed_time": "7:42:53", "remaining_time": "20:07:04"} +{"current_steps": 12535, "total_steps": 45204, "loss": 0.3681, "learning_rate": 1.643940384439449e-05, "epoch": 0.2772933572737428, "percentage": 27.73, "elapsed_time": "7:43:04", "remaining_time": "20:06:53"} +{"current_steps": 12540, "total_steps": 45204, "loss": 0.5404, "learning_rate": 1.6436744889939898e-05, "epoch": 0.2774039649152561, "percentage": 27.74, "elapsed_time": "7:43:17", "remaining_time": "20:06:47"} +{"current_steps": 12545, "total_steps": 45204, "loss": 0.3684, "learning_rate": 1.643408515825037e-05, "epoch": 0.27751457255676937, "percentage": 27.75, "elapsed_time": "7:43:30", "remaining_time": "20:06:40"} +{"current_steps": 12550, "total_steps": 45204, "loss": 0.4044, "learning_rate": 1.6431424649647066e-05, "epoch": 0.27762518019828264, "percentage": 27.76, "elapsed_time": "7:43:42", "remaining_time": "20:06:30"} +{"current_steps": 12555, "total_steps": 45204, "loss": 0.2935, "learning_rate": 1.6428763364451246e-05, "epoch": 0.2777357878397959, "percentage": 27.77, "elapsed_time": "7:43:52", "remaining_time": "20:06:17"} +{"current_steps": 12560, "total_steps": 45204, "loss": 0.5738, "learning_rate": 1.6426101302984252e-05, "epoch": 0.2778463954813091, "percentage": 27.79, "elapsed_time": "7:44:03", "remaining_time": "20:06:05"} +{"current_steps": 12565, "total_steps": 45204, "loss": 0.295, "learning_rate": 1.6423438465567533e-05, "epoch": 0.2779570031228224, "percentage": 27.8, "elapsed_time": "7:44:13", "remaining_time": "20:05:51"} +{"current_steps": 12570, "total_steps": 45204, "loss": 0.3289, "learning_rate": 1.642077485252262e-05, "epoch": 0.27806761076433567, "percentage": 27.81, "elapsed_time": "7:44:23", "remaining_time": "20:05:39"} +{"current_steps": 12575, "total_steps": 45204, "loss": 0.3966, "learning_rate": 1.6418110464171153e-05, "epoch": 0.27817821840584894, "percentage": 27.82, "elapsed_time": "7:44:37", "remaining_time": "20:05:34"} +{"current_steps": 12580, "total_steps": 45204, "loss": 0.2583, "learning_rate": 1.6415445300834846e-05, "epoch": 0.2782888260473622, "percentage": 27.83, "elapsed_time": "7:44:46", "remaining_time": "20:05:19"} +{"current_steps": 12585, "total_steps": 45204, "loss": 0.3908, "learning_rate": 1.6412779362835524e-05, "epoch": 0.27839943368887543, "percentage": 27.84, "elapsed_time": "7:44:58", "remaining_time": "20:05:11"} +{"current_steps": 12590, "total_steps": 45204, "loss": 0.3816, "learning_rate": 1.641011265049509e-05, "epoch": 0.2785100413303887, "percentage": 27.85, "elapsed_time": "7:45:09", "remaining_time": "20:04:58"} +{"current_steps": 12595, "total_steps": 45204, "loss": 0.4641, "learning_rate": 1.640744516413556e-05, "epoch": 0.278620648971902, "percentage": 27.86, "elapsed_time": "7:45:19", "remaining_time": "20:04:44"} +{"current_steps": 12600, "total_steps": 45204, "loss": 0.3948, "learning_rate": 1.6404776904079017e-05, "epoch": 0.27873125661341525, "percentage": 27.87, "elapsed_time": "7:45:33", "remaining_time": "20:04:40"} +{"current_steps": 12605, "total_steps": 45204, "loss": 0.2592, "learning_rate": 1.6402107870647666e-05, "epoch": 0.2788418642549285, "percentage": 27.88, "elapsed_time": "7:45:41", "remaining_time": "20:04:21"} +{"current_steps": 12610, "total_steps": 45204, "loss": 0.4029, "learning_rate": 1.6399438064163787e-05, "epoch": 0.27895247189644173, "percentage": 27.9, "elapsed_time": "7:45:54", "remaining_time": "20:04:14"} +{"current_steps": 12615, "total_steps": 45204, "loss": 0.2991, "learning_rate": 1.639676748494976e-05, "epoch": 0.279063079537955, "percentage": 27.91, "elapsed_time": "7:46:03", "remaining_time": "20:04:00"} +{"current_steps": 12620, "total_steps": 45204, "loss": 0.3489, "learning_rate": 1.6394096133328053e-05, "epoch": 0.2791736871794683, "percentage": 27.92, "elapsed_time": "7:46:15", "remaining_time": "20:03:49"} +{"current_steps": 12625, "total_steps": 45204, "loss": 0.4543, "learning_rate": 1.6391424009621233e-05, "epoch": 0.27928429482098155, "percentage": 27.93, "elapsed_time": "7:46:26", "remaining_time": "20:03:38"} +{"current_steps": 12630, "total_steps": 45204, "loss": 0.4147, "learning_rate": 1.638875111415196e-05, "epoch": 0.27939490246249477, "percentage": 27.94, "elapsed_time": "7:46:38", "remaining_time": "20:03:30"} +{"current_steps": 12635, "total_steps": 45204, "loss": 0.3735, "learning_rate": 1.638607744724298e-05, "epoch": 0.27950551010400804, "percentage": 27.95, "elapsed_time": "7:46:49", "remaining_time": "20:03:20"} +{"current_steps": 12640, "total_steps": 45204, "loss": 0.4117, "learning_rate": 1.6383403009217143e-05, "epoch": 0.2796161177455213, "percentage": 27.96, "elapsed_time": "7:47:00", "remaining_time": "20:03:08"} +{"current_steps": 12645, "total_steps": 45204, "loss": 0.3558, "learning_rate": 1.6380727800397384e-05, "epoch": 0.2797267253870346, "percentage": 27.97, "elapsed_time": "7:47:09", "remaining_time": "20:02:52"} +{"current_steps": 12650, "total_steps": 45204, "loss": 0.4534, "learning_rate": 1.6378051821106737e-05, "epoch": 0.27983733302854785, "percentage": 27.98, "elapsed_time": "7:47:21", "remaining_time": "20:02:42"} +{"current_steps": 12655, "total_steps": 45204, "loss": 0.3877, "learning_rate": 1.637537507166832e-05, "epoch": 0.27994794067006107, "percentage": 28.0, "elapsed_time": "7:47:33", "remaining_time": "20:02:34"} +{"current_steps": 12660, "total_steps": 45204, "loss": 0.4679, "learning_rate": 1.637269755240535e-05, "epoch": 0.28005854831157434, "percentage": 28.01, "elapsed_time": "7:47:43", "remaining_time": "20:02:20"} +{"current_steps": 12665, "total_steps": 45204, "loss": 0.2602, "learning_rate": 1.6370019263641142e-05, "epoch": 0.2801691559530876, "percentage": 28.02, "elapsed_time": "7:47:54", "remaining_time": "20:02:08"} +{"current_steps": 12670, "total_steps": 45204, "loss": 0.4908, "learning_rate": 1.6367340205699096e-05, "epoch": 0.2802797635946009, "percentage": 28.03, "elapsed_time": "7:48:07", "remaining_time": "20:02:01"} +{"current_steps": 12675, "total_steps": 45204, "loss": 0.415, "learning_rate": 1.6364660378902706e-05, "epoch": 0.28039037123611416, "percentage": 28.04, "elapsed_time": "7:48:18", "remaining_time": "20:01:50"} +{"current_steps": 12680, "total_steps": 45204, "loss": 0.5066, "learning_rate": 1.6361979783575563e-05, "epoch": 0.28050097887762737, "percentage": 28.05, "elapsed_time": "7:48:27", "remaining_time": "20:01:36"} +{"current_steps": 12685, "total_steps": 45204, "loss": 0.3025, "learning_rate": 1.6359298420041344e-05, "epoch": 0.28061158651914064, "percentage": 28.06, "elapsed_time": "7:48:39", "remaining_time": "20:01:26"} +{"current_steps": 12690, "total_steps": 45204, "loss": 0.334, "learning_rate": 1.6356616288623823e-05, "epoch": 0.2807221941606539, "percentage": 28.07, "elapsed_time": "7:48:49", "remaining_time": "20:01:12"} +{"current_steps": 12695, "total_steps": 45204, "loss": 0.3122, "learning_rate": 1.635393338964687e-05, "epoch": 0.2808328018021672, "percentage": 28.08, "elapsed_time": "7:48:58", "remaining_time": "20:00:57"} +{"current_steps": 12700, "total_steps": 45204, "loss": 0.3907, "learning_rate": 1.6351249723434446e-05, "epoch": 0.28094340944368046, "percentage": 28.09, "elapsed_time": "7:49:08", "remaining_time": "20:00:42"} +{"current_steps": 12705, "total_steps": 45204, "loss": 0.4316, "learning_rate": 1.6348565290310597e-05, "epoch": 0.2810540170851937, "percentage": 28.11, "elapsed_time": "7:49:17", "remaining_time": "20:00:27"} +{"current_steps": 12710, "total_steps": 45204, "loss": 0.6096, "learning_rate": 1.634588009059947e-05, "epoch": 0.28116462472670695, "percentage": 28.12, "elapsed_time": "7:49:34", "remaining_time": "20:00:30"} +{"current_steps": 12715, "total_steps": 45204, "loss": 0.3453, "learning_rate": 1.6343194124625303e-05, "epoch": 0.2812752323682202, "percentage": 28.13, "elapsed_time": "7:49:44", "remaining_time": "20:00:16"} +{"current_steps": 12720, "total_steps": 45204, "loss": 0.3279, "learning_rate": 1.6340507392712423e-05, "epoch": 0.2813858400097335, "percentage": 28.14, "elapsed_time": "7:49:56", "remaining_time": "20:00:08"} +{"current_steps": 12725, "total_steps": 45204, "loss": 0.3807, "learning_rate": 1.6337819895185252e-05, "epoch": 0.2814964476512467, "percentage": 28.15, "elapsed_time": "7:50:07", "remaining_time": "19:59:56"} +{"current_steps": 12730, "total_steps": 45204, "loss": 0.2563, "learning_rate": 1.6335131632368314e-05, "epoch": 0.28160705529276, "percentage": 28.16, "elapsed_time": "7:50:16", "remaining_time": "19:59:40"} +{"current_steps": 12735, "total_steps": 45204, "loss": 0.3774, "learning_rate": 1.63324426045862e-05, "epoch": 0.28171766293427325, "percentage": 28.17, "elapsed_time": "7:50:27", "remaining_time": "19:59:28"} +{"current_steps": 12740, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.6329752812163622e-05, "epoch": 0.2818282705757865, "percentage": 28.18, "elapsed_time": "7:50:38", "remaining_time": "19:59:18"} +{"current_steps": 12745, "total_steps": 45204, "loss": 0.4728, "learning_rate": 1.6327062255425365e-05, "epoch": 0.2819388782172998, "percentage": 28.19, "elapsed_time": "7:50:48", "remaining_time": "19:59:04"} +{"current_steps": 12750, "total_steps": 45204, "loss": 0.2889, "learning_rate": 1.6324370934696318e-05, "epoch": 0.282049485858813, "percentage": 28.21, "elapsed_time": "7:50:59", "remaining_time": "19:58:51"} +{"current_steps": 12755, "total_steps": 45204, "loss": 0.4001, "learning_rate": 1.6321678850301447e-05, "epoch": 0.2821600935003263, "percentage": 28.22, "elapsed_time": "7:51:09", "remaining_time": "19:58:39"} +{"current_steps": 12760, "total_steps": 45204, "loss": 0.4381, "learning_rate": 1.6318986002565835e-05, "epoch": 0.28227070114183955, "percentage": 28.23, "elapsed_time": "7:51:22", "remaining_time": "19:58:31"} +{"current_steps": 12765, "total_steps": 45204, "loss": 0.5777, "learning_rate": 1.631629239181463e-05, "epoch": 0.2823813087833528, "percentage": 28.24, "elapsed_time": "7:51:35", "remaining_time": "19:58:25"} +{"current_steps": 12770, "total_steps": 45204, "loss": 0.3957, "learning_rate": 1.6313598018373094e-05, "epoch": 0.2824919164248661, "percentage": 28.25, "elapsed_time": "7:51:45", "remaining_time": "19:58:12"} +{"current_steps": 12775, "total_steps": 45204, "loss": 0.334, "learning_rate": 1.631090288256656e-05, "epoch": 0.2826025240663793, "percentage": 28.26, "elapsed_time": "7:51:56", "remaining_time": "19:57:59"} +{"current_steps": 12780, "total_steps": 45204, "loss": 0.3962, "learning_rate": 1.6308206984720478e-05, "epoch": 0.2827131317078926, "percentage": 28.27, "elapsed_time": "7:52:06", "remaining_time": "19:57:45"} +{"current_steps": 12785, "total_steps": 45204, "loss": 0.3774, "learning_rate": 1.630551032516037e-05, "epoch": 0.28282373934940586, "percentage": 28.28, "elapsed_time": "7:52:16", "remaining_time": "19:57:31"} +{"current_steps": 12790, "total_steps": 45204, "loss": 0.3597, "learning_rate": 1.6302812904211854e-05, "epoch": 0.28293434699091913, "percentage": 28.29, "elapsed_time": "7:52:26", "remaining_time": "19:57:18"} +{"current_steps": 12795, "total_steps": 45204, "loss": 0.3723, "learning_rate": 1.6300114722200652e-05, "epoch": 0.2830449546324324, "percentage": 28.31, "elapsed_time": "7:52:36", "remaining_time": "19:57:04"} +{"current_steps": 12800, "total_steps": 45204, "loss": 0.2353, "learning_rate": 1.629741577945256e-05, "epoch": 0.2831555622739456, "percentage": 28.32, "elapsed_time": "7:52:47", "remaining_time": "19:56:53"} +{"current_steps": 12805, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.629471607629348e-05, "epoch": 0.2832661699154589, "percentage": 28.33, "elapsed_time": "7:52:59", "remaining_time": "19:56:46"} +{"current_steps": 12810, "total_steps": 45204, "loss": 0.3158, "learning_rate": 1.6292015613049396e-05, "epoch": 0.28337677755697216, "percentage": 28.34, "elapsed_time": "7:53:09", "remaining_time": "19:56:32"} +{"current_steps": 12815, "total_steps": 45204, "loss": 0.5119, "learning_rate": 1.628931439004639e-05, "epoch": 0.28348738519848543, "percentage": 28.35, "elapsed_time": "7:53:21", "remaining_time": "19:56:23"} +{"current_steps": 12820, "total_steps": 45204, "loss": 0.3939, "learning_rate": 1.6286612407610635e-05, "epoch": 0.28359799283999865, "percentage": 28.36, "elapsed_time": "7:53:34", "remaining_time": "19:56:16"} +{"current_steps": 12825, "total_steps": 45204, "loss": 0.4037, "learning_rate": 1.628390966606839e-05, "epoch": 0.2837086004815119, "percentage": 28.37, "elapsed_time": "7:53:47", "remaining_time": "19:56:09"} +{"current_steps": 12830, "total_steps": 45204, "loss": 0.4325, "learning_rate": 1.6281206165746014e-05, "epoch": 0.2838192081230252, "percentage": 28.38, "elapsed_time": "7:53:59", "remaining_time": "19:56:00"} +{"current_steps": 12835, "total_steps": 45204, "loss": 0.4692, "learning_rate": 1.6278501906969957e-05, "epoch": 0.28392981576453846, "percentage": 28.39, "elapsed_time": "7:54:08", "remaining_time": "19:55:45"} +{"current_steps": 12840, "total_steps": 45204, "loss": 0.2976, "learning_rate": 1.6275796890066747e-05, "epoch": 0.28404042340605173, "percentage": 28.4, "elapsed_time": "7:54:17", "remaining_time": "19:55:29"} +{"current_steps": 12845, "total_steps": 45204, "loss": 0.3226, "learning_rate": 1.627309111536303e-05, "epoch": 0.28415103104756495, "percentage": 28.42, "elapsed_time": "7:54:28", "remaining_time": "19:55:17"} +{"current_steps": 12850, "total_steps": 45204, "loss": 0.4855, "learning_rate": 1.6270384583185514e-05, "epoch": 0.2842616386890782, "percentage": 28.43, "elapsed_time": "7:54:42", "remaining_time": "19:55:13"} +{"current_steps": 12855, "total_steps": 45204, "loss": 0.349, "learning_rate": 1.6267677293861016e-05, "epoch": 0.2843722463305915, "percentage": 28.44, "elapsed_time": "7:54:54", "remaining_time": "19:55:03"} +{"current_steps": 12860, "total_steps": 45204, "loss": 0.2826, "learning_rate": 1.626496924771644e-05, "epoch": 0.28448285397210477, "percentage": 28.45, "elapsed_time": "7:55:06", "remaining_time": "19:54:56"} +{"current_steps": 12865, "total_steps": 45204, "loss": 0.3605, "learning_rate": 1.626226044507878e-05, "epoch": 0.28459346161361804, "percentage": 28.46, "elapsed_time": "7:55:17", "remaining_time": "19:54:45"} +{"current_steps": 12870, "total_steps": 45204, "loss": 0.3943, "learning_rate": 1.625955088627513e-05, "epoch": 0.28470406925513125, "percentage": 28.47, "elapsed_time": "7:55:27", "remaining_time": "19:54:30"} +{"current_steps": 12875, "total_steps": 45204, "loss": 0.4019, "learning_rate": 1.625684057163266e-05, "epoch": 0.2848146768966445, "percentage": 28.48, "elapsed_time": "7:55:38", "remaining_time": "19:54:20"} +{"current_steps": 12880, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.6254129501478643e-05, "epoch": 0.2849252845381578, "percentage": 28.49, "elapsed_time": "7:55:49", "remaining_time": "19:54:08"} +{"current_steps": 12885, "total_steps": 45204, "loss": 0.4717, "learning_rate": 1.6251417676140443e-05, "epoch": 0.28503589217967107, "percentage": 28.5, "elapsed_time": "7:56:02", "remaining_time": "19:54:02"} +{"current_steps": 12890, "total_steps": 45204, "loss": 0.3142, "learning_rate": 1.624870509594551e-05, "epoch": 0.28514649982118434, "percentage": 28.52, "elapsed_time": "7:56:12", "remaining_time": "19:53:49"} +{"current_steps": 12895, "total_steps": 45204, "loss": 0.262, "learning_rate": 1.6245991761221383e-05, "epoch": 0.28525710746269756, "percentage": 28.53, "elapsed_time": "7:56:21", "remaining_time": "19:53:32"} +{"current_steps": 12900, "total_steps": 45204, "loss": 0.3417, "learning_rate": 1.62432776722957e-05, "epoch": 0.28536771510421083, "percentage": 28.54, "elapsed_time": "7:56:32", "remaining_time": "19:53:20"} +{"current_steps": 12905, "total_steps": 45204, "loss": 0.3602, "learning_rate": 1.6240562829496185e-05, "epoch": 0.2854783227457241, "percentage": 28.55, "elapsed_time": "7:56:41", "remaining_time": "19:53:04"} +{"current_steps": 12910, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.6237847233150658e-05, "epoch": 0.28558893038723737, "percentage": 28.56, "elapsed_time": "7:56:50", "remaining_time": "19:52:48"} +{"current_steps": 12915, "total_steps": 45204, "loss": 0.5392, "learning_rate": 1.6235130883587022e-05, "epoch": 0.2856995380287506, "percentage": 28.57, "elapsed_time": "7:57:03", "remaining_time": "19:52:41"} +{"current_steps": 12920, "total_steps": 45204, "loss": 0.363, "learning_rate": 1.6232413781133282e-05, "epoch": 0.28581014567026386, "percentage": 28.58, "elapsed_time": "7:57:13", "remaining_time": "19:52:29"} +{"current_steps": 12925, "total_steps": 45204, "loss": 0.3291, "learning_rate": 1.6229695926117518e-05, "epoch": 0.28592075331177713, "percentage": 28.59, "elapsed_time": "7:57:24", "remaining_time": "19:52:16"} +{"current_steps": 12930, "total_steps": 45204, "loss": 0.3323, "learning_rate": 1.6226977318867917e-05, "epoch": 0.2860313609532904, "percentage": 28.6, "elapsed_time": "7:57:34", "remaining_time": "19:52:02"} +{"current_steps": 12935, "total_steps": 45204, "loss": 0.4055, "learning_rate": 1.6224257959712746e-05, "epoch": 0.2861419685948037, "percentage": 28.61, "elapsed_time": "7:57:43", "remaining_time": "19:51:46"} +{"current_steps": 12940, "total_steps": 45204, "loss": 0.4561, "learning_rate": 1.622153784898037e-05, "epoch": 0.2862525762363169, "percentage": 28.63, "elapsed_time": "7:57:56", "remaining_time": "19:51:40"} +{"current_steps": 12945, "total_steps": 45204, "loss": 0.381, "learning_rate": 1.6218816986999238e-05, "epoch": 0.28636318387783016, "percentage": 28.64, "elapsed_time": "7:58:08", "remaining_time": "19:51:31"} +{"current_steps": 12950, "total_steps": 45204, "loss": 0.4203, "learning_rate": 1.6216095374097897e-05, "epoch": 0.28647379151934343, "percentage": 28.65, "elapsed_time": "7:58:16", "remaining_time": "19:51:14"} +{"current_steps": 12955, "total_steps": 45204, "loss": 0.401, "learning_rate": 1.6213373010604977e-05, "epoch": 0.2865843991608567, "percentage": 28.66, "elapsed_time": "7:58:28", "remaining_time": "19:51:03"} +{"current_steps": 12960, "total_steps": 45204, "loss": 0.3056, "learning_rate": 1.621064989684921e-05, "epoch": 0.28669500680237, "percentage": 28.67, "elapsed_time": "7:58:38", "remaining_time": "19:50:50"} +{"current_steps": 12965, "total_steps": 45204, "loss": 0.3823, "learning_rate": 1.6207926033159397e-05, "epoch": 0.2868056144438832, "percentage": 28.68, "elapsed_time": "7:58:49", "remaining_time": "19:50:40"} +{"current_steps": 12970, "total_steps": 45204, "loss": 0.3497, "learning_rate": 1.620520141986446e-05, "epoch": 0.28691622208539647, "percentage": 28.69, "elapsed_time": "7:59:00", "remaining_time": "19:50:28"} +{"current_steps": 12975, "total_steps": 45204, "loss": 0.3623, "learning_rate": 1.6202476057293387e-05, "epoch": 0.28702682972690974, "percentage": 28.7, "elapsed_time": "7:59:11", "remaining_time": "19:50:16"} +{"current_steps": 12980, "total_steps": 45204, "loss": 0.6009, "learning_rate": 1.619974994577526e-05, "epoch": 0.287137437368423, "percentage": 28.71, "elapsed_time": "7:59:23", "remaining_time": "19:50:06"} +{"current_steps": 12985, "total_steps": 45204, "loss": 0.4721, "learning_rate": 1.6197023085639267e-05, "epoch": 0.2872480450099362, "percentage": 28.73, "elapsed_time": "7:59:34", "remaining_time": "19:49:57"} +{"current_steps": 12990, "total_steps": 45204, "loss": 0.466, "learning_rate": 1.6194295477214667e-05, "epoch": 0.2873586526514495, "percentage": 28.74, "elapsed_time": "7:59:44", "remaining_time": "19:49:44"} +{"current_steps": 12995, "total_steps": 45204, "loss": 0.3934, "learning_rate": 1.619156712083082e-05, "epoch": 0.28746926029296277, "percentage": 28.75, "elapsed_time": "7:59:58", "remaining_time": "19:49:38"} +{"current_steps": 13000, "total_steps": 45204, "loss": 0.3268, "learning_rate": 1.6188838016817182e-05, "epoch": 0.28757986793447604, "percentage": 28.76, "elapsed_time": "8:00:07", "remaining_time": "19:49:22"} +{"current_steps": 13005, "total_steps": 45204, "loss": 0.493, "learning_rate": 1.6186108165503278e-05, "epoch": 0.2876904755759893, "percentage": 28.77, "elapsed_time": "8:00:18", "remaining_time": "19:49:12"} +{"current_steps": 13010, "total_steps": 45204, "loss": 0.4185, "learning_rate": 1.6183377567218746e-05, "epoch": 0.28780108321750253, "percentage": 28.78, "elapsed_time": "8:00:29", "remaining_time": "19:49:00"} +{"current_steps": 13015, "total_steps": 45204, "loss": 0.4745, "learning_rate": 1.61806462222933e-05, "epoch": 0.2879116908590158, "percentage": 28.79, "elapsed_time": "8:00:40", "remaining_time": "19:48:50"} +{"current_steps": 13020, "total_steps": 45204, "loss": 0.2583, "learning_rate": 1.617791413105675e-05, "epoch": 0.2880222985005291, "percentage": 28.8, "elapsed_time": "8:00:48", "remaining_time": "19:48:31"} +{"current_steps": 13025, "total_steps": 45204, "loss": 0.4014, "learning_rate": 1.6175181293839e-05, "epoch": 0.28813290614204234, "percentage": 28.81, "elapsed_time": "8:00:59", "remaining_time": "19:48:19"} +{"current_steps": 13030, "total_steps": 45204, "loss": 0.3764, "learning_rate": 1.6172447710970037e-05, "epoch": 0.2882435137835556, "percentage": 28.82, "elapsed_time": "8:01:11", "remaining_time": "19:48:11"} +{"current_steps": 13035, "total_steps": 45204, "loss": 0.2881, "learning_rate": 1.6169713382779933e-05, "epoch": 0.28835412142506883, "percentage": 28.84, "elapsed_time": "8:01:20", "remaining_time": "19:47:54"} +{"current_steps": 13040, "total_steps": 45204, "loss": 0.4542, "learning_rate": 1.6166978309598866e-05, "epoch": 0.2884647290665821, "percentage": 28.85, "elapsed_time": "8:01:33", "remaining_time": "19:47:47"} +{"current_steps": 13045, "total_steps": 45204, "loss": 0.4253, "learning_rate": 1.6164242491757095e-05, "epoch": 0.2885753367080954, "percentage": 28.86, "elapsed_time": "8:01:46", "remaining_time": "19:47:40"} +{"current_steps": 13050, "total_steps": 45204, "loss": 0.4183, "learning_rate": 1.6161505929584963e-05, "epoch": 0.28868594434960865, "percentage": 28.87, "elapsed_time": "8:01:58", "remaining_time": "19:47:33"} +{"current_steps": 13055, "total_steps": 45204, "loss": 0.3053, "learning_rate": 1.615876862341291e-05, "epoch": 0.2887965519911219, "percentage": 28.88, "elapsed_time": "8:02:12", "remaining_time": "19:47:27"} +{"current_steps": 13060, "total_steps": 45204, "loss": 0.4253, "learning_rate": 1.6156030573571472e-05, "epoch": 0.28890715963263514, "percentage": 28.89, "elapsed_time": "8:02:22", "remaining_time": "19:47:15"} +{"current_steps": 13065, "total_steps": 45204, "loss": 0.3218, "learning_rate": 1.6153291780391263e-05, "epoch": 0.2890177672741484, "percentage": 28.9, "elapsed_time": "8:02:32", "remaining_time": "19:47:02"} +{"current_steps": 13070, "total_steps": 45204, "loss": 0.4074, "learning_rate": 1.615055224420299e-05, "epoch": 0.2891283749156617, "percentage": 28.91, "elapsed_time": "8:02:44", "remaining_time": "19:46:52"} +{"current_steps": 13075, "total_steps": 45204, "loss": 0.3194, "learning_rate": 1.6147811965337454e-05, "epoch": 0.28923898255717495, "percentage": 28.92, "elapsed_time": "8:02:54", "remaining_time": "19:46:39"} +{"current_steps": 13080, "total_steps": 45204, "loss": 0.2284, "learning_rate": 1.614507094412554e-05, "epoch": 0.28934959019868817, "percentage": 28.94, "elapsed_time": "8:03:05", "remaining_time": "19:46:27"} +{"current_steps": 13085, "total_steps": 45204, "loss": 0.2688, "learning_rate": 1.614232918089823e-05, "epoch": 0.28946019784020144, "percentage": 28.95, "elapsed_time": "8:03:14", "remaining_time": "19:46:11"} +{"current_steps": 13090, "total_steps": 45204, "loss": 0.3319, "learning_rate": 1.6139586675986586e-05, "epoch": 0.2895708054817147, "percentage": 28.96, "elapsed_time": "8:03:24", "remaining_time": "19:45:57"} +{"current_steps": 13095, "total_steps": 45204, "loss": 0.2967, "learning_rate": 1.613684342972176e-05, "epoch": 0.289681413123228, "percentage": 28.97, "elapsed_time": "8:03:33", "remaining_time": "19:45:40"} +{"current_steps": 13100, "total_steps": 45204, "loss": 0.4686, "learning_rate": 1.6134099442435015e-05, "epoch": 0.28979202076474125, "percentage": 28.98, "elapsed_time": "8:03:43", "remaining_time": "19:45:28"} +{"current_steps": 13105, "total_steps": 45204, "loss": 0.3057, "learning_rate": 1.613135471445767e-05, "epoch": 0.28990262840625447, "percentage": 28.99, "elapsed_time": "8:03:54", "remaining_time": "19:45:15"} +{"current_steps": 13110, "total_steps": 45204, "loss": 0.1988, "learning_rate": 1.612860924612116e-05, "epoch": 0.29001323604776774, "percentage": 29.0, "elapsed_time": "8:04:02", "remaining_time": "19:44:57"} +{"current_steps": 13115, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.612586303775699e-05, "epoch": 0.290123843689281, "percentage": 29.01, "elapsed_time": "8:04:12", "remaining_time": "19:44:42"} +{"current_steps": 13120, "total_steps": 45204, "loss": 0.1985, "learning_rate": 1.6123116089696776e-05, "epoch": 0.2902344513307943, "percentage": 29.02, "elapsed_time": "8:04:21", "remaining_time": "19:44:28"} +{"current_steps": 13125, "total_steps": 45204, "loss": 0.3002, "learning_rate": 1.61203684022722e-05, "epoch": 0.29034505897230756, "percentage": 29.04, "elapsed_time": "8:04:29", "remaining_time": "19:44:09"} +{"current_steps": 13130, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.6117619975815056e-05, "epoch": 0.2904556666138208, "percentage": 29.05, "elapsed_time": "8:04:42", "remaining_time": "19:44:02"} +{"current_steps": 13135, "total_steps": 45204, "loss": 0.4512, "learning_rate": 1.61148708106572e-05, "epoch": 0.29056627425533404, "percentage": 29.06, "elapsed_time": "8:04:54", "remaining_time": "19:43:53"} +{"current_steps": 13140, "total_steps": 45204, "loss": 0.3502, "learning_rate": 1.6112120907130608e-05, "epoch": 0.2906768818968473, "percentage": 29.07, "elapsed_time": "8:05:03", "remaining_time": "19:43:38"} +{"current_steps": 13145, "total_steps": 45204, "loss": 0.3047, "learning_rate": 1.6109370265567323e-05, "epoch": 0.2907874895383606, "percentage": 29.08, "elapsed_time": "8:05:14", "remaining_time": "19:43:26"} +{"current_steps": 13150, "total_steps": 45204, "loss": 0.427, "learning_rate": 1.6106618886299482e-05, "epoch": 0.29089809717987386, "percentage": 29.09, "elapsed_time": "8:05:24", "remaining_time": "19:43:12"} +{"current_steps": 13155, "total_steps": 45204, "loss": 0.5211, "learning_rate": 1.6103866769659317e-05, "epoch": 0.2910087048213871, "percentage": 29.1, "elapsed_time": "8:05:34", "remaining_time": "19:42:59"} +{"current_steps": 13160, "total_steps": 45204, "loss": 0.4298, "learning_rate": 1.6101113915979142e-05, "epoch": 0.29111931246290035, "percentage": 29.11, "elapsed_time": "8:05:49", "remaining_time": "19:42:57"} +{"current_steps": 13165, "total_steps": 45204, "loss": 0.4786, "learning_rate": 1.609836032559137e-05, "epoch": 0.2912299201044136, "percentage": 29.12, "elapsed_time": "8:05:59", "remaining_time": "19:42:44"} +{"current_steps": 13170, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.6095605998828484e-05, "epoch": 0.2913405277459269, "percentage": 29.13, "elapsed_time": "8:06:09", "remaining_time": "19:42:29"} +{"current_steps": 13175, "total_steps": 45204, "loss": 0.4526, "learning_rate": 1.6092850936023085e-05, "epoch": 0.2914511353874401, "percentage": 29.15, "elapsed_time": "8:06:21", "remaining_time": "19:42:20"} +{"current_steps": 13180, "total_steps": 45204, "loss": 0.4152, "learning_rate": 1.609009513750783e-05, "epoch": 0.2915617430289534, "percentage": 29.16, "elapsed_time": "8:06:32", "remaining_time": "19:42:10"} +{"current_steps": 13185, "total_steps": 45204, "loss": 0.3976, "learning_rate": 1.608733860361549e-05, "epoch": 0.29167235067046665, "percentage": 29.17, "elapsed_time": "8:06:44", "remaining_time": "19:42:01"} +{"current_steps": 13190, "total_steps": 45204, "loss": 0.4062, "learning_rate": 1.6084581334678913e-05, "epoch": 0.2917829583119799, "percentage": 29.18, "elapsed_time": "8:06:56", "remaining_time": "19:41:51"} +{"current_steps": 13195, "total_steps": 45204, "loss": 0.488, "learning_rate": 1.6081823331031035e-05, "epoch": 0.2918935659534932, "percentage": 29.19, "elapsed_time": "8:07:08", "remaining_time": "19:41:44"} +{"current_steps": 13200, "total_steps": 45204, "loss": 0.336, "learning_rate": 1.6079064593004895e-05, "epoch": 0.2920041735950064, "percentage": 29.2, "elapsed_time": "8:07:20", "remaining_time": "19:41:34"} +{"current_steps": 13205, "total_steps": 45204, "loss": 0.3276, "learning_rate": 1.6076305120933595e-05, "epoch": 0.2921147812365197, "percentage": 29.21, "elapsed_time": "8:07:33", "remaining_time": "19:41:27"} +{"current_steps": 13210, "total_steps": 45204, "loss": 0.2749, "learning_rate": 1.607354491515035e-05, "epoch": 0.29222538887803295, "percentage": 29.22, "elapsed_time": "8:07:46", "remaining_time": "19:41:22"} +{"current_steps": 13215, "total_steps": 45204, "loss": 0.3657, "learning_rate": 1.607078397598845e-05, "epoch": 0.2923359965195462, "percentage": 29.23, "elapsed_time": "8:07:57", "remaining_time": "19:41:10"} +{"current_steps": 13220, "total_steps": 45204, "loss": 0.3662, "learning_rate": 1.6068022303781285e-05, "epoch": 0.2924466041610595, "percentage": 29.25, "elapsed_time": "8:08:07", "remaining_time": "19:40:56"} +{"current_steps": 13225, "total_steps": 45204, "loss": 0.5017, "learning_rate": 1.6065259898862312e-05, "epoch": 0.2925572118025727, "percentage": 29.26, "elapsed_time": "8:08:21", "remaining_time": "19:40:53"} +{"current_steps": 13230, "total_steps": 45204, "loss": 0.4382, "learning_rate": 1.6062496761565103e-05, "epoch": 0.292667819444086, "percentage": 29.27, "elapsed_time": "8:08:30", "remaining_time": "19:40:38"} +{"current_steps": 13235, "total_steps": 45204, "loss": 0.384, "learning_rate": 1.6059732892223302e-05, "epoch": 0.29277842708559926, "percentage": 29.28, "elapsed_time": "8:08:40", "remaining_time": "19:40:24"} +{"current_steps": 13240, "total_steps": 45204, "loss": 0.317, "learning_rate": 1.6056968291170647e-05, "epoch": 0.29288903472711253, "percentage": 29.29, "elapsed_time": "8:08:48", "remaining_time": "19:40:05"} +{"current_steps": 13245, "total_steps": 45204, "loss": 0.3301, "learning_rate": 1.6054202958740955e-05, "epoch": 0.2929996423686258, "percentage": 29.3, "elapsed_time": "8:08:59", "remaining_time": "19:39:52"} +{"current_steps": 13250, "total_steps": 45204, "loss": 0.4302, "learning_rate": 1.605143689526815e-05, "epoch": 0.293110250010139, "percentage": 29.31, "elapsed_time": "8:09:11", "remaining_time": "19:39:45"} +{"current_steps": 13255, "total_steps": 45204, "loss": 0.3154, "learning_rate": 1.6048670101086225e-05, "epoch": 0.2932208576516523, "percentage": 29.32, "elapsed_time": "8:09:22", "remaining_time": "19:39:33"} +{"current_steps": 13260, "total_steps": 45204, "loss": 0.514, "learning_rate": 1.6045902576529276e-05, "epoch": 0.29333146529316556, "percentage": 29.33, "elapsed_time": "8:09:34", "remaining_time": "19:39:25"} +{"current_steps": 13265, "total_steps": 45204, "loss": 0.2523, "learning_rate": 1.6043134321931475e-05, "epoch": 0.29344207293467883, "percentage": 29.34, "elapsed_time": "8:09:44", "remaining_time": "19:39:09"} +{"current_steps": 13270, "total_steps": 45204, "loss": 0.315, "learning_rate": 1.6040365337627086e-05, "epoch": 0.29355268057619205, "percentage": 29.36, "elapsed_time": "8:09:54", "remaining_time": "19:38:56"} +{"current_steps": 13275, "total_steps": 45204, "loss": 0.2714, "learning_rate": 1.6037595623950473e-05, "epoch": 0.2936632882177053, "percentage": 29.37, "elapsed_time": "8:10:06", "remaining_time": "19:38:48"} +{"current_steps": 13280, "total_steps": 45204, "loss": 0.3215, "learning_rate": 1.6034825181236075e-05, "epoch": 0.2937738958592186, "percentage": 29.38, "elapsed_time": "8:10:17", "remaining_time": "19:38:36"} +{"current_steps": 13285, "total_steps": 45204, "loss": 0.4804, "learning_rate": 1.6032054009818412e-05, "epoch": 0.29388450350073186, "percentage": 29.39, "elapsed_time": "8:10:30", "remaining_time": "19:38:29"} +{"current_steps": 13290, "total_steps": 45204, "loss": 0.3208, "learning_rate": 1.6029282110032114e-05, "epoch": 0.29399511114224514, "percentage": 29.4, "elapsed_time": "8:10:40", "remaining_time": "19:38:17"} +{"current_steps": 13295, "total_steps": 45204, "loss": 0.406, "learning_rate": 1.602650948221188e-05, "epoch": 0.29410571878375835, "percentage": 29.41, "elapsed_time": "8:10:52", "remaining_time": "19:38:08"} +{"current_steps": 13300, "total_steps": 45204, "loss": 0.4239, "learning_rate": 1.6023736126692506e-05, "epoch": 0.2942163264252716, "percentage": 29.42, "elapsed_time": "8:11:05", "remaining_time": "19:38:00"} +{"current_steps": 13305, "total_steps": 45204, "loss": 0.4142, "learning_rate": 1.602096204380888e-05, "epoch": 0.2943269340667849, "percentage": 29.43, "elapsed_time": "8:11:16", "remaining_time": "19:37:50"} +{"current_steps": 13310, "total_steps": 45204, "loss": 0.2687, "learning_rate": 1.6018187233895958e-05, "epoch": 0.29443754170829817, "percentage": 29.44, "elapsed_time": "8:11:26", "remaining_time": "19:37:35"} +{"current_steps": 13315, "total_steps": 45204, "loss": 0.2149, "learning_rate": 1.601541169728881e-05, "epoch": 0.29454814934981144, "percentage": 29.46, "elapsed_time": "8:11:35", "remaining_time": "19:37:21"} +{"current_steps": 13320, "total_steps": 45204, "loss": 0.3517, "learning_rate": 1.6012635434322573e-05, "epoch": 0.29465875699132466, "percentage": 29.47, "elapsed_time": "8:11:45", "remaining_time": "19:37:07"} +{"current_steps": 13325, "total_steps": 45204, "loss": 0.3823, "learning_rate": 1.6009858445332487e-05, "epoch": 0.2947693646328379, "percentage": 29.48, "elapsed_time": "8:11:56", "remaining_time": "19:36:55"} +{"current_steps": 13330, "total_steps": 45204, "loss": 0.4617, "learning_rate": 1.600708073065387e-05, "epoch": 0.2948799722743512, "percentage": 29.49, "elapsed_time": "8:12:07", "remaining_time": "19:36:45"} +{"current_steps": 13335, "total_steps": 45204, "loss": 0.4599, "learning_rate": 1.600430229062212e-05, "epoch": 0.29499057991586447, "percentage": 29.5, "elapsed_time": "8:12:20", "remaining_time": "19:36:38"} +{"current_steps": 13340, "total_steps": 45204, "loss": 0.3428, "learning_rate": 1.6001523125572752e-05, "epoch": 0.2951011875573777, "percentage": 29.51, "elapsed_time": "8:12:31", "remaining_time": "19:36:26"} +{"current_steps": 13345, "total_steps": 45204, "loss": 0.4232, "learning_rate": 1.5998743235841336e-05, "epoch": 0.29521179519889096, "percentage": 29.52, "elapsed_time": "8:12:41", "remaining_time": "19:36:13"} +{"current_steps": 13350, "total_steps": 45204, "loss": 0.2095, "learning_rate": 1.5995962621763546e-05, "epoch": 0.29532240284040423, "percentage": 29.53, "elapsed_time": "8:12:50", "remaining_time": "19:35:57"} +{"current_steps": 13355, "total_steps": 45204, "loss": 0.3323, "learning_rate": 1.599318128367514e-05, "epoch": 0.2954330104819175, "percentage": 29.54, "elapsed_time": "8:13:03", "remaining_time": "19:35:49"} +{"current_steps": 13360, "total_steps": 45204, "loss": 0.4333, "learning_rate": 1.5990399221911966e-05, "epoch": 0.2955436181234308, "percentage": 29.55, "elapsed_time": "8:13:15", "remaining_time": "19:35:42"} +{"current_steps": 13365, "total_steps": 45204, "loss": 0.3289, "learning_rate": 1.5987616436809954e-05, "epoch": 0.295654225764944, "percentage": 29.57, "elapsed_time": "8:13:25", "remaining_time": "19:35:28"} +{"current_steps": 13370, "total_steps": 45204, "loss": 0.459, "learning_rate": 1.5984832928705122e-05, "epoch": 0.29576483340645726, "percentage": 29.58, "elapsed_time": "8:13:37", "remaining_time": "19:35:18"} +{"current_steps": 13375, "total_steps": 45204, "loss": 0.3134, "learning_rate": 1.5982048697933585e-05, "epoch": 0.29587544104797053, "percentage": 29.59, "elapsed_time": "8:13:46", "remaining_time": "19:35:03"} +{"current_steps": 13380, "total_steps": 45204, "loss": 0.3398, "learning_rate": 1.597926374483153e-05, "epoch": 0.2959860486894838, "percentage": 29.6, "elapsed_time": "8:13:57", "remaining_time": "19:34:52"} +{"current_steps": 13385, "total_steps": 45204, "loss": 0.5138, "learning_rate": 1.597647806973525e-05, "epoch": 0.2960966563309971, "percentage": 29.61, "elapsed_time": "8:14:12", "remaining_time": "19:34:49"} +{"current_steps": 13390, "total_steps": 45204, "loss": 0.3239, "learning_rate": 1.5973691672981105e-05, "epoch": 0.2962072639725103, "percentage": 29.62, "elapsed_time": "8:14:21", "remaining_time": "19:34:34"} +{"current_steps": 13395, "total_steps": 45204, "loss": 0.4243, "learning_rate": 1.5970904554905552e-05, "epoch": 0.29631787161402356, "percentage": 29.63, "elapsed_time": "8:14:32", "remaining_time": "19:34:24"} +{"current_steps": 13400, "total_steps": 45204, "loss": 0.3215, "learning_rate": 1.5968116715845143e-05, "epoch": 0.29642847925553684, "percentage": 29.64, "elapsed_time": "8:14:45", "remaining_time": "19:34:15"} +{"current_steps": 13405, "total_steps": 45204, "loss": 0.3474, "learning_rate": 1.5965328156136498e-05, "epoch": 0.2965390868970501, "percentage": 29.65, "elapsed_time": "8:14:56", "remaining_time": "19:34:04"} +{"current_steps": 13410, "total_steps": 45204, "loss": 0.4556, "learning_rate": 1.596253887611634e-05, "epoch": 0.2966496945385634, "percentage": 29.67, "elapsed_time": "8:15:08", "remaining_time": "19:33:56"} +{"current_steps": 13415, "total_steps": 45204, "loss": 0.3502, "learning_rate": 1.5959748876121475e-05, "epoch": 0.2967603021800766, "percentage": 29.68, "elapsed_time": "8:15:20", "remaining_time": "19:33:47"} +{"current_steps": 13420, "total_steps": 45204, "loss": 0.3566, "learning_rate": 1.595695815648879e-05, "epoch": 0.29687090982158987, "percentage": 29.69, "elapsed_time": "8:15:31", "remaining_time": "19:33:36"} +{"current_steps": 13425, "total_steps": 45204, "loss": 0.2808, "learning_rate": 1.5954166717555265e-05, "epoch": 0.29698151746310314, "percentage": 29.7, "elapsed_time": "8:15:41", "remaining_time": "19:33:22"} +{"current_steps": 13430, "total_steps": 45204, "loss": 0.5338, "learning_rate": 1.5951374559657972e-05, "epoch": 0.2970921251046164, "percentage": 29.71, "elapsed_time": "8:15:55", "remaining_time": "19:33:17"} +{"current_steps": 13435, "total_steps": 45204, "loss": 0.2835, "learning_rate": 1.5948581683134054e-05, "epoch": 0.2972027327461296, "percentage": 29.72, "elapsed_time": "8:16:04", "remaining_time": "19:33:02"} +{"current_steps": 13440, "total_steps": 45204, "loss": 0.4338, "learning_rate": 1.5945788088320755e-05, "epoch": 0.2973133403876429, "percentage": 29.73, "elapsed_time": "8:16:17", "remaining_time": "19:32:55"} +{"current_steps": 13445, "total_steps": 45204, "loss": 0.4081, "learning_rate": 1.59429937755554e-05, "epoch": 0.29742394802915617, "percentage": 29.74, "elapsed_time": "8:16:30", "remaining_time": "19:32:48"} +{"current_steps": 13450, "total_steps": 45204, "loss": 0.4554, "learning_rate": 1.59401987451754e-05, "epoch": 0.29753455567066944, "percentage": 29.75, "elapsed_time": "8:16:40", "remaining_time": "19:32:34"} +{"current_steps": 13455, "total_steps": 45204, "loss": 0.3522, "learning_rate": 1.5937402997518257e-05, "epoch": 0.2976451633121827, "percentage": 29.77, "elapsed_time": "8:16:49", "remaining_time": "19:32:19"} +{"current_steps": 13460, "total_steps": 45204, "loss": 0.2631, "learning_rate": 1.5934606532921554e-05, "epoch": 0.29775577095369593, "percentage": 29.78, "elapsed_time": "8:17:00", "remaining_time": "19:32:07"} +{"current_steps": 13465, "total_steps": 45204, "loss": 0.4457, "learning_rate": 1.593180935172296e-05, "epoch": 0.2978663785952092, "percentage": 29.79, "elapsed_time": "8:17:09", "remaining_time": "19:31:52"} +{"current_steps": 13470, "total_steps": 45204, "loss": 0.2879, "learning_rate": 1.5929011454260242e-05, "epoch": 0.2979769862367225, "percentage": 29.8, "elapsed_time": "8:17:19", "remaining_time": "19:31:39"} +{"current_steps": 13475, "total_steps": 45204, "loss": 0.3392, "learning_rate": 1.592621284087124e-05, "epoch": 0.29808759387823575, "percentage": 29.81, "elapsed_time": "8:17:30", "remaining_time": "19:31:27"} +{"current_steps": 13480, "total_steps": 45204, "loss": 0.4265, "learning_rate": 1.5923413511893885e-05, "epoch": 0.298198201519749, "percentage": 29.82, "elapsed_time": "8:17:42", "remaining_time": "19:31:18"} +{"current_steps": 13485, "total_steps": 45204, "loss": 0.3776, "learning_rate": 1.5920613467666196e-05, "epoch": 0.29830880916126223, "percentage": 29.83, "elapsed_time": "8:17:55", "remaining_time": "19:31:11"} +{"current_steps": 13490, "total_steps": 45204, "loss": 0.3333, "learning_rate": 1.5917812708526284e-05, "epoch": 0.2984194168027755, "percentage": 29.84, "elapsed_time": "8:18:04", "remaining_time": "19:30:56"} +{"current_steps": 13495, "total_steps": 45204, "loss": 0.3822, "learning_rate": 1.5915011234812328e-05, "epoch": 0.2985300244442888, "percentage": 29.85, "elapsed_time": "8:18:19", "remaining_time": "19:30:53"} +{"current_steps": 13500, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.5912209046862614e-05, "epoch": 0.29864063208580205, "percentage": 29.86, "elapsed_time": "8:18:31", "remaining_time": "19:30:45"} +{"current_steps": 13505, "total_steps": 45204, "loss": 0.4604, "learning_rate": 1.59094061450155e-05, "epoch": 0.2987512397273153, "percentage": 29.88, "elapsed_time": "8:18:41", "remaining_time": "19:30:30"} +{"current_steps": 13510, "total_steps": 45204, "loss": 0.2706, "learning_rate": 1.590660252960944e-05, "epoch": 0.29886184736882854, "percentage": 29.89, "elapsed_time": "8:18:50", "remaining_time": "19:30:15"} +{"current_steps": 13515, "total_steps": 45204, "loss": 0.4767, "learning_rate": 1.5903798200982968e-05, "epoch": 0.2989724550103418, "percentage": 29.9, "elapsed_time": "8:19:03", "remaining_time": "19:30:10"} +{"current_steps": 13520, "total_steps": 45204, "loss": 0.2849, "learning_rate": 1.5900993159474705e-05, "epoch": 0.2990830626518551, "percentage": 29.91, "elapsed_time": "8:19:14", "remaining_time": "19:29:57"} +{"current_steps": 13525, "total_steps": 45204, "loss": 0.5531, "learning_rate": 1.5898187405423356e-05, "epoch": 0.29919367029336835, "percentage": 29.92, "elapsed_time": "8:19:24", "remaining_time": "19:29:45"} +{"current_steps": 13530, "total_steps": 45204, "loss": 0.3028, "learning_rate": 1.5895380939167722e-05, "epoch": 0.29930427793488157, "percentage": 29.93, "elapsed_time": "8:19:34", "remaining_time": "19:29:30"} +{"current_steps": 13535, "total_steps": 45204, "loss": 0.4118, "learning_rate": 1.5892573761046676e-05, "epoch": 0.29941488557639484, "percentage": 29.94, "elapsed_time": "8:19:44", "remaining_time": "19:29:17"} +{"current_steps": 13540, "total_steps": 45204, "loss": 0.2464, "learning_rate": 1.588976587139919e-05, "epoch": 0.2995254932179081, "percentage": 29.95, "elapsed_time": "8:19:53", "remaining_time": "19:29:00"} +{"current_steps": 13545, "total_steps": 45204, "loss": 0.3515, "learning_rate": 1.588695727056431e-05, "epoch": 0.2996361008594214, "percentage": 29.96, "elapsed_time": "8:20:04", "remaining_time": "19:28:49"} +{"current_steps": 13550, "total_steps": 45204, "loss": 0.314, "learning_rate": 1.588414795888118e-05, "epoch": 0.29974670850093466, "percentage": 29.98, "elapsed_time": "8:20:12", "remaining_time": "19:28:32"} +{"current_steps": 13555, "total_steps": 45204, "loss": 0.3827, "learning_rate": 1.5881337936689018e-05, "epoch": 0.29985731614244787, "percentage": 29.99, "elapsed_time": "8:20:24", "remaining_time": "19:28:23"} +{"current_steps": 13560, "total_steps": 45204, "loss": 0.4074, "learning_rate": 1.5878527204327133e-05, "epoch": 0.29996792378396114, "percentage": 30.0, "elapsed_time": "8:20:33", "remaining_time": "19:28:07"} +{"current_steps": 13565, "total_steps": 45204, "loss": 0.4951, "learning_rate": 1.5875715762134922e-05, "epoch": 0.3000785314254744, "percentage": 30.01, "elapsed_time": "8:20:45", "remaining_time": "19:27:58"} +{"current_steps": 13570, "total_steps": 45204, "loss": 0.2877, "learning_rate": 1.587290361045187e-05, "epoch": 0.3001891390669877, "percentage": 30.02, "elapsed_time": "8:20:56", "remaining_time": "19:27:46"} +{"current_steps": 13575, "total_steps": 45204, "loss": 0.4484, "learning_rate": 1.587009074961754e-05, "epoch": 0.30029974670850096, "percentage": 30.03, "elapsed_time": "8:21:09", "remaining_time": "19:27:39"} +{"current_steps": 13580, "total_steps": 45204, "loss": 0.3637, "learning_rate": 1.586727717997158e-05, "epoch": 0.3004103543500142, "percentage": 30.04, "elapsed_time": "8:21:20", "remaining_time": "19:27:30"} +{"current_steps": 13585, "total_steps": 45204, "loss": 0.2579, "learning_rate": 1.5864462901853732e-05, "epoch": 0.30052096199152745, "percentage": 30.05, "elapsed_time": "8:21:31", "remaining_time": "19:27:17"} +{"current_steps": 13590, "total_steps": 45204, "loss": 0.347, "learning_rate": 1.5861647915603818e-05, "epoch": 0.3006315696330407, "percentage": 30.06, "elapsed_time": "8:21:41", "remaining_time": "19:27:04"} +{"current_steps": 13595, "total_steps": 45204, "loss": 0.4758, "learning_rate": 1.5858832221561748e-05, "epoch": 0.300742177274554, "percentage": 30.07, "elapsed_time": "8:21:53", "remaining_time": "19:26:56"} +{"current_steps": 13600, "total_steps": 45204, "loss": 0.3687, "learning_rate": 1.5856015820067518e-05, "epoch": 0.30085278491606726, "percentage": 30.09, "elapsed_time": "8:22:05", "remaining_time": "19:26:45"} +{"current_steps": 13605, "total_steps": 45204, "loss": 0.3354, "learning_rate": 1.58531987114612e-05, "epoch": 0.3009633925575805, "percentage": 30.1, "elapsed_time": "8:22:15", "remaining_time": "19:26:31"} +{"current_steps": 13610, "total_steps": 45204, "loss": 0.3309, "learning_rate": 1.5850380896082967e-05, "epoch": 0.30107400019909375, "percentage": 30.11, "elapsed_time": "8:22:25", "remaining_time": "19:26:19"} +{"current_steps": 13615, "total_steps": 45204, "loss": 0.253, "learning_rate": 1.5847562374273068e-05, "epoch": 0.301184607840607, "percentage": 30.12, "elapsed_time": "8:22:35", "remaining_time": "19:26:06"} +{"current_steps": 13620, "total_steps": 45204, "loss": 0.3807, "learning_rate": 1.5844743146371835e-05, "epoch": 0.3012952154821203, "percentage": 30.13, "elapsed_time": "8:22:46", "remaining_time": "19:25:55"} +{"current_steps": 13625, "total_steps": 45204, "loss": 0.6383, "learning_rate": 1.5841923212719688e-05, "epoch": 0.3014058231236335, "percentage": 30.14, "elapsed_time": "8:22:59", "remaining_time": "19:25:47"} +{"current_steps": 13630, "total_steps": 45204, "loss": 0.3208, "learning_rate": 1.583910257365714e-05, "epoch": 0.3015164307651468, "percentage": 30.15, "elapsed_time": "8:23:10", "remaining_time": "19:25:36"} +{"current_steps": 13635, "total_steps": 45204, "loss": 0.2604, "learning_rate": 1.5836281229524777e-05, "epoch": 0.30162703840666005, "percentage": 30.16, "elapsed_time": "8:23:20", "remaining_time": "19:25:22"} +{"current_steps": 13640, "total_steps": 45204, "loss": 0.2856, "learning_rate": 1.5833459180663276e-05, "epoch": 0.3017376460481733, "percentage": 30.17, "elapsed_time": "8:23:29", "remaining_time": "19:25:06"} +{"current_steps": 13645, "total_steps": 45204, "loss": 0.3858, "learning_rate": 1.58306364274134e-05, "epoch": 0.3018482536896866, "percentage": 30.19, "elapsed_time": "8:23:42", "remaining_time": "19:24:59"} +{"current_steps": 13650, "total_steps": 45204, "loss": 0.3697, "learning_rate": 1.5827812970115993e-05, "epoch": 0.3019588613311998, "percentage": 30.2, "elapsed_time": "8:23:53", "remaining_time": "19:24:48"} +{"current_steps": 13655, "total_steps": 45204, "loss": 0.4147, "learning_rate": 1.5824988809111986e-05, "epoch": 0.3020694689727131, "percentage": 30.21, "elapsed_time": "8:24:05", "remaining_time": "19:24:39"} +{"current_steps": 13660, "total_steps": 45204, "loss": 0.2876, "learning_rate": 1.5822163944742404e-05, "epoch": 0.30218007661422636, "percentage": 30.22, "elapsed_time": "8:24:17", "remaining_time": "19:24:31"} +{"current_steps": 13665, "total_steps": 45204, "loss": 0.3443, "learning_rate": 1.5819338377348336e-05, "epoch": 0.30229068425573963, "percentage": 30.23, "elapsed_time": "8:24:29", "remaining_time": "19:24:21"} +{"current_steps": 13670, "total_steps": 45204, "loss": 0.3295, "learning_rate": 1.581651210727098e-05, "epoch": 0.3024012918972529, "percentage": 30.24, "elapsed_time": "8:24:40", "remaining_time": "19:24:12"} +{"current_steps": 13675, "total_steps": 45204, "loss": 0.4453, "learning_rate": 1.58136851348516e-05, "epoch": 0.3025118995387661, "percentage": 30.25, "elapsed_time": "8:24:52", "remaining_time": "19:24:01"} +{"current_steps": 13680, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.5810857460431552e-05, "epoch": 0.3026225071802794, "percentage": 30.26, "elapsed_time": "8:25:04", "remaining_time": "19:23:52"} +{"current_steps": 13685, "total_steps": 45204, "loss": 0.3943, "learning_rate": 1.5808029084352282e-05, "epoch": 0.30273311482179266, "percentage": 30.27, "elapsed_time": "8:25:15", "remaining_time": "19:23:42"} +{"current_steps": 13690, "total_steps": 45204, "loss": 0.3396, "learning_rate": 1.5805200006955312e-05, "epoch": 0.30284372246330593, "percentage": 30.28, "elapsed_time": "8:25:24", "remaining_time": "19:23:27"} +{"current_steps": 13695, "total_steps": 45204, "loss": 0.3413, "learning_rate": 1.580237022858225e-05, "epoch": 0.30295433010481915, "percentage": 30.3, "elapsed_time": "8:25:35", "remaining_time": "19:23:15"} +{"current_steps": 13700, "total_steps": 45204, "loss": 0.2976, "learning_rate": 1.5799539749574793e-05, "epoch": 0.3030649377463324, "percentage": 30.31, "elapsed_time": "8:25:46", "remaining_time": "19:23:04"} +{"current_steps": 13705, "total_steps": 45204, "loss": 0.3488, "learning_rate": 1.5796708570274723e-05, "epoch": 0.3031755453878457, "percentage": 30.32, "elapsed_time": "8:25:58", "remaining_time": "19:22:54"} +{"current_steps": 13710, "total_steps": 45204, "loss": 0.3598, "learning_rate": 1.57938766910239e-05, "epoch": 0.30328615302935896, "percentage": 30.33, "elapsed_time": "8:26:08", "remaining_time": "19:22:40"} +{"current_steps": 13715, "total_steps": 45204, "loss": 0.3726, "learning_rate": 1.5791044112164278e-05, "epoch": 0.30339676067087223, "percentage": 30.34, "elapsed_time": "8:26:22", "remaining_time": "19:22:37"} +{"current_steps": 13720, "total_steps": 45204, "loss": 0.4435, "learning_rate": 1.5788210834037886e-05, "epoch": 0.30350736831238545, "percentage": 30.35, "elapsed_time": "8:26:35", "remaining_time": "19:22:29"} +{"current_steps": 13725, "total_steps": 45204, "loss": 0.4932, "learning_rate": 1.5785376856986842e-05, "epoch": 0.3036179759538987, "percentage": 30.36, "elapsed_time": "8:26:46", "remaining_time": "19:22:18"} +{"current_steps": 13730, "total_steps": 45204, "loss": 0.3059, "learning_rate": 1.578254218135334e-05, "epoch": 0.303728583595412, "percentage": 30.37, "elapsed_time": "8:26:57", "remaining_time": "19:22:08"} +{"current_steps": 13735, "total_steps": 45204, "loss": 0.3753, "learning_rate": 1.5779706807479684e-05, "epoch": 0.30383919123692527, "percentage": 30.38, "elapsed_time": "8:27:09", "remaining_time": "19:21:59"} +{"current_steps": 13740, "total_steps": 45204, "loss": 0.3696, "learning_rate": 1.577687073570823e-05, "epoch": 0.30394979887843854, "percentage": 30.4, "elapsed_time": "8:27:19", "remaining_time": "19:21:45"} +{"current_steps": 13745, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.5774033966381437e-05, "epoch": 0.30406040651995175, "percentage": 30.41, "elapsed_time": "8:27:31", "remaining_time": "19:21:36"} +{"current_steps": 13750, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.577119649984184e-05, "epoch": 0.304171014161465, "percentage": 30.42, "elapsed_time": "8:27:42", "remaining_time": "19:21:24"} +{"current_steps": 13755, "total_steps": 45204, "loss": 0.3466, "learning_rate": 1.5768358336432076e-05, "epoch": 0.3042816218029783, "percentage": 30.43, "elapsed_time": "8:27:53", "remaining_time": "19:21:13"} +{"current_steps": 13760, "total_steps": 45204, "loss": 0.3698, "learning_rate": 1.5765519476494836e-05, "epoch": 0.30439222944449157, "percentage": 30.44, "elapsed_time": "8:28:05", "remaining_time": "19:21:05"} +{"current_steps": 13765, "total_steps": 45204, "loss": 0.3435, "learning_rate": 1.5762679920372915e-05, "epoch": 0.30450283708600484, "percentage": 30.45, "elapsed_time": "8:28:17", "remaining_time": "19:20:54"} +{"current_steps": 13770, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.57598396684092e-05, "epoch": 0.30461344472751806, "percentage": 30.46, "elapsed_time": "8:28:26", "remaining_time": "19:20:40"} +{"current_steps": 13775, "total_steps": 45204, "loss": 0.4308, "learning_rate": 1.5756998720946638e-05, "epoch": 0.30472405236903133, "percentage": 30.47, "elapsed_time": "8:28:36", "remaining_time": "19:20:27"} +{"current_steps": 13780, "total_steps": 45204, "loss": 0.4752, "learning_rate": 1.575415707832828e-05, "epoch": 0.3048346600105446, "percentage": 30.48, "elapsed_time": "8:28:46", "remaining_time": "19:20:13"} +{"current_steps": 13785, "total_steps": 45204, "loss": 0.2986, "learning_rate": 1.5751314740897247e-05, "epoch": 0.30494526765205787, "percentage": 30.5, "elapsed_time": "8:28:56", "remaining_time": "19:19:59"} +{"current_steps": 13790, "total_steps": 45204, "loss": 0.5034, "learning_rate": 1.5748471708996752e-05, "epoch": 0.3050558752935711, "percentage": 30.51, "elapsed_time": "8:29:11", "remaining_time": "19:19:57"} +{"current_steps": 13795, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.5745627982970095e-05, "epoch": 0.30516648293508436, "percentage": 30.52, "elapsed_time": "8:29:22", "remaining_time": "19:19:44"} +{"current_steps": 13800, "total_steps": 45204, "loss": 0.4077, "learning_rate": 1.5742783563160647e-05, "epoch": 0.30527709057659763, "percentage": 30.53, "elapsed_time": "8:29:33", "remaining_time": "19:19:33"} +{"current_steps": 13805, "total_steps": 45204, "loss": 0.2845, "learning_rate": 1.5739938449911883e-05, "epoch": 0.3053876982181109, "percentage": 30.54, "elapsed_time": "8:29:41", "remaining_time": "19:19:15"} +{"current_steps": 13810, "total_steps": 45204, "loss": 0.2935, "learning_rate": 1.573709264356734e-05, "epoch": 0.3054983058596242, "percentage": 30.55, "elapsed_time": "8:29:52", "remaining_time": "19:19:04"} +{"current_steps": 13815, "total_steps": 45204, "loss": 0.5774, "learning_rate": 1.5734246144470646e-05, "epoch": 0.3056089135011374, "percentage": 30.56, "elapsed_time": "8:30:05", "remaining_time": "19:18:57"} +{"current_steps": 13820, "total_steps": 45204, "loss": 0.3173, "learning_rate": 1.5731398952965525e-05, "epoch": 0.30571952114265066, "percentage": 30.57, "elapsed_time": "8:30:15", "remaining_time": "19:18:44"} +{"current_steps": 13825, "total_steps": 45204, "loss": 0.3106, "learning_rate": 1.5728551069395766e-05, "epoch": 0.30583012878416393, "percentage": 30.58, "elapsed_time": "8:30:25", "remaining_time": "19:18:30"} +{"current_steps": 13830, "total_steps": 45204, "loss": 0.3771, "learning_rate": 1.572570249410525e-05, "epoch": 0.3059407364256772, "percentage": 30.59, "elapsed_time": "8:30:38", "remaining_time": "19:18:23"} +{"current_steps": 13835, "total_steps": 45204, "loss": 0.39, "learning_rate": 1.5722853227437948e-05, "epoch": 0.3060513440671905, "percentage": 30.61, "elapsed_time": "8:30:49", "remaining_time": "19:18:12"} +{"current_steps": 13840, "total_steps": 45204, "loss": 0.3242, "learning_rate": 1.5720003269737903e-05, "epoch": 0.3061619517087037, "percentage": 30.62, "elapsed_time": "8:30:57", "remaining_time": "19:17:56"} +{"current_steps": 13845, "total_steps": 45204, "loss": 0.3419, "learning_rate": 1.571715262134925e-05, "epoch": 0.30627255935021697, "percentage": 30.63, "elapsed_time": "8:31:08", "remaining_time": "19:17:44"} +{"current_steps": 13850, "total_steps": 45204, "loss": 0.5525, "learning_rate": 1.57143012826162e-05, "epoch": 0.30638316699173024, "percentage": 30.64, "elapsed_time": "8:31:19", "remaining_time": "19:17:34"} +{"current_steps": 13855, "total_steps": 45204, "loss": 0.3208, "learning_rate": 1.5711449253883056e-05, "epoch": 0.3064937746332435, "percentage": 30.65, "elapsed_time": "8:31:30", "remaining_time": "19:17:20"} +{"current_steps": 13860, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.5708596535494192e-05, "epoch": 0.3066043822747568, "percentage": 30.66, "elapsed_time": "8:31:41", "remaining_time": "19:17:09"} +{"current_steps": 13865, "total_steps": 45204, "loss": 0.3852, "learning_rate": 1.570574312779408e-05, "epoch": 0.30671498991627, "percentage": 30.67, "elapsed_time": "8:31:53", "remaining_time": "19:17:01"} +{"current_steps": 13870, "total_steps": 45204, "loss": 0.5757, "learning_rate": 1.5702889031127266e-05, "epoch": 0.30682559755778327, "percentage": 30.68, "elapsed_time": "8:32:08", "remaining_time": "19:16:58"} +{"current_steps": 13875, "total_steps": 45204, "loss": 0.4069, "learning_rate": 1.570003424583838e-05, "epoch": 0.30693620519929654, "percentage": 30.69, "elapsed_time": "8:32:19", "remaining_time": "19:16:47"} +{"current_steps": 13880, "total_steps": 45204, "loss": 0.4341, "learning_rate": 1.5697178772272138e-05, "epoch": 0.3070468128408098, "percentage": 30.71, "elapsed_time": "8:32:29", "remaining_time": "19:16:35"} +{"current_steps": 13885, "total_steps": 45204, "loss": 0.416, "learning_rate": 1.5694322610773337e-05, "epoch": 0.30715742048232303, "percentage": 30.72, "elapsed_time": "8:32:39", "remaining_time": "19:16:20"} +{"current_steps": 13890, "total_steps": 45204, "loss": 0.4388, "learning_rate": 1.5691465761686858e-05, "epoch": 0.3072680281238363, "percentage": 30.73, "elapsed_time": "8:32:51", "remaining_time": "19:16:12"} +{"current_steps": 13895, "total_steps": 45204, "loss": 0.3909, "learning_rate": 1.5688608225357662e-05, "epoch": 0.3073786357653496, "percentage": 30.74, "elapsed_time": "8:33:02", "remaining_time": "19:16:00"} +{"current_steps": 13900, "total_steps": 45204, "loss": 0.3049, "learning_rate": 1.56857500021308e-05, "epoch": 0.30748924340686284, "percentage": 30.75, "elapsed_time": "8:33:11", "remaining_time": "19:15:45"} +{"current_steps": 13905, "total_steps": 45204, "loss": 0.3555, "learning_rate": 1.5682891092351396e-05, "epoch": 0.3075998510483761, "percentage": 30.76, "elapsed_time": "8:33:21", "remaining_time": "19:15:30"} +{"current_steps": 13910, "total_steps": 45204, "loss": 0.3691, "learning_rate": 1.568003149636467e-05, "epoch": 0.30771045868988933, "percentage": 30.77, "elapsed_time": "8:33:33", "remaining_time": "19:15:22"} +{"current_steps": 13915, "total_steps": 45204, "loss": 0.3103, "learning_rate": 1.567717121451591e-05, "epoch": 0.3078210663314026, "percentage": 30.78, "elapsed_time": "8:33:43", "remaining_time": "19:15:08"} +{"current_steps": 13920, "total_steps": 45204, "loss": 0.4268, "learning_rate": 1.5674310247150496e-05, "epoch": 0.3079316739729159, "percentage": 30.79, "elapsed_time": "8:33:55", "remaining_time": "19:15:00"} +{"current_steps": 13925, "total_steps": 45204, "loss": 0.4402, "learning_rate": 1.5671448594613895e-05, "epoch": 0.30804228161442915, "percentage": 30.8, "elapsed_time": "8:34:08", "remaining_time": "19:14:53"} +{"current_steps": 13930, "total_steps": 45204, "loss": 0.3424, "learning_rate": 1.5668586257251644e-05, "epoch": 0.3081528892559424, "percentage": 30.82, "elapsed_time": "8:34:16", "remaining_time": "19:14:35"} +{"current_steps": 13935, "total_steps": 45204, "loss": 0.3526, "learning_rate": 1.5665723235409373e-05, "epoch": 0.30826349689745564, "percentage": 30.83, "elapsed_time": "8:34:27", "remaining_time": "19:14:23"} +{"current_steps": 13940, "total_steps": 45204, "loss": 0.4817, "learning_rate": 1.5662859529432783e-05, "epoch": 0.3083741045389689, "percentage": 30.84, "elapsed_time": "8:34:37", "remaining_time": "19:14:11"} +{"current_steps": 13945, "total_steps": 45204, "loss": 0.2987, "learning_rate": 1.5659995139667675e-05, "epoch": 0.3084847121804822, "percentage": 30.85, "elapsed_time": "8:34:48", "remaining_time": "19:13:58"} +{"current_steps": 13950, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.5657130066459924e-05, "epoch": 0.30859531982199545, "percentage": 30.86, "elapsed_time": "8:34:58", "remaining_time": "19:13:45"} +{"current_steps": 13955, "total_steps": 45204, "loss": 0.3004, "learning_rate": 1.5654264310155478e-05, "epoch": 0.3087059274635087, "percentage": 30.87, "elapsed_time": "8:35:09", "remaining_time": "19:13:33"} +{"current_steps": 13960, "total_steps": 45204, "loss": 0.3138, "learning_rate": 1.565139787110038e-05, "epoch": 0.30881653510502194, "percentage": 30.88, "elapsed_time": "8:35:20", "remaining_time": "19:13:22"} +{"current_steps": 13965, "total_steps": 45204, "loss": 0.3743, "learning_rate": 1.5648530749640753e-05, "epoch": 0.3089271427465352, "percentage": 30.89, "elapsed_time": "8:35:29", "remaining_time": "19:13:08"} +{"current_steps": 13970, "total_steps": 45204, "loss": 0.2598, "learning_rate": 1.5645662946122806e-05, "epoch": 0.3090377503880485, "percentage": 30.9, "elapsed_time": "8:35:40", "remaining_time": "19:12:55"} +{"current_steps": 13975, "total_steps": 45204, "loss": 0.4424, "learning_rate": 1.5642794460892814e-05, "epoch": 0.30914835802956175, "percentage": 30.92, "elapsed_time": "8:35:50", "remaining_time": "19:12:41"} +{"current_steps": 13980, "total_steps": 45204, "loss": 0.4618, "learning_rate": 1.563992529429715e-05, "epoch": 0.30925896567107497, "percentage": 30.93, "elapsed_time": "8:36:01", "remaining_time": "19:12:32"} +{"current_steps": 13985, "total_steps": 45204, "loss": 0.2969, "learning_rate": 1.5637055446682272e-05, "epoch": 0.30936957331258824, "percentage": 30.94, "elapsed_time": "8:36:12", "remaining_time": "19:12:20"} +{"current_steps": 13990, "total_steps": 45204, "loss": 0.4577, "learning_rate": 1.5634184918394707e-05, "epoch": 0.3094801809541015, "percentage": 30.95, "elapsed_time": "8:36:23", "remaining_time": "19:12:10"} +{"current_steps": 13995, "total_steps": 45204, "loss": 0.2344, "learning_rate": 1.563131370978107e-05, "epoch": 0.3095907885956148, "percentage": 30.96, "elapsed_time": "8:36:34", "remaining_time": "19:11:58"} +{"current_steps": 14000, "total_steps": 45204, "loss": 0.3368, "learning_rate": 1.562844182118806e-05, "epoch": 0.30970139623712806, "percentage": 30.97, "elapsed_time": "8:36:46", "remaining_time": "19:11:49"} +{"current_steps": 14005, "total_steps": 45204, "loss": 0.3563, "learning_rate": 1.5625569252962453e-05, "epoch": 0.3098120038786413, "percentage": 30.98, "elapsed_time": "8:36:55", "remaining_time": "19:11:32"} +{"current_steps": 14010, "total_steps": 45204, "loss": 0.3472, "learning_rate": 1.5622696005451116e-05, "epoch": 0.30992261152015455, "percentage": 30.99, "elapsed_time": "8:37:05", "remaining_time": "19:11:18"} +{"current_steps": 14015, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.5619822079000994e-05, "epoch": 0.3100332191616678, "percentage": 31.0, "elapsed_time": "8:37:13", "remaining_time": "19:11:01"} +{"current_steps": 14020, "total_steps": 45204, "loss": 0.4419, "learning_rate": 1.5616947473959107e-05, "epoch": 0.3101438268031811, "percentage": 31.01, "elapsed_time": "8:37:24", "remaining_time": "19:10:49"} +{"current_steps": 14025, "total_steps": 45204, "loss": 0.3838, "learning_rate": 1.561407219067256e-05, "epoch": 0.31025443444469436, "percentage": 31.03, "elapsed_time": "8:37:34", "remaining_time": "19:10:37"} +{"current_steps": 14030, "total_steps": 45204, "loss": 0.3495, "learning_rate": 1.5611196229488554e-05, "epoch": 0.3103650420862076, "percentage": 31.04, "elapsed_time": "8:37:47", "remaining_time": "19:10:30"} +{"current_steps": 14035, "total_steps": 45204, "loss": 0.334, "learning_rate": 1.5608319590754353e-05, "epoch": 0.31047564972772085, "percentage": 31.05, "elapsed_time": "8:37:57", "remaining_time": "19:10:17"} +{"current_steps": 14040, "total_steps": 45204, "loss": 0.4247, "learning_rate": 1.5605442274817312e-05, "epoch": 0.3105862573692341, "percentage": 31.06, "elapsed_time": "8:38:10", "remaining_time": "19:10:10"} +{"current_steps": 14045, "total_steps": 45204, "loss": 0.3787, "learning_rate": 1.5602564282024865e-05, "epoch": 0.3106968650107474, "percentage": 31.07, "elapsed_time": "8:38:20", "remaining_time": "19:09:57"} +{"current_steps": 14050, "total_steps": 45204, "loss": 0.4629, "learning_rate": 1.5599685612724526e-05, "epoch": 0.31080747265226066, "percentage": 31.08, "elapsed_time": "8:38:33", "remaining_time": "19:09:50"} +{"current_steps": 14055, "total_steps": 45204, "loss": 0.429, "learning_rate": 1.55968062672639e-05, "epoch": 0.3109180802937739, "percentage": 31.09, "elapsed_time": "8:38:45", "remaining_time": "19:09:40"} +{"current_steps": 14060, "total_steps": 45204, "loss": 0.4803, "learning_rate": 1.559392624599066e-05, "epoch": 0.31102868793528715, "percentage": 31.1, "elapsed_time": "8:38:57", "remaining_time": "19:09:31"} +{"current_steps": 14065, "total_steps": 45204, "loss": 0.5137, "learning_rate": 1.5591045549252575e-05, "epoch": 0.3111392955768004, "percentage": 31.11, "elapsed_time": "8:39:07", "remaining_time": "19:09:18"} +{"current_steps": 14070, "total_steps": 45204, "loss": 0.2968, "learning_rate": 1.5588164177397484e-05, "epoch": 0.3112499032183137, "percentage": 31.13, "elapsed_time": "8:39:17", "remaining_time": "19:09:06"} +{"current_steps": 14075, "total_steps": 45204, "loss": 0.3849, "learning_rate": 1.558528213077331e-05, "epoch": 0.3113605108598269, "percentage": 31.14, "elapsed_time": "8:39:28", "remaining_time": "19:08:53"} +{"current_steps": 14080, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.5582399409728064e-05, "epoch": 0.3114711185013402, "percentage": 31.15, "elapsed_time": "8:39:38", "remaining_time": "19:08:40"} +{"current_steps": 14085, "total_steps": 45204, "loss": 0.4342, "learning_rate": 1.557951601460983e-05, "epoch": 0.31158172614285345, "percentage": 31.16, "elapsed_time": "8:39:52", "remaining_time": "19:08:35"} +{"current_steps": 14090, "total_steps": 45204, "loss": 0.268, "learning_rate": 1.5576631945766778e-05, "epoch": 0.3116923337843667, "percentage": 31.17, "elapsed_time": "8:40:03", "remaining_time": "19:08:23"} +{"current_steps": 14095, "total_steps": 45204, "loss": 0.4818, "learning_rate": 1.557374720354716e-05, "epoch": 0.31180294142588, "percentage": 31.18, "elapsed_time": "8:40:13", "remaining_time": "19:08:11"} +{"current_steps": 14100, "total_steps": 45204, "loss": 0.4349, "learning_rate": 1.5570861788299303e-05, "epoch": 0.3119135490673932, "percentage": 31.19, "elapsed_time": "8:40:24", "remaining_time": "19:08:00"} +{"current_steps": 14105, "total_steps": 45204, "loss": 0.3322, "learning_rate": 1.5567975700371624e-05, "epoch": 0.3120241567089065, "percentage": 31.2, "elapsed_time": "8:40:34", "remaining_time": "19:07:46"} +{"current_steps": 14110, "total_steps": 45204, "loss": 0.4347, "learning_rate": 1.556508894011262e-05, "epoch": 0.31213476435041976, "percentage": 31.21, "elapsed_time": "8:40:44", "remaining_time": "19:07:32"} +{"current_steps": 14115, "total_steps": 45204, "loss": 0.4308, "learning_rate": 1.5562201507870863e-05, "epoch": 0.31224537199193303, "percentage": 31.23, "elapsed_time": "8:40:55", "remaining_time": "19:07:20"} +{"current_steps": 14120, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.5559313403995004e-05, "epoch": 0.3123559796334463, "percentage": 31.24, "elapsed_time": "8:41:07", "remaining_time": "19:07:12"} +{"current_steps": 14125, "total_steps": 45204, "loss": 0.2883, "learning_rate": 1.5556424628833792e-05, "epoch": 0.3124665872749595, "percentage": 31.25, "elapsed_time": "8:41:16", "remaining_time": "19:06:56"} +{"current_steps": 14130, "total_steps": 45204, "loss": 0.3299, "learning_rate": 1.5553535182736034e-05, "epoch": 0.3125771949164728, "percentage": 31.26, "elapsed_time": "8:41:26", "remaining_time": "19:06:43"} +{"current_steps": 14135, "total_steps": 45204, "loss": 0.3566, "learning_rate": 1.555064506605064e-05, "epoch": 0.31268780255798606, "percentage": 31.27, "elapsed_time": "8:41:36", "remaining_time": "19:06:29"} +{"current_steps": 14140, "total_steps": 45204, "loss": 0.3784, "learning_rate": 1.5547754279126583e-05, "epoch": 0.31279841019949933, "percentage": 31.28, "elapsed_time": "8:41:47", "remaining_time": "19:06:19"} +{"current_steps": 14145, "total_steps": 45204, "loss": 0.385, "learning_rate": 1.5544862822312928e-05, "epoch": 0.31290901784101255, "percentage": 31.29, "elapsed_time": "8:41:57", "remaining_time": "19:06:05"} +{"current_steps": 14150, "total_steps": 45204, "loss": 0.3301, "learning_rate": 1.554197069595882e-05, "epoch": 0.3130196254825258, "percentage": 31.3, "elapsed_time": "8:42:07", "remaining_time": "19:05:51"} +{"current_steps": 14155, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.553907790041348e-05, "epoch": 0.3131302331240391, "percentage": 31.31, "elapsed_time": "8:42:16", "remaining_time": "19:05:37"} +{"current_steps": 14160, "total_steps": 45204, "loss": 0.3906, "learning_rate": 1.553618443602621e-05, "epoch": 0.31324084076555236, "percentage": 31.32, "elapsed_time": "8:42:27", "remaining_time": "19:05:26"} +{"current_steps": 14165, "total_steps": 45204, "loss": 0.254, "learning_rate": 1.55332903031464e-05, "epoch": 0.31335144840706564, "percentage": 31.34, "elapsed_time": "8:42:38", "remaining_time": "19:05:13"} +{"current_steps": 14170, "total_steps": 45204, "loss": 0.564, "learning_rate": 1.5530395502123505e-05, "epoch": 0.31346205604857885, "percentage": 31.35, "elapsed_time": "8:42:50", "remaining_time": "19:05:04"} +{"current_steps": 14175, "total_steps": 45204, "loss": 0.3067, "learning_rate": 1.5527500033307084e-05, "epoch": 0.3135726636900921, "percentage": 31.36, "elapsed_time": "8:43:00", "remaining_time": "19:04:51"} +{"current_steps": 14180, "total_steps": 45204, "loss": 0.46, "learning_rate": 1.552460389704676e-05, "epoch": 0.3136832713316054, "percentage": 31.37, "elapsed_time": "8:43:11", "remaining_time": "19:04:39"} +{"current_steps": 14185, "total_steps": 45204, "loss": 0.417, "learning_rate": 1.552170709369224e-05, "epoch": 0.31379387897311867, "percentage": 31.38, "elapsed_time": "8:43:23", "remaining_time": "19:04:32"} +{"current_steps": 14190, "total_steps": 45204, "loss": 0.3965, "learning_rate": 1.5518809623593305e-05, "epoch": 0.31390448661463194, "percentage": 31.39, "elapsed_time": "8:43:34", "remaining_time": "19:04:21"} +{"current_steps": 14195, "total_steps": 45204, "loss": 0.4452, "learning_rate": 1.5515911487099834e-05, "epoch": 0.31401509425614516, "percentage": 31.4, "elapsed_time": "8:43:47", "remaining_time": "19:04:14"} +{"current_steps": 14200, "total_steps": 45204, "loss": 0.3505, "learning_rate": 1.551301268456177e-05, "epoch": 0.3141257018976584, "percentage": 31.41, "elapsed_time": "8:43:59", "remaining_time": "19:04:04"} +{"current_steps": 14205, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.5510113216329146e-05, "epoch": 0.3142363095391717, "percentage": 31.42, "elapsed_time": "8:44:11", "remaining_time": "19:03:55"} +{"current_steps": 14210, "total_steps": 45204, "loss": 0.2931, "learning_rate": 1.550721308275207e-05, "epoch": 0.31434691718068497, "percentage": 31.44, "elapsed_time": "8:44:21", "remaining_time": "19:03:40"} +{"current_steps": 14215, "total_steps": 45204, "loss": 0.5607, "learning_rate": 1.5504312284180736e-05, "epoch": 0.31445752482219824, "percentage": 31.45, "elapsed_time": "8:44:37", "remaining_time": "19:03:42"} +{"current_steps": 14220, "total_steps": 45204, "loss": 0.3131, "learning_rate": 1.5501410820965408e-05, "epoch": 0.31456813246371146, "percentage": 31.46, "elapsed_time": "8:44:51", "remaining_time": "19:03:36"} +{"current_steps": 14225, "total_steps": 45204, "loss": 0.322, "learning_rate": 1.5498508693456437e-05, "epoch": 0.31467874010522473, "percentage": 31.47, "elapsed_time": "8:45:01", "remaining_time": "19:03:22"} +{"current_steps": 14230, "total_steps": 45204, "loss": 0.4105, "learning_rate": 1.5495605902004262e-05, "epoch": 0.314789347746738, "percentage": 31.48, "elapsed_time": "8:45:12", "remaining_time": "19:03:12"} +{"current_steps": 14235, "total_steps": 45204, "loss": 0.3089, "learning_rate": 1.5492702446959388e-05, "epoch": 0.3148999553882513, "percentage": 31.49, "elapsed_time": "8:45:22", "remaining_time": "19:02:57"} +{"current_steps": 14240, "total_steps": 45204, "loss": 0.3966, "learning_rate": 1.5489798328672405e-05, "epoch": 0.3150105630297645, "percentage": 31.5, "elapsed_time": "8:45:31", "remaining_time": "19:02:43"} +{"current_steps": 14245, "total_steps": 45204, "loss": 0.1955, "learning_rate": 1.548689354749399e-05, "epoch": 0.31512117067127776, "percentage": 31.51, "elapsed_time": "8:45:42", "remaining_time": "19:02:31"} +{"current_steps": 14250, "total_steps": 45204, "loss": 0.3516, "learning_rate": 1.548398810377489e-05, "epoch": 0.31523177831279103, "percentage": 31.52, "elapsed_time": "8:45:55", "remaining_time": "19:02:24"} +{"current_steps": 14255, "total_steps": 45204, "loss": 0.4492, "learning_rate": 1.5481081997865935e-05, "epoch": 0.3153423859543043, "percentage": 31.53, "elapsed_time": "8:46:09", "remaining_time": "19:02:19"} +{"current_steps": 14260, "total_steps": 45204, "loss": 0.3641, "learning_rate": 1.547817523011804e-05, "epoch": 0.3154529935958176, "percentage": 31.55, "elapsed_time": "8:46:18", "remaining_time": "19:02:04"} +{"current_steps": 14265, "total_steps": 45204, "loss": 0.3447, "learning_rate": 1.54752678008822e-05, "epoch": 0.3155636012373308, "percentage": 31.56, "elapsed_time": "8:46:29", "remaining_time": "19:01:54"} +{"current_steps": 14270, "total_steps": 45204, "loss": 0.4705, "learning_rate": 1.5472359710509473e-05, "epoch": 0.31567420887884406, "percentage": 31.57, "elapsed_time": "8:46:41", "remaining_time": "19:01:44"} +{"current_steps": 14275, "total_steps": 45204, "loss": 0.3415, "learning_rate": 1.5469450959351025e-05, "epoch": 0.31578481652035734, "percentage": 31.58, "elapsed_time": "8:46:52", "remaining_time": "19:01:33"} +{"current_steps": 14280, "total_steps": 45204, "loss": 0.2831, "learning_rate": 1.546654154775808e-05, "epoch": 0.3158954241618706, "percentage": 31.59, "elapsed_time": "8:47:02", "remaining_time": "19:01:19"} +{"current_steps": 14285, "total_steps": 45204, "loss": 0.385, "learning_rate": 1.5463631476081946e-05, "epoch": 0.3160060318033839, "percentage": 31.6, "elapsed_time": "8:47:12", "remaining_time": "19:01:05"} +{"current_steps": 14290, "total_steps": 45204, "loss": 0.2813, "learning_rate": 1.5460720744674017e-05, "epoch": 0.3161166394448971, "percentage": 31.61, "elapsed_time": "8:47:21", "remaining_time": "19:00:51"} +{"current_steps": 14295, "total_steps": 45204, "loss": 0.3801, "learning_rate": 1.5457809353885762e-05, "epoch": 0.31622724708641037, "percentage": 31.62, "elapsed_time": "8:47:33", "remaining_time": "19:00:40"} +{"current_steps": 14300, "total_steps": 45204, "loss": 0.4439, "learning_rate": 1.5454897304068733e-05, "epoch": 0.31633785472792364, "percentage": 31.63, "elapsed_time": "8:47:43", "remaining_time": "19:00:28"} +{"current_steps": 14305, "total_steps": 45204, "loss": 0.3212, "learning_rate": 1.5451984595574554e-05, "epoch": 0.3164484623694369, "percentage": 31.65, "elapsed_time": "8:47:54", "remaining_time": "19:00:16"} +{"current_steps": 14310, "total_steps": 45204, "loss": 0.4041, "learning_rate": 1.5449071228754934e-05, "epoch": 0.3165590700109502, "percentage": 31.66, "elapsed_time": "8:48:04", "remaining_time": "19:00:04"} +{"current_steps": 14315, "total_steps": 45204, "loss": 0.3448, "learning_rate": 1.5446157203961668e-05, "epoch": 0.3166696776524634, "percentage": 31.67, "elapsed_time": "8:48:16", "remaining_time": "18:59:54"} +{"current_steps": 14320, "total_steps": 45204, "loss": 0.354, "learning_rate": 1.544324252154662e-05, "epoch": 0.31678028529397667, "percentage": 31.68, "elapsed_time": "8:48:27", "remaining_time": "18:59:42"} +{"current_steps": 14325, "total_steps": 45204, "loss": 0.4934, "learning_rate": 1.544032718186173e-05, "epoch": 0.31689089293548994, "percentage": 31.69, "elapsed_time": "8:48:38", "remaining_time": "18:59:32"} +{"current_steps": 14330, "total_steps": 45204, "loss": 0.3196, "learning_rate": 1.5437411185259034e-05, "epoch": 0.3170015005770032, "percentage": 31.7, "elapsed_time": "8:48:48", "remaining_time": "18:59:19"} +{"current_steps": 14335, "total_steps": 45204, "loss": 0.419, "learning_rate": 1.543449453209063e-05, "epoch": 0.31711210821851643, "percentage": 31.71, "elapsed_time": "8:49:02", "remaining_time": "18:59:13"} +{"current_steps": 14340, "total_steps": 45204, "loss": 0.4041, "learning_rate": 1.5431577222708713e-05, "epoch": 0.3172227158600297, "percentage": 31.72, "elapsed_time": "8:49:11", "remaining_time": "18:58:58"} +{"current_steps": 14345, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.5428659257465535e-05, "epoch": 0.317333323501543, "percentage": 31.73, "elapsed_time": "8:49:22", "remaining_time": "18:58:46"} +{"current_steps": 14350, "total_steps": 45204, "loss": 0.3928, "learning_rate": 1.542574063671345e-05, "epoch": 0.31744393114305625, "percentage": 31.74, "elapsed_time": "8:49:33", "remaining_time": "18:58:35"} +{"current_steps": 14355, "total_steps": 45204, "loss": 0.3584, "learning_rate": 1.5422821360804876e-05, "epoch": 0.3175545387845695, "percentage": 31.76, "elapsed_time": "8:49:43", "remaining_time": "18:58:23"} +{"current_steps": 14360, "total_steps": 45204, "loss": 0.5397, "learning_rate": 1.541990143009231e-05, "epoch": 0.31766514642608273, "percentage": 31.77, "elapsed_time": "8:49:54", "remaining_time": "18:58:10"} +{"current_steps": 14365, "total_steps": 45204, "loss": 0.4358, "learning_rate": 1.5416980844928345e-05, "epoch": 0.317775754067596, "percentage": 31.78, "elapsed_time": "8:50:05", "remaining_time": "18:58:00"} +{"current_steps": 14370, "total_steps": 45204, "loss": 0.3667, "learning_rate": 1.5414059605665627e-05, "epoch": 0.3178863617091093, "percentage": 31.79, "elapsed_time": "8:50:15", "remaining_time": "18:57:48"} +{"current_steps": 14375, "total_steps": 45204, "loss": 0.3478, "learning_rate": 1.5411137712656903e-05, "epoch": 0.31799696935062255, "percentage": 31.8, "elapsed_time": "8:50:25", "remaining_time": "18:57:34"} +{"current_steps": 14380, "total_steps": 45204, "loss": 0.4264, "learning_rate": 1.540821516625499e-05, "epoch": 0.3181075769921358, "percentage": 31.81, "elapsed_time": "8:50:36", "remaining_time": "18:57:23"} +{"current_steps": 14385, "total_steps": 45204, "loss": 0.3834, "learning_rate": 1.540529196681278e-05, "epoch": 0.31821818463364904, "percentage": 31.82, "elapsed_time": "8:50:48", "remaining_time": "18:57:12"} +{"current_steps": 14390, "total_steps": 45204, "loss": 0.3508, "learning_rate": 1.5402368114683253e-05, "epoch": 0.3183287922751623, "percentage": 31.83, "elapsed_time": "8:50:59", "remaining_time": "18:57:02"} +{"current_steps": 14395, "total_steps": 45204, "loss": 0.3002, "learning_rate": 1.5399443610219464e-05, "epoch": 0.3184393999166756, "percentage": 31.84, "elapsed_time": "8:51:10", "remaining_time": "18:56:50"} +{"current_steps": 14400, "total_steps": 45204, "loss": 0.4265, "learning_rate": 1.539651845377454e-05, "epoch": 0.31855000755818885, "percentage": 31.86, "elapsed_time": "8:51:22", "remaining_time": "18:56:42"} +{"current_steps": 14405, "total_steps": 45204, "loss": 0.3804, "learning_rate": 1.53935926457017e-05, "epoch": 0.3186606151997021, "percentage": 31.87, "elapsed_time": "8:51:31", "remaining_time": "18:56:26"} +{"current_steps": 14410, "total_steps": 45204, "loss": 0.4268, "learning_rate": 1.539066618635423e-05, "epoch": 0.31877122284121534, "percentage": 31.88, "elapsed_time": "8:51:41", "remaining_time": "18:56:13"} +{"current_steps": 14415, "total_steps": 45204, "loss": 0.3348, "learning_rate": 1.53877390760855e-05, "epoch": 0.3188818304827286, "percentage": 31.89, "elapsed_time": "8:51:50", "remaining_time": "18:55:58"} +{"current_steps": 14420, "total_steps": 45204, "loss": 0.5511, "learning_rate": 1.5384811315248955e-05, "epoch": 0.3189924381242419, "percentage": 31.9, "elapsed_time": "8:52:02", "remaining_time": "18:55:48"} +{"current_steps": 14425, "total_steps": 45204, "loss": 0.3778, "learning_rate": 1.5381882904198127e-05, "epoch": 0.31910304576575516, "percentage": 31.91, "elapsed_time": "8:52:12", "remaining_time": "18:55:35"} +{"current_steps": 14430, "total_steps": 45204, "loss": 0.5417, "learning_rate": 1.5378953843286616e-05, "epoch": 0.31921365340726837, "percentage": 31.92, "elapsed_time": "8:52:23", "remaining_time": "18:55:24"} +{"current_steps": 14435, "total_steps": 45204, "loss": 0.3587, "learning_rate": 1.5376024132868108e-05, "epoch": 0.31932426104878164, "percentage": 31.93, "elapsed_time": "8:52:33", "remaining_time": "18:55:10"} +{"current_steps": 14440, "total_steps": 45204, "loss": 0.2967, "learning_rate": 1.5373093773296362e-05, "epoch": 0.3194348686902949, "percentage": 31.94, "elapsed_time": "8:52:46", "remaining_time": "18:55:03"} +{"current_steps": 14445, "total_steps": 45204, "loss": 0.3749, "learning_rate": 1.537016276492522e-05, "epoch": 0.3195454763318082, "percentage": 31.96, "elapsed_time": "8:53:00", "remaining_time": "18:54:58"} +{"current_steps": 14450, "total_steps": 45204, "loss": 0.451, "learning_rate": 1.53672311081086e-05, "epoch": 0.31965608397332146, "percentage": 31.97, "elapsed_time": "8:53:13", "remaining_time": "18:54:52"} +{"current_steps": 14455, "total_steps": 45204, "loss": 0.2686, "learning_rate": 1.53642988032005e-05, "epoch": 0.3197666916148347, "percentage": 31.98, "elapsed_time": "8:53:23", "remaining_time": "18:54:38"} +{"current_steps": 14460, "total_steps": 45204, "loss": 0.5467, "learning_rate": 1.536136585055499e-05, "epoch": 0.31987729925634795, "percentage": 31.99, "elapsed_time": "8:53:36", "remaining_time": "18:54:31"} +{"current_steps": 14465, "total_steps": 45204, "loss": 0.4789, "learning_rate": 1.5358432250526226e-05, "epoch": 0.3199879068978612, "percentage": 32.0, "elapsed_time": "8:53:46", "remaining_time": "18:54:18"} +{"current_steps": 14470, "total_steps": 45204, "loss": 0.2699, "learning_rate": 1.5355498003468444e-05, "epoch": 0.3200985145393745, "percentage": 32.01, "elapsed_time": "8:53:56", "remaining_time": "18:54:04"} +{"current_steps": 14475, "total_steps": 45204, "loss": 0.3243, "learning_rate": 1.535256310973595e-05, "epoch": 0.32020912218088776, "percentage": 32.02, "elapsed_time": "8:54:07", "remaining_time": "18:53:53"} +{"current_steps": 14480, "total_steps": 45204, "loss": 0.2812, "learning_rate": 1.5349627569683122e-05, "epoch": 0.320319729822401, "percentage": 32.03, "elapsed_time": "8:54:19", "remaining_time": "18:53:44"} +{"current_steps": 14485, "total_steps": 45204, "loss": 0.3635, "learning_rate": 1.5346691383664443e-05, "epoch": 0.32043033746391425, "percentage": 32.04, "elapsed_time": "8:54:30", "remaining_time": "18:53:34"} +{"current_steps": 14490, "total_steps": 45204, "loss": 0.3074, "learning_rate": 1.5343754552034443e-05, "epoch": 0.3205409451054275, "percentage": 32.05, "elapsed_time": "8:54:41", "remaining_time": "18:53:22"} +{"current_steps": 14495, "total_steps": 45204, "loss": 0.4403, "learning_rate": 1.534081707514775e-05, "epoch": 0.3206515527469408, "percentage": 32.07, "elapsed_time": "8:54:51", "remaining_time": "18:53:08"} +{"current_steps": 14500, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.5337878953359063e-05, "epoch": 0.320762160388454, "percentage": 32.08, "elapsed_time": "8:55:03", "remaining_time": "18:52:59"} +{"current_steps": 14505, "total_steps": 45204, "loss": 0.43, "learning_rate": 1.5334940187023154e-05, "epoch": 0.3208727680299673, "percentage": 32.09, "elapsed_time": "8:55:13", "remaining_time": "18:52:47"} +{"current_steps": 14510, "total_steps": 45204, "loss": 0.396, "learning_rate": 1.5332000776494888e-05, "epoch": 0.32098337567148055, "percentage": 32.1, "elapsed_time": "8:55:25", "remaining_time": "18:52:36"} +{"current_steps": 14515, "total_steps": 45204, "loss": 0.4251, "learning_rate": 1.5329060722129187e-05, "epoch": 0.3210939833129938, "percentage": 32.11, "elapsed_time": "8:55:36", "remaining_time": "18:52:25"} +{"current_steps": 14520, "total_steps": 45204, "loss": 0.3988, "learning_rate": 1.5326120024281067e-05, "epoch": 0.3212045909545071, "percentage": 32.12, "elapsed_time": "8:55:48", "remaining_time": "18:52:16"} +{"current_steps": 14525, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.5323178683305615e-05, "epoch": 0.3213151985960203, "percentage": 32.13, "elapsed_time": "8:55:59", "remaining_time": "18:52:06"} +{"current_steps": 14530, "total_steps": 45204, "loss": 0.5561, "learning_rate": 1.5320236699558e-05, "epoch": 0.3214258062375336, "percentage": 32.14, "elapsed_time": "8:56:10", "remaining_time": "18:51:55"} +{"current_steps": 14535, "total_steps": 45204, "loss": 0.4649, "learning_rate": 1.5317294073393464e-05, "epoch": 0.32153641387904686, "percentage": 32.15, "elapsed_time": "8:56:20", "remaining_time": "18:51:40"} +{"current_steps": 14540, "total_steps": 45204, "loss": 0.243, "learning_rate": 1.5314350805167328e-05, "epoch": 0.32164702152056013, "percentage": 32.17, "elapsed_time": "8:56:30", "remaining_time": "18:51:27"} +{"current_steps": 14545, "total_steps": 45204, "loss": 0.2909, "learning_rate": 1.5311406895234987e-05, "epoch": 0.3217576291620734, "percentage": 32.18, "elapsed_time": "8:56:40", "remaining_time": "18:51:13"} +{"current_steps": 14550, "total_steps": 45204, "loss": 0.3956, "learning_rate": 1.530846234395192e-05, "epoch": 0.3218682368035866, "percentage": 32.19, "elapsed_time": "8:56:51", "remaining_time": "18:51:02"} +{"current_steps": 14555, "total_steps": 45204, "loss": 0.4396, "learning_rate": 1.5305517151673688e-05, "epoch": 0.3219788444450999, "percentage": 32.2, "elapsed_time": "8:57:01", "remaining_time": "18:50:49"} +{"current_steps": 14560, "total_steps": 45204, "loss": 0.3501, "learning_rate": 1.5302571318755912e-05, "epoch": 0.32208945208661316, "percentage": 32.21, "elapsed_time": "8:57:10", "remaining_time": "18:50:34"} +{"current_steps": 14565, "total_steps": 45204, "loss": 0.4286, "learning_rate": 1.5299624845554303e-05, "epoch": 0.32220005972812643, "percentage": 32.22, "elapsed_time": "8:57:20", "remaining_time": "18:50:22"} +{"current_steps": 14570, "total_steps": 45204, "loss": 0.2928, "learning_rate": 1.529667773242465e-05, "epoch": 0.3223106673696397, "percentage": 32.23, "elapsed_time": "8:57:30", "remaining_time": "18:50:08"} +{"current_steps": 14575, "total_steps": 45204, "loss": 0.4422, "learning_rate": 1.5293729979722808e-05, "epoch": 0.3224212750111529, "percentage": 32.24, "elapsed_time": "8:57:43", "remaining_time": "18:50:01"} +{"current_steps": 14580, "total_steps": 45204, "loss": 0.4061, "learning_rate": 1.5290781587804725e-05, "epoch": 0.3225318826526662, "percentage": 32.25, "elapsed_time": "8:57:54", "remaining_time": "18:49:50"} +{"current_steps": 14585, "total_steps": 45204, "loss": 0.3381, "learning_rate": 1.528783255702642e-05, "epoch": 0.32264249029417946, "percentage": 32.26, "elapsed_time": "8:58:04", "remaining_time": "18:49:35"} +{"current_steps": 14590, "total_steps": 45204, "loss": 0.3944, "learning_rate": 1.528488288774398e-05, "epoch": 0.32275309793569273, "percentage": 32.28, "elapsed_time": "8:58:18", "remaining_time": "18:49:31"} +{"current_steps": 14595, "total_steps": 45204, "loss": 0.2465, "learning_rate": 1.528193258031358e-05, "epoch": 0.32286370557720595, "percentage": 32.29, "elapsed_time": "8:58:25", "remaining_time": "18:49:12"} +{"current_steps": 14600, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.5278981635091472e-05, "epoch": 0.3229743132187192, "percentage": 32.3, "elapsed_time": "8:58:36", "remaining_time": "18:49:00"} +{"current_steps": 14605, "total_steps": 45204, "loss": 0.5411, "learning_rate": 1.5276030052433978e-05, "epoch": 0.3230849208602325, "percentage": 32.31, "elapsed_time": "8:58:48", "remaining_time": "18:48:51"} +{"current_steps": 14610, "total_steps": 45204, "loss": 0.5189, "learning_rate": 1.52730778326975e-05, "epoch": 0.32319552850174577, "percentage": 32.32, "elapsed_time": "8:59:00", "remaining_time": "18:48:41"} +{"current_steps": 14615, "total_steps": 45204, "loss": 0.296, "learning_rate": 1.527012497623852e-05, "epoch": 0.32330613614325904, "percentage": 32.33, "elapsed_time": "8:59:11", "remaining_time": "18:48:30"} +{"current_steps": 14620, "total_steps": 45204, "loss": 0.2147, "learning_rate": 1.5267171483413594e-05, "epoch": 0.32341674378477225, "percentage": 32.34, "elapsed_time": "8:59:20", "remaining_time": "18:48:15"} +{"current_steps": 14625, "total_steps": 45204, "loss": 0.3728, "learning_rate": 1.526421735457935e-05, "epoch": 0.3235273514262855, "percentage": 32.35, "elapsed_time": "8:59:32", "remaining_time": "18:48:05"} +{"current_steps": 14630, "total_steps": 45204, "loss": 0.405, "learning_rate": 1.5261262590092508e-05, "epoch": 0.3236379590677988, "percentage": 32.36, "elapsed_time": "8:59:42", "remaining_time": "18:47:53"} +{"current_steps": 14635, "total_steps": 45204, "loss": 0.4243, "learning_rate": 1.5258307190309852e-05, "epoch": 0.32374856670931207, "percentage": 32.38, "elapsed_time": "8:59:54", "remaining_time": "18:47:44"} +{"current_steps": 14640, "total_steps": 45204, "loss": 0.3372, "learning_rate": 1.5255351155588239e-05, "epoch": 0.32385917435082534, "percentage": 32.39, "elapsed_time": "9:00:06", "remaining_time": "18:47:34"} +{"current_steps": 14645, "total_steps": 45204, "loss": 0.2519, "learning_rate": 1.5252394486284614e-05, "epoch": 0.32396978199233856, "percentage": 32.4, "elapsed_time": "9:00:14", "remaining_time": "18:47:18"} +{"current_steps": 14650, "total_steps": 45204, "loss": 0.3563, "learning_rate": 1.5249437182755994e-05, "epoch": 0.32408038963385183, "percentage": 32.41, "elapsed_time": "9:00:25", "remaining_time": "18:47:06"} +{"current_steps": 14655, "total_steps": 45204, "loss": 0.4528, "learning_rate": 1.5246479245359473e-05, "epoch": 0.3241909972753651, "percentage": 32.42, "elapsed_time": "9:00:40", "remaining_time": "18:47:03"} +{"current_steps": 14660, "total_steps": 45204, "loss": 0.2991, "learning_rate": 1.5243520674452219e-05, "epoch": 0.32430160491687837, "percentage": 32.43, "elapsed_time": "9:00:50", "remaining_time": "18:46:50"} +{"current_steps": 14665, "total_steps": 45204, "loss": 0.469, "learning_rate": 1.5240561470391481e-05, "epoch": 0.32441221255839164, "percentage": 32.44, "elapsed_time": "9:01:01", "remaining_time": "18:46:40"} +{"current_steps": 14670, "total_steps": 45204, "loss": 0.2524, "learning_rate": 1.5237601633534582e-05, "epoch": 0.32452282019990486, "percentage": 32.45, "elapsed_time": "9:01:10", "remaining_time": "18:46:23"} +{"current_steps": 14675, "total_steps": 45204, "loss": 0.2646, "learning_rate": 1.5234641164238916e-05, "epoch": 0.32463342784141813, "percentage": 32.46, "elapsed_time": "9:01:20", "remaining_time": "18:46:10"} +{"current_steps": 14680, "total_steps": 45204, "loss": 0.4301, "learning_rate": 1.5231680062861966e-05, "epoch": 0.3247440354829314, "percentage": 32.48, "elapsed_time": "9:01:32", "remaining_time": "18:46:01"} +{"current_steps": 14685, "total_steps": 45204, "loss": 0.3303, "learning_rate": 1.5228718329761281e-05, "epoch": 0.3248546431244447, "percentage": 32.49, "elapsed_time": "9:01:44", "remaining_time": "18:45:52"} +{"current_steps": 14690, "total_steps": 45204, "loss": 0.3626, "learning_rate": 1.5225755965294489e-05, "epoch": 0.3249652507659579, "percentage": 32.5, "elapsed_time": "9:01:56", "remaining_time": "18:45:42"} +{"current_steps": 14695, "total_steps": 45204, "loss": 0.4697, "learning_rate": 1.5222792969819291e-05, "epoch": 0.32507585840747116, "percentage": 32.51, "elapsed_time": "9:02:09", "remaining_time": "18:45:35"} +{"current_steps": 14700, "total_steps": 45204, "loss": 0.3393, "learning_rate": 1.5219829343693475e-05, "epoch": 0.32518646604898443, "percentage": 32.52, "elapsed_time": "9:02:19", "remaining_time": "18:45:23"} +{"current_steps": 14705, "total_steps": 45204, "loss": 0.328, "learning_rate": 1.5216865087274894e-05, "epoch": 0.3252970736904977, "percentage": 32.53, "elapsed_time": "9:02:30", "remaining_time": "18:45:11"} +{"current_steps": 14710, "total_steps": 45204, "loss": 0.4299, "learning_rate": 1.521390020092148e-05, "epoch": 0.325407681332011, "percentage": 32.54, "elapsed_time": "9:02:42", "remaining_time": "18:45:02"} +{"current_steps": 14715, "total_steps": 45204, "loss": 0.3838, "learning_rate": 1.5210934684991245e-05, "epoch": 0.3255182889735242, "percentage": 32.55, "elapsed_time": "9:02:52", "remaining_time": "18:44:48"} +{"current_steps": 14720, "total_steps": 45204, "loss": 0.3367, "learning_rate": 1.5207968539842273e-05, "epoch": 0.32562889661503747, "percentage": 32.56, "elapsed_time": "9:03:01", "remaining_time": "18:44:34"} +{"current_steps": 14725, "total_steps": 45204, "loss": 0.2512, "learning_rate": 1.5205001765832724e-05, "epoch": 0.32573950425655074, "percentage": 32.57, "elapsed_time": "9:03:10", "remaining_time": "18:44:18"} +{"current_steps": 14730, "total_steps": 45204, "loss": 0.4403, "learning_rate": 1.5202034363320835e-05, "epoch": 0.325850111898064, "percentage": 32.59, "elapsed_time": "9:03:23", "remaining_time": "18:44:12"} +{"current_steps": 14735, "total_steps": 45204, "loss": 0.4024, "learning_rate": 1.5199066332664923e-05, "epoch": 0.3259607195395773, "percentage": 32.6, "elapsed_time": "9:03:34", "remaining_time": "18:44:00"} +{"current_steps": 14740, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.519609767422337e-05, "epoch": 0.3260713271810905, "percentage": 32.61, "elapsed_time": "9:03:44", "remaining_time": "18:43:47"} +{"current_steps": 14745, "total_steps": 45204, "loss": 0.3117, "learning_rate": 1.5193128388354645e-05, "epoch": 0.32618193482260377, "percentage": 32.62, "elapsed_time": "9:03:55", "remaining_time": "18:43:35"} +{"current_steps": 14750, "total_steps": 45204, "loss": 0.3084, "learning_rate": 1.519015847541729e-05, "epoch": 0.32629254246411704, "percentage": 32.63, "elapsed_time": "9:04:06", "remaining_time": "18:43:23"} +{"current_steps": 14755, "total_steps": 45204, "loss": 0.4263, "learning_rate": 1.5187187935769917e-05, "epoch": 0.3264031501056303, "percentage": 32.64, "elapsed_time": "9:04:19", "remaining_time": "18:43:17"} +{"current_steps": 14760, "total_steps": 45204, "loss": 0.4175, "learning_rate": 1.5184216769771216e-05, "epoch": 0.3265137577471436, "percentage": 32.65, "elapsed_time": "9:04:30", "remaining_time": "18:43:06"} +{"current_steps": 14765, "total_steps": 45204, "loss": 0.452, "learning_rate": 1.518124497777996e-05, "epoch": 0.3266243653886568, "percentage": 32.66, "elapsed_time": "9:04:43", "remaining_time": "18:42:58"} +{"current_steps": 14770, "total_steps": 45204, "loss": 0.4326, "learning_rate": 1.5178272560154992e-05, "epoch": 0.3267349730301701, "percentage": 32.67, "elapsed_time": "9:04:54", "remaining_time": "18:42:48"} +{"current_steps": 14775, "total_steps": 45204, "loss": 0.4999, "learning_rate": 1.5175299517255227e-05, "epoch": 0.32684558067168334, "percentage": 32.69, "elapsed_time": "9:05:07", "remaining_time": "18:42:40"} +{"current_steps": 14780, "total_steps": 45204, "loss": 0.442, "learning_rate": 1.5172325849439658e-05, "epoch": 0.3269561883131966, "percentage": 32.7, "elapsed_time": "9:05:18", "remaining_time": "18:42:29"} +{"current_steps": 14785, "total_steps": 45204, "loss": 0.4545, "learning_rate": 1.5169351557067357e-05, "epoch": 0.32706679595470983, "percentage": 32.71, "elapsed_time": "9:05:30", "remaining_time": "18:42:20"} +{"current_steps": 14790, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.516637664049747e-05, "epoch": 0.3271774035962231, "percentage": 32.72, "elapsed_time": "9:05:41", "remaining_time": "18:42:10"} +{"current_steps": 14795, "total_steps": 45204, "loss": 0.2526, "learning_rate": 1.5163401100089217e-05, "epoch": 0.3272880112377364, "percentage": 32.73, "elapsed_time": "9:05:52", "remaining_time": "18:41:59"} +{"current_steps": 14800, "total_steps": 45204, "loss": 0.4463, "learning_rate": 1.516042493620189e-05, "epoch": 0.32739861887924965, "percentage": 32.74, "elapsed_time": "9:06:05", "remaining_time": "18:41:51"} +{"current_steps": 14805, "total_steps": 45204, "loss": 0.355, "learning_rate": 1.515744814919486e-05, "epoch": 0.3275092265207629, "percentage": 32.75, "elapsed_time": "9:06:17", "remaining_time": "18:41:40"} +{"current_steps": 14810, "total_steps": 45204, "loss": 0.3292, "learning_rate": 1.5154470739427577e-05, "epoch": 0.32761983416227614, "percentage": 32.76, "elapsed_time": "9:06:27", "remaining_time": "18:41:28"} +{"current_steps": 14815, "total_steps": 45204, "loss": 0.3513, "learning_rate": 1.5151492707259564e-05, "epoch": 0.3277304418037894, "percentage": 32.77, "elapsed_time": "9:06:36", "remaining_time": "18:41:14"} +{"current_steps": 14820, "total_steps": 45204, "loss": 0.3151, "learning_rate": 1.514851405305041e-05, "epoch": 0.3278410494453027, "percentage": 32.78, "elapsed_time": "9:06:47", "remaining_time": "18:41:01"} +{"current_steps": 14825, "total_steps": 45204, "loss": 0.4281, "learning_rate": 1.5145534777159792e-05, "epoch": 0.32795165708681595, "percentage": 32.8, "elapsed_time": "9:06:57", "remaining_time": "18:40:48"} +{"current_steps": 14830, "total_steps": 45204, "loss": 0.3323, "learning_rate": 1.5142554879947455e-05, "epoch": 0.3280622647283292, "percentage": 32.81, "elapsed_time": "9:07:07", "remaining_time": "18:40:36"} +{"current_steps": 14835, "total_steps": 45204, "loss": 0.455, "learning_rate": 1.5139574361773219e-05, "epoch": 0.32817287236984244, "percentage": 32.82, "elapsed_time": "9:07:20", "remaining_time": "18:40:27"} +{"current_steps": 14840, "total_steps": 45204, "loss": 0.3232, "learning_rate": 1.5136593222996984e-05, "epoch": 0.3282834800113557, "percentage": 32.83, "elapsed_time": "9:07:30", "remaining_time": "18:40:14"} +{"current_steps": 14845, "total_steps": 45204, "loss": 0.4546, "learning_rate": 1.5133611463978721e-05, "epoch": 0.328394087652869, "percentage": 32.84, "elapsed_time": "9:07:44", "remaining_time": "18:40:10"} +{"current_steps": 14850, "total_steps": 45204, "loss": 0.2888, "learning_rate": 1.5130629085078474e-05, "epoch": 0.32850469529438225, "percentage": 32.85, "elapsed_time": "9:07:55", "remaining_time": "18:39:59"} +{"current_steps": 14855, "total_steps": 45204, "loss": 0.2682, "learning_rate": 1.512764608665637e-05, "epoch": 0.32861530293589547, "percentage": 32.86, "elapsed_time": "9:08:05", "remaining_time": "18:39:45"} +{"current_steps": 14860, "total_steps": 45204, "loss": 0.291, "learning_rate": 1.5124662469072594e-05, "epoch": 0.32872591057740874, "percentage": 32.87, "elapsed_time": "9:08:14", "remaining_time": "18:39:30"} +{"current_steps": 14865, "total_steps": 45204, "loss": 0.3702, "learning_rate": 1.512167823268743e-05, "epoch": 0.328836518218922, "percentage": 32.88, "elapsed_time": "9:08:22", "remaining_time": "18:39:12"} +{"current_steps": 14870, "total_steps": 45204, "loss": 0.2901, "learning_rate": 1.5118693377861214e-05, "epoch": 0.3289471258604353, "percentage": 32.9, "elapsed_time": "9:08:31", "remaining_time": "18:38:58"} +{"current_steps": 14875, "total_steps": 45204, "loss": 0.4572, "learning_rate": 1.511570790495437e-05, "epoch": 0.32905773350194856, "percentage": 32.91, "elapsed_time": "9:08:43", "remaining_time": "18:38:49"} +{"current_steps": 14880, "total_steps": 45204, "loss": 0.4624, "learning_rate": 1.5112721814327393e-05, "epoch": 0.3291683411434618, "percentage": 32.92, "elapsed_time": "9:08:55", "remaining_time": "18:38:38"} +{"current_steps": 14885, "total_steps": 45204, "loss": 0.2928, "learning_rate": 1.5109735106340852e-05, "epoch": 0.32927894878497505, "percentage": 32.93, "elapsed_time": "9:09:06", "remaining_time": "18:38:29"} +{"current_steps": 14890, "total_steps": 45204, "loss": 0.3747, "learning_rate": 1.5106747781355392e-05, "epoch": 0.3293895564264883, "percentage": 32.94, "elapsed_time": "9:09:17", "remaining_time": "18:38:17"} +{"current_steps": 14895, "total_steps": 45204, "loss": 0.2806, "learning_rate": 1.510375983973173e-05, "epoch": 0.3295001640680016, "percentage": 32.95, "elapsed_time": "9:09:26", "remaining_time": "18:38:00"} +{"current_steps": 14900, "total_steps": 45204, "loss": 0.2762, "learning_rate": 1.5100771281830664e-05, "epoch": 0.32961077170951486, "percentage": 32.96, "elapsed_time": "9:09:36", "remaining_time": "18:37:49"} +{"current_steps": 14905, "total_steps": 45204, "loss": 0.2316, "learning_rate": 1.5097782108013052e-05, "epoch": 0.3297213793510281, "percentage": 32.97, "elapsed_time": "9:09:48", "remaining_time": "18:37:38"} +{"current_steps": 14910, "total_steps": 45204, "loss": 0.543, "learning_rate": 1.5094792318639844e-05, "epoch": 0.32983198699254135, "percentage": 32.98, "elapsed_time": "9:10:00", "remaining_time": "18:37:29"} +{"current_steps": 14915, "total_steps": 45204, "loss": 0.1708, "learning_rate": 1.509180191407205e-05, "epoch": 0.3299425946340546, "percentage": 32.99, "elapsed_time": "9:10:09", "remaining_time": "18:37:15"} +{"current_steps": 14920, "total_steps": 45204, "loss": 0.2134, "learning_rate": 1.5088810894670767e-05, "epoch": 0.3300532022755679, "percentage": 33.01, "elapsed_time": "9:10:18", "remaining_time": "18:36:59"} +{"current_steps": 14925, "total_steps": 45204, "loss": 0.3452, "learning_rate": 1.5085819260797154e-05, "epoch": 0.33016380991708116, "percentage": 33.02, "elapsed_time": "9:10:28", "remaining_time": "18:36:47"} +{"current_steps": 14930, "total_steps": 45204, "loss": 0.5546, "learning_rate": 1.5082827012812455e-05, "epoch": 0.3302744175585944, "percentage": 33.03, "elapsed_time": "9:10:40", "remaining_time": "18:36:37"} +{"current_steps": 14935, "total_steps": 45204, "loss": 0.2436, "learning_rate": 1.507983415107798e-05, "epoch": 0.33038502520010765, "percentage": 33.04, "elapsed_time": "9:10:48", "remaining_time": "18:36:20"} +{"current_steps": 14940, "total_steps": 45204, "loss": 0.5153, "learning_rate": 1.5076840675955113e-05, "epoch": 0.3304956328416209, "percentage": 33.05, "elapsed_time": "9:11:01", "remaining_time": "18:36:12"} +{"current_steps": 14945, "total_steps": 45204, "loss": 0.3668, "learning_rate": 1.507384658780532e-05, "epoch": 0.3306062404831342, "percentage": 33.06, "elapsed_time": "9:11:11", "remaining_time": "18:36:00"} +{"current_steps": 14950, "total_steps": 45204, "loss": 0.5248, "learning_rate": 1.5070851886990135e-05, "epoch": 0.3307168481246474, "percentage": 33.07, "elapsed_time": "9:11:23", "remaining_time": "18:35:50"} +{"current_steps": 14955, "total_steps": 45204, "loss": 0.325, "learning_rate": 1.5067856573871168e-05, "epoch": 0.3308274557661607, "percentage": 33.08, "elapsed_time": "9:11:33", "remaining_time": "18:35:37"} +{"current_steps": 14960, "total_steps": 45204, "loss": 0.3955, "learning_rate": 1.5064860648810098e-05, "epoch": 0.33093806340767395, "percentage": 33.09, "elapsed_time": "9:11:45", "remaining_time": "18:35:27"} +{"current_steps": 14965, "total_steps": 45204, "loss": 0.3391, "learning_rate": 1.5061864112168687e-05, "epoch": 0.3310486710491872, "percentage": 33.11, "elapsed_time": "9:11:55", "remaining_time": "18:35:13"} +{"current_steps": 14970, "total_steps": 45204, "loss": 0.3711, "learning_rate": 1.505886696430876e-05, "epoch": 0.3311592786907005, "percentage": 33.12, "elapsed_time": "9:12:03", "remaining_time": "18:34:57"} +{"current_steps": 14975, "total_steps": 45204, "loss": 0.4282, "learning_rate": 1.5055869205592231e-05, "epoch": 0.3312698863322137, "percentage": 33.13, "elapsed_time": "9:12:16", "remaining_time": "18:34:49"} +{"current_steps": 14980, "total_steps": 45204, "loss": 0.2594, "learning_rate": 1.505287083638107e-05, "epoch": 0.331380493973727, "percentage": 33.14, "elapsed_time": "9:12:25", "remaining_time": "18:34:35"} +{"current_steps": 14985, "total_steps": 45204, "loss": 0.4483, "learning_rate": 1.5049871857037333e-05, "epoch": 0.33149110161524026, "percentage": 33.15, "elapsed_time": "9:12:39", "remaining_time": "18:34:29"} +{"current_steps": 14990, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.5046872267923145e-05, "epoch": 0.33160170925675353, "percentage": 33.16, "elapsed_time": "9:12:49", "remaining_time": "18:34:17"} +{"current_steps": 14995, "total_steps": 45204, "loss": 0.4798, "learning_rate": 1.5043872069400706e-05, "epoch": 0.3317123168982668, "percentage": 33.17, "elapsed_time": "9:13:01", "remaining_time": "18:34:07"} +{"current_steps": 15000, "total_steps": 45204, "loss": 0.4235, "learning_rate": 1.5040871261832288e-05, "epoch": 0.33182292453978, "percentage": 33.18, "elapsed_time": "9:13:15", "remaining_time": "18:34:03"} +{"current_steps": 15005, "total_steps": 45204, "loss": 0.4608, "learning_rate": 1.5037869845580239e-05, "epoch": 0.3319335321812933, "percentage": 33.19, "elapsed_time": "9:13:50", "remaining_time": "18:34:38"} +{"current_steps": 15010, "total_steps": 45204, "loss": 0.5889, "learning_rate": 1.5034867821006978e-05, "epoch": 0.33204413982280656, "percentage": 33.21, "elapsed_time": "9:14:01", "remaining_time": "18:34:27"} +{"current_steps": 15015, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.5031865188474997e-05, "epoch": 0.33215474746431983, "percentage": 33.22, "elapsed_time": "9:14:11", "remaining_time": "18:34:14"} +{"current_steps": 15020, "total_steps": 45204, "loss": 0.3979, "learning_rate": 1.5028861948346864e-05, "epoch": 0.3322653551058331, "percentage": 33.23, "elapsed_time": "9:14:24", "remaining_time": "18:34:07"} +{"current_steps": 15025, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.502585810098522e-05, "epoch": 0.3323759627473463, "percentage": 33.24, "elapsed_time": "9:14:35", "remaining_time": "18:33:57"} +{"current_steps": 15030, "total_steps": 45204, "loss": 0.39, "learning_rate": 1.5022853646752779e-05, "epoch": 0.3324865703888596, "percentage": 33.25, "elapsed_time": "9:14:46", "remaining_time": "18:33:45"} +{"current_steps": 15035, "total_steps": 45204, "loss": 0.2449, "learning_rate": 1.5019848586012329e-05, "epoch": 0.33259717803037286, "percentage": 33.26, "elapsed_time": "9:14:56", "remaining_time": "18:33:33"} +{"current_steps": 15040, "total_steps": 45204, "loss": 0.3887, "learning_rate": 1.5016842919126728e-05, "epoch": 0.33270778567188614, "percentage": 33.27, "elapsed_time": "9:15:07", "remaining_time": "18:33:20"} +{"current_steps": 15045, "total_steps": 45204, "loss": 0.4653, "learning_rate": 1.5013836646458908e-05, "epoch": 0.33281839331339935, "percentage": 33.28, "elapsed_time": "9:15:16", "remaining_time": "18:33:06"} +{"current_steps": 15050, "total_steps": 45204, "loss": 0.4127, "learning_rate": 1.5010829768371879e-05, "epoch": 0.3329290009549126, "percentage": 33.29, "elapsed_time": "9:15:30", "remaining_time": "18:32:59"} +{"current_steps": 15055, "total_steps": 45204, "loss": 0.3794, "learning_rate": 1.500782228522872e-05, "epoch": 0.3330396085964259, "percentage": 33.3, "elapsed_time": "9:15:39", "remaining_time": "18:32:44"} +{"current_steps": 15060, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.5004814197392579e-05, "epoch": 0.33315021623793917, "percentage": 33.32, "elapsed_time": "9:15:49", "remaining_time": "18:32:31"} +{"current_steps": 15065, "total_steps": 45204, "loss": 0.41, "learning_rate": 1.5001805505226687e-05, "epoch": 0.33326082387945244, "percentage": 33.33, "elapsed_time": "9:16:03", "remaining_time": "18:32:26"} +{"current_steps": 15070, "total_steps": 45204, "loss": 0.2842, "learning_rate": 1.4998796209094342e-05, "epoch": 0.33337143152096566, "percentage": 33.34, "elapsed_time": "9:16:14", "remaining_time": "18:32:14"} +{"current_steps": 15075, "total_steps": 45204, "loss": 0.3452, "learning_rate": 1.4995786309358916e-05, "epoch": 0.3334820391624789, "percentage": 33.35, "elapsed_time": "9:16:25", "remaining_time": "18:32:05"} +{"current_steps": 15080, "total_steps": 45204, "loss": 0.2461, "learning_rate": 1.4992775806383848e-05, "epoch": 0.3335926468039922, "percentage": 33.36, "elapsed_time": "9:16:36", "remaining_time": "18:31:52"} +{"current_steps": 15085, "total_steps": 45204, "loss": 0.4248, "learning_rate": 1.4989764700532661e-05, "epoch": 0.33370325444550547, "percentage": 33.37, "elapsed_time": "9:16:47", "remaining_time": "18:31:42"} +{"current_steps": 15090, "total_steps": 45204, "loss": 0.3449, "learning_rate": 1.4986752992168945e-05, "epoch": 0.33381386208701874, "percentage": 33.38, "elapsed_time": "9:16:59", "remaining_time": "18:31:32"} +{"current_steps": 15095, "total_steps": 45204, "loss": 0.3294, "learning_rate": 1.4983740681656357e-05, "epoch": 0.33392446972853196, "percentage": 33.39, "elapsed_time": "9:17:08", "remaining_time": "18:31:18"} +{"current_steps": 15100, "total_steps": 45204, "loss": 0.3756, "learning_rate": 1.4980727769358641e-05, "epoch": 0.33403507737004523, "percentage": 33.4, "elapsed_time": "9:17:19", "remaining_time": "18:31:06"} +{"current_steps": 15105, "total_steps": 45204, "loss": 0.3498, "learning_rate": 1.4977714255639599e-05, "epoch": 0.3341456850115585, "percentage": 33.42, "elapsed_time": "9:17:30", "remaining_time": "18:30:55"} +{"current_steps": 15110, "total_steps": 45204, "loss": 0.286, "learning_rate": 1.4974700140863115e-05, "epoch": 0.3342562926530718, "percentage": 33.43, "elapsed_time": "9:17:41", "remaining_time": "18:30:44"} +{"current_steps": 15115, "total_steps": 45204, "loss": 0.4339, "learning_rate": 1.497168542539314e-05, "epoch": 0.33436690029458505, "percentage": 33.44, "elapsed_time": "9:17:53", "remaining_time": "18:30:34"} +{"current_steps": 15120, "total_steps": 45204, "loss": 0.4708, "learning_rate": 1.4968670109593701e-05, "epoch": 0.33447750793609826, "percentage": 33.45, "elapsed_time": "9:18:03", "remaining_time": "18:30:21"} +{"current_steps": 15125, "total_steps": 45204, "loss": 0.353, "learning_rate": 1.4965654193828898e-05, "epoch": 0.33458811557761153, "percentage": 33.46, "elapsed_time": "9:18:14", "remaining_time": "18:30:10"} +{"current_steps": 15130, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.4962637678462899e-05, "epoch": 0.3346987232191248, "percentage": 33.47, "elapsed_time": "9:18:26", "remaining_time": "18:30:00"} +{"current_steps": 15135, "total_steps": 45204, "loss": 0.438, "learning_rate": 1.495962056385995e-05, "epoch": 0.3348093308606381, "percentage": 33.48, "elapsed_time": "9:18:36", "remaining_time": "18:29:48"} +{"current_steps": 15140, "total_steps": 45204, "loss": 0.2513, "learning_rate": 1.4956602850384362e-05, "epoch": 0.3349199385021513, "percentage": 33.49, "elapsed_time": "9:18:45", "remaining_time": "18:29:32"} +{"current_steps": 15145, "total_steps": 45204, "loss": 0.2455, "learning_rate": 1.4953584538400531e-05, "epoch": 0.33503054614366456, "percentage": 33.5, "elapsed_time": "9:18:54", "remaining_time": "18:29:18"} +{"current_steps": 15150, "total_steps": 45204, "loss": 0.3792, "learning_rate": 1.495056562827291e-05, "epoch": 0.33514115378517784, "percentage": 33.51, "elapsed_time": "9:19:05", "remaining_time": "18:29:05"} +{"current_steps": 15155, "total_steps": 45204, "loss": 0.3828, "learning_rate": 1.4947546120366034e-05, "epoch": 0.3352517614266911, "percentage": 33.53, "elapsed_time": "9:19:18", "remaining_time": "18:28:59"} +{"current_steps": 15160, "total_steps": 45204, "loss": 0.3248, "learning_rate": 1.494452601504451e-05, "epoch": 0.3353623690682044, "percentage": 33.54, "elapsed_time": "9:19:29", "remaining_time": "18:28:48"} +{"current_steps": 15165, "total_steps": 45204, "loss": 0.2607, "learning_rate": 1.494150531267301e-05, "epoch": 0.3354729767097176, "percentage": 33.55, "elapsed_time": "9:19:38", "remaining_time": "18:28:32"} +{"current_steps": 15170, "total_steps": 45204, "loss": 0.2993, "learning_rate": 1.4938484013616287e-05, "epoch": 0.33558358435123087, "percentage": 33.56, "elapsed_time": "9:19:48", "remaining_time": "18:28:18"} +{"current_steps": 15175, "total_steps": 45204, "loss": 0.4101, "learning_rate": 1.493546211823916e-05, "epoch": 0.33569419199274414, "percentage": 33.57, "elapsed_time": "9:19:59", "remaining_time": "18:28:08"} +{"current_steps": 15180, "total_steps": 45204, "loss": 0.3214, "learning_rate": 1.493243962690652e-05, "epoch": 0.3358047996342574, "percentage": 33.58, "elapsed_time": "9:20:08", "remaining_time": "18:27:53"} +{"current_steps": 15185, "total_steps": 45204, "loss": 0.3463, "learning_rate": 1.4929416539983336e-05, "epoch": 0.3359154072757707, "percentage": 33.59, "elapsed_time": "9:20:18", "remaining_time": "18:27:40"} +{"current_steps": 15190, "total_steps": 45204, "loss": 0.3857, "learning_rate": 1.4926392857834643e-05, "epoch": 0.3360260149172839, "percentage": 33.6, "elapsed_time": "9:20:29", "remaining_time": "18:27:29"} +{"current_steps": 15195, "total_steps": 45204, "loss": 0.2913, "learning_rate": 1.492336858082555e-05, "epoch": 0.33613662255879717, "percentage": 33.61, "elapsed_time": "9:20:39", "remaining_time": "18:27:16"} +{"current_steps": 15200, "total_steps": 45204, "loss": 0.2701, "learning_rate": 1.4920343709321237e-05, "epoch": 0.33624723020031044, "percentage": 33.63, "elapsed_time": "9:20:49", "remaining_time": "18:27:01"} +{"current_steps": 15205, "total_steps": 45204, "loss": 0.3841, "learning_rate": 1.4917318243686955e-05, "epoch": 0.3363578378418237, "percentage": 33.64, "elapsed_time": "9:21:01", "remaining_time": "18:26:53"} +{"current_steps": 15210, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.491429218428803e-05, "epoch": 0.336468445483337, "percentage": 33.65, "elapsed_time": "9:21:11", "remaining_time": "18:26:40"} +{"current_steps": 15215, "total_steps": 45204, "loss": 0.3607, "learning_rate": 1.4911265531489857e-05, "epoch": 0.3365790531248502, "percentage": 33.66, "elapsed_time": "9:21:20", "remaining_time": "18:26:24"} +{"current_steps": 15220, "total_steps": 45204, "loss": 0.296, "learning_rate": 1.4908238285657905e-05, "epoch": 0.3366896607663635, "percentage": 33.67, "elapsed_time": "9:21:29", "remaining_time": "18:26:10"} +{"current_steps": 15225, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.490521044715771e-05, "epoch": 0.33680026840787675, "percentage": 33.68, "elapsed_time": "9:21:43", "remaining_time": "18:26:04"} +{"current_steps": 15230, "total_steps": 45204, "loss": 0.3466, "learning_rate": 1.4902182016354885e-05, "epoch": 0.33691087604939, "percentage": 33.69, "elapsed_time": "9:21:53", "remaining_time": "18:25:50"} +{"current_steps": 15235, "total_steps": 45204, "loss": 0.4238, "learning_rate": 1.489915299361511e-05, "epoch": 0.33702148369090323, "percentage": 33.7, "elapsed_time": "9:22:05", "remaining_time": "18:25:41"} +{"current_steps": 15240, "total_steps": 45204, "loss": 0.3043, "learning_rate": 1.4896123379304141e-05, "epoch": 0.3371320913324165, "percentage": 33.71, "elapsed_time": "9:22:14", "remaining_time": "18:25:26"} +{"current_steps": 15245, "total_steps": 45204, "loss": 0.3137, "learning_rate": 1.48930931737878e-05, "epoch": 0.3372426989739298, "percentage": 33.72, "elapsed_time": "9:22:24", "remaining_time": "18:25:13"} +{"current_steps": 15250, "total_steps": 45204, "loss": 0.4495, "learning_rate": 1.4890062377431987e-05, "epoch": 0.33735330661544305, "percentage": 33.74, "elapsed_time": "9:22:33", "remaining_time": "18:24:59"} +{"current_steps": 15255, "total_steps": 45204, "loss": 0.377, "learning_rate": 1.4887030990602664e-05, "epoch": 0.3374639142569563, "percentage": 33.75, "elapsed_time": "9:22:44", "remaining_time": "18:24:46"} +{"current_steps": 15260, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.4883999013665878e-05, "epoch": 0.33757452189846954, "percentage": 33.76, "elapsed_time": "9:22:56", "remaining_time": "18:24:37"} +{"current_steps": 15265, "total_steps": 45204, "loss": 0.3069, "learning_rate": 1.4880966446987732e-05, "epoch": 0.3376851295399828, "percentage": 33.77, "elapsed_time": "9:23:10", "remaining_time": "18:24:31"} +{"current_steps": 15270, "total_steps": 45204, "loss": 0.3333, "learning_rate": 1.4877933290934412e-05, "epoch": 0.3377957371814961, "percentage": 33.78, "elapsed_time": "9:23:21", "remaining_time": "18:24:21"} +{"current_steps": 15275, "total_steps": 45204, "loss": 0.4166, "learning_rate": 1.487489954587217e-05, "epoch": 0.33790634482300935, "percentage": 33.79, "elapsed_time": "9:23:30", "remaining_time": "18:24:06"} +{"current_steps": 15280, "total_steps": 45204, "loss": 0.5192, "learning_rate": 1.4871865212167327e-05, "epoch": 0.3380169524645226, "percentage": 33.8, "elapsed_time": "9:23:43", "remaining_time": "18:23:58"} +{"current_steps": 15285, "total_steps": 45204, "loss": 0.3577, "learning_rate": 1.4868830290186282e-05, "epoch": 0.33812756010603584, "percentage": 33.81, "elapsed_time": "9:23:55", "remaining_time": "18:23:49"} +{"current_steps": 15290, "total_steps": 45204, "loss": 0.4309, "learning_rate": 1.4865794780295497e-05, "epoch": 0.3382381677475491, "percentage": 33.82, "elapsed_time": "9:24:08", "remaining_time": "18:23:41"} +{"current_steps": 15295, "total_steps": 45204, "loss": 0.3993, "learning_rate": 1.486275868286151e-05, "epoch": 0.3383487753890624, "percentage": 33.84, "elapsed_time": "9:24:20", "remaining_time": "18:23:33"} +{"current_steps": 15300, "total_steps": 45204, "loss": 0.4452, "learning_rate": 1.4859721998250929e-05, "epoch": 0.33845938303057566, "percentage": 33.85, "elapsed_time": "9:24:31", "remaining_time": "18:23:21"} +{"current_steps": 15305, "total_steps": 45204, "loss": 0.4455, "learning_rate": 1.4856684726830435e-05, "epoch": 0.33856999067208887, "percentage": 33.86, "elapsed_time": "9:24:43", "remaining_time": "18:23:12"} +{"current_steps": 15310, "total_steps": 45204, "loss": 0.3008, "learning_rate": 1.4853646868966776e-05, "epoch": 0.33868059831360214, "percentage": 33.87, "elapsed_time": "9:24:53", "remaining_time": "18:22:59"} +{"current_steps": 15315, "total_steps": 45204, "loss": 0.2508, "learning_rate": 1.4850608425026769e-05, "epoch": 0.3387912059551154, "percentage": 33.88, "elapsed_time": "9:25:01", "remaining_time": "18:22:43"} +{"current_steps": 15320, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.484756939537731e-05, "epoch": 0.3389018135966287, "percentage": 33.89, "elapsed_time": "9:25:11", "remaining_time": "18:22:30"} +{"current_steps": 15325, "total_steps": 45204, "loss": 0.2998, "learning_rate": 1.484452978038536e-05, "epoch": 0.33901242123814196, "percentage": 33.9, "elapsed_time": "9:25:21", "remaining_time": "18:22:17"} +{"current_steps": 15330, "total_steps": 45204, "loss": 0.5572, "learning_rate": 1.484148958041795e-05, "epoch": 0.3391230288796552, "percentage": 33.91, "elapsed_time": "9:25:34", "remaining_time": "18:22:09"} +{"current_steps": 15335, "total_steps": 45204, "loss": 0.4717, "learning_rate": 1.4838448795842184e-05, "epoch": 0.33923363652116845, "percentage": 33.92, "elapsed_time": "9:25:48", "remaining_time": "18:22:03"} +{"current_steps": 15340, "total_steps": 45204, "loss": 0.363, "learning_rate": 1.4835407427025234e-05, "epoch": 0.3393442441626817, "percentage": 33.94, "elapsed_time": "9:25:59", "remaining_time": "18:21:51"} +{"current_steps": 15345, "total_steps": 45204, "loss": 0.1986, "learning_rate": 1.4832365474334347e-05, "epoch": 0.339454851804195, "percentage": 33.95, "elapsed_time": "9:26:07", "remaining_time": "18:21:35"} +{"current_steps": 15350, "total_steps": 45204, "loss": 0.4702, "learning_rate": 1.4829322938136837e-05, "epoch": 0.33956545944570826, "percentage": 33.96, "elapsed_time": "9:26:17", "remaining_time": "18:21:22"} +{"current_steps": 15355, "total_steps": 45204, "loss": 0.4389, "learning_rate": 1.4826279818800089e-05, "epoch": 0.3396760670872215, "percentage": 33.97, "elapsed_time": "9:26:29", "remaining_time": "18:21:12"} +{"current_steps": 15360, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.4823236116691559e-05, "epoch": 0.33978667472873475, "percentage": 33.98, "elapsed_time": "9:26:39", "remaining_time": "18:20:59"} +{"current_steps": 15365, "total_steps": 45204, "loss": 0.3799, "learning_rate": 1.4820191832178772e-05, "epoch": 0.339897282370248, "percentage": 33.99, "elapsed_time": "9:26:49", "remaining_time": "18:20:46"} +{"current_steps": 15370, "total_steps": 45204, "loss": 0.2842, "learning_rate": 1.4817146965629325e-05, "epoch": 0.3400078900117613, "percentage": 34.0, "elapsed_time": "9:27:00", "remaining_time": "18:20:35"} +{"current_steps": 15375, "total_steps": 45204, "loss": 0.317, "learning_rate": 1.4814101517410886e-05, "epoch": 0.34011849765327457, "percentage": 34.01, "elapsed_time": "9:27:14", "remaining_time": "18:20:30"} +{"current_steps": 15380, "total_steps": 45204, "loss": 0.2603, "learning_rate": 1.481105548789119e-05, "epoch": 0.3402291052947878, "percentage": 34.02, "elapsed_time": "9:27:25", "remaining_time": "18:20:18"} +{"current_steps": 15385, "total_steps": 45204, "loss": 0.4108, "learning_rate": 1.4808008877438047e-05, "epoch": 0.34033971293630105, "percentage": 34.03, "elapsed_time": "9:27:35", "remaining_time": "18:20:06"} +{"current_steps": 15390, "total_steps": 45204, "loss": 0.4426, "learning_rate": 1.480496168641933e-05, "epoch": 0.3404503205778143, "percentage": 34.05, "elapsed_time": "9:27:47", "remaining_time": "18:19:56"} +{"current_steps": 15395, "total_steps": 45204, "loss": 0.4376, "learning_rate": 1.480191391520299e-05, "epoch": 0.3405609282193276, "percentage": 34.06, "elapsed_time": "9:27:56", "remaining_time": "18:19:42"} +{"current_steps": 15400, "total_steps": 45204, "loss": 0.4022, "learning_rate": 1.4798865564157044e-05, "epoch": 0.3406715358608408, "percentage": 34.07, "elapsed_time": "9:28:06", "remaining_time": "18:19:27"} +{"current_steps": 15405, "total_steps": 45204, "loss": 0.2847, "learning_rate": 1.4795816633649576e-05, "epoch": 0.3407821435023541, "percentage": 34.08, "elapsed_time": "9:28:14", "remaining_time": "18:19:11"} +{"current_steps": 15410, "total_steps": 45204, "loss": 0.3116, "learning_rate": 1.4792767124048747e-05, "epoch": 0.34089275114386736, "percentage": 34.09, "elapsed_time": "9:28:24", "remaining_time": "18:18:59"} +{"current_steps": 15415, "total_steps": 45204, "loss": 0.5272, "learning_rate": 1.4789717035722784e-05, "epoch": 0.34100335878538063, "percentage": 34.1, "elapsed_time": "9:28:38", "remaining_time": "18:18:53"} +{"current_steps": 15420, "total_steps": 45204, "loss": 0.3237, "learning_rate": 1.4786666369039982e-05, "epoch": 0.3411139664268939, "percentage": 34.11, "elapsed_time": "9:28:48", "remaining_time": "18:18:38"} +{"current_steps": 15425, "total_steps": 45204, "loss": 0.4216, "learning_rate": 1.478361512436871e-05, "epoch": 0.3412245740684071, "percentage": 34.12, "elapsed_time": "9:29:00", "remaining_time": "18:18:29"} +{"current_steps": 15430, "total_steps": 45204, "loss": 0.258, "learning_rate": 1.4780563302077405e-05, "epoch": 0.3413351817099204, "percentage": 34.13, "elapsed_time": "9:29:08", "remaining_time": "18:18:14"} +{"current_steps": 15435, "total_steps": 45204, "loss": 0.5591, "learning_rate": 1.4777510902534574e-05, "epoch": 0.34144578935143366, "percentage": 34.15, "elapsed_time": "9:29:21", "remaining_time": "18:18:05"} +{"current_steps": 15440, "total_steps": 45204, "loss": 0.3868, "learning_rate": 1.477445792610879e-05, "epoch": 0.34155639699294693, "percentage": 34.16, "elapsed_time": "9:29:31", "remaining_time": "18:17:53"} +{"current_steps": 15445, "total_steps": 45204, "loss": 0.3128, "learning_rate": 1.4771404373168701e-05, "epoch": 0.3416670046344602, "percentage": 34.17, "elapsed_time": "9:29:45", "remaining_time": "18:17:47"} +{"current_steps": 15450, "total_steps": 45204, "loss": 0.3502, "learning_rate": 1.4768350244083022e-05, "epoch": 0.3417776122759734, "percentage": 34.18, "elapsed_time": "9:29:56", "remaining_time": "18:17:37"} +{"current_steps": 15455, "total_steps": 45204, "loss": 0.4019, "learning_rate": 1.4765295539220541e-05, "epoch": 0.3418882199174867, "percentage": 34.19, "elapsed_time": "9:30:06", "remaining_time": "18:17:23"} +{"current_steps": 15460, "total_steps": 45204, "loss": 0.4294, "learning_rate": 1.4762240258950108e-05, "epoch": 0.34199882755899996, "percentage": 34.2, "elapsed_time": "9:30:19", "remaining_time": "18:17:15"} +{"current_steps": 15465, "total_steps": 45204, "loss": 0.307, "learning_rate": 1.4759184403640655e-05, "epoch": 0.34210943520051323, "percentage": 34.21, "elapsed_time": "9:30:27", "remaining_time": "18:16:59"} +{"current_steps": 15470, "total_steps": 45204, "loss": 0.383, "learning_rate": 1.4756127973661166e-05, "epoch": 0.3422200428420265, "percentage": 34.22, "elapsed_time": "9:30:37", "remaining_time": "18:16:46"} +{"current_steps": 15475, "total_steps": 45204, "loss": 0.3957, "learning_rate": 1.475307096938071e-05, "epoch": 0.3423306504835397, "percentage": 34.23, "elapsed_time": "9:30:47", "remaining_time": "18:16:32"} +{"current_steps": 15480, "total_steps": 45204, "loss": 0.4949, "learning_rate": 1.4750013391168414e-05, "epoch": 0.342441258125053, "percentage": 34.24, "elapsed_time": "9:31:00", "remaining_time": "18:16:24"} +{"current_steps": 15485, "total_steps": 45204, "loss": 0.3803, "learning_rate": 1.4746955239393486e-05, "epoch": 0.34255186576656627, "percentage": 34.26, "elapsed_time": "9:31:11", "remaining_time": "18:16:14"} +{"current_steps": 15490, "total_steps": 45204, "loss": 0.3131, "learning_rate": 1.4743896514425193e-05, "epoch": 0.34266247340807954, "percentage": 34.27, "elapsed_time": "9:31:20", "remaining_time": "18:15:58"} +{"current_steps": 15495, "total_steps": 45204, "loss": 0.4059, "learning_rate": 1.4740837216632877e-05, "epoch": 0.34277308104959275, "percentage": 34.28, "elapsed_time": "9:31:31", "remaining_time": "18:15:48"} +{"current_steps": 15500, "total_steps": 45204, "loss": 0.4587, "learning_rate": 1.4737777346385947e-05, "epoch": 0.342883688691106, "percentage": 34.29, "elapsed_time": "9:31:44", "remaining_time": "18:15:39"} +{"current_steps": 15505, "total_steps": 45204, "loss": 0.339, "learning_rate": 1.4734716904053879e-05, "epoch": 0.3429942963326193, "percentage": 34.3, "elapsed_time": "9:31:53", "remaining_time": "18:15:25"} +{"current_steps": 15510, "total_steps": 45204, "loss": 0.3596, "learning_rate": 1.4731655890006222e-05, "epoch": 0.34310490397413257, "percentage": 34.31, "elapsed_time": "9:32:04", "remaining_time": "18:15:15"} +{"current_steps": 15515, "total_steps": 45204, "loss": 0.2652, "learning_rate": 1.4728594304612594e-05, "epoch": 0.34321551161564584, "percentage": 34.32, "elapsed_time": "9:32:13", "remaining_time": "18:14:59"} +{"current_steps": 15520, "total_steps": 45204, "loss": 0.248, "learning_rate": 1.4725532148242678e-05, "epoch": 0.34332611925715906, "percentage": 34.33, "elapsed_time": "9:32:23", "remaining_time": "18:14:45"} +{"current_steps": 15525, "total_steps": 45204, "loss": 0.4551, "learning_rate": 1.4722469421266233e-05, "epoch": 0.34343672689867233, "percentage": 34.34, "elapsed_time": "9:32:36", "remaining_time": "18:14:38"} +{"current_steps": 15530, "total_steps": 45204, "loss": 0.573, "learning_rate": 1.4719406124053076e-05, "epoch": 0.3435473345401856, "percentage": 34.36, "elapsed_time": "9:32:50", "remaining_time": "18:14:32"} +{"current_steps": 15535, "total_steps": 45204, "loss": 0.3294, "learning_rate": 1.4716342256973101e-05, "epoch": 0.34365794218169887, "percentage": 34.37, "elapsed_time": "9:32:59", "remaining_time": "18:14:18"} +{"current_steps": 15540, "total_steps": 45204, "loss": 0.3241, "learning_rate": 1.471327782039627e-05, "epoch": 0.34376854982321214, "percentage": 34.38, "elapsed_time": "9:33:09", "remaining_time": "18:14:05"} +{"current_steps": 15545, "total_steps": 45204, "loss": 0.3255, "learning_rate": 1.4710212814692614e-05, "epoch": 0.34387915746472536, "percentage": 34.39, "elapsed_time": "9:33:19", "remaining_time": "18:13:51"} +{"current_steps": 15550, "total_steps": 45204, "loss": 0.4126, "learning_rate": 1.470714724023223e-05, "epoch": 0.34398976510623863, "percentage": 34.4, "elapsed_time": "9:33:29", "remaining_time": "18:13:38"} +{"current_steps": 15555, "total_steps": 45204, "loss": 0.3036, "learning_rate": 1.4704081097385287e-05, "epoch": 0.3441003727477519, "percentage": 34.41, "elapsed_time": "9:33:39", "remaining_time": "18:13:25"} +{"current_steps": 15560, "total_steps": 45204, "loss": 0.3522, "learning_rate": 1.4701014386522019e-05, "epoch": 0.3442109803892652, "percentage": 34.42, "elapsed_time": "9:33:51", "remaining_time": "18:13:16"} +{"current_steps": 15565, "total_steps": 45204, "loss": 0.257, "learning_rate": 1.4697947108012729e-05, "epoch": 0.34432158803077845, "percentage": 34.43, "elapsed_time": "9:34:02", "remaining_time": "18:13:04"} +{"current_steps": 15570, "total_steps": 45204, "loss": 0.4433, "learning_rate": 1.4694879262227795e-05, "epoch": 0.34443219567229166, "percentage": 34.44, "elapsed_time": "9:34:14", "remaining_time": "18:12:55"} +{"current_steps": 15575, "total_steps": 45204, "loss": 0.3583, "learning_rate": 1.469181084953765e-05, "epoch": 0.34454280331380494, "percentage": 34.45, "elapsed_time": "9:34:23", "remaining_time": "18:12:42"} +{"current_steps": 15580, "total_steps": 45204, "loss": 0.4007, "learning_rate": 1.4688741870312812e-05, "epoch": 0.3446534109553182, "percentage": 34.47, "elapsed_time": "9:34:33", "remaining_time": "18:12:29"} +{"current_steps": 15585, "total_steps": 45204, "loss": 0.4365, "learning_rate": 1.4685672324923857e-05, "epoch": 0.3447640185968315, "percentage": 34.48, "elapsed_time": "9:34:46", "remaining_time": "18:12:20"} +{"current_steps": 15590, "total_steps": 45204, "loss": 0.325, "learning_rate": 1.4682602213741428e-05, "epoch": 0.3448746262383447, "percentage": 34.49, "elapsed_time": "9:34:58", "remaining_time": "18:12:10"} +{"current_steps": 15595, "total_steps": 45204, "loss": 0.3742, "learning_rate": 1.4679531537136244e-05, "epoch": 0.34498523387985797, "percentage": 34.5, "elapsed_time": "9:35:10", "remaining_time": "18:12:02"} +{"current_steps": 15600, "total_steps": 45204, "loss": 0.3476, "learning_rate": 1.4676460295479087e-05, "epoch": 0.34509584152137124, "percentage": 34.51, "elapsed_time": "9:35:22", "remaining_time": "18:11:52"} +{"current_steps": 15605, "total_steps": 45204, "loss": 0.5004, "learning_rate": 1.4673388489140807e-05, "epoch": 0.3452064491628845, "percentage": 34.52, "elapsed_time": "9:35:34", "remaining_time": "18:11:43"} +{"current_steps": 15610, "total_steps": 45204, "loss": 0.2823, "learning_rate": 1.4670316118492326e-05, "epoch": 0.3453170568043978, "percentage": 34.53, "elapsed_time": "9:35:42", "remaining_time": "18:11:27"} +{"current_steps": 15615, "total_steps": 45204, "loss": 0.4001, "learning_rate": 1.4667243183904634e-05, "epoch": 0.345427664445911, "percentage": 34.54, "elapsed_time": "9:35:52", "remaining_time": "18:11:13"} +{"current_steps": 15620, "total_steps": 45204, "loss": 0.5224, "learning_rate": 1.4664169685748782e-05, "epoch": 0.34553827208742427, "percentage": 34.55, "elapsed_time": "9:36:05", "remaining_time": "18:11:06"} +{"current_steps": 15625, "total_steps": 45204, "loss": 0.3467, "learning_rate": 1.4661095624395896e-05, "epoch": 0.34564887972893754, "percentage": 34.57, "elapsed_time": "9:36:17", "remaining_time": "18:10:58"} +{"current_steps": 15630, "total_steps": 45204, "loss": 0.3976, "learning_rate": 1.4658021000217166e-05, "epoch": 0.3457594873704508, "percentage": 34.58, "elapsed_time": "9:36:29", "remaining_time": "18:10:47"} +{"current_steps": 15635, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.4654945813583854e-05, "epoch": 0.3458700950119641, "percentage": 34.59, "elapsed_time": "9:36:40", "remaining_time": "18:10:37"} +{"current_steps": 15640, "total_steps": 45204, "loss": 0.3125, "learning_rate": 1.4651870064867288e-05, "epoch": 0.3459807026534773, "percentage": 34.6, "elapsed_time": "9:36:50", "remaining_time": "18:10:23"} +{"current_steps": 15645, "total_steps": 45204, "loss": 0.4784, "learning_rate": 1.4648793754438863e-05, "epoch": 0.3460913102949906, "percentage": 34.61, "elapsed_time": "9:37:03", "remaining_time": "18:10:15"} +{"current_steps": 15650, "total_steps": 45204, "loss": 0.389, "learning_rate": 1.4645716882670042e-05, "epoch": 0.34620191793650384, "percentage": 34.62, "elapsed_time": "9:37:12", "remaining_time": "18:10:00"} +{"current_steps": 15655, "total_steps": 45204, "loss": 0.4469, "learning_rate": 1.464263944993236e-05, "epoch": 0.3463125255780171, "percentage": 34.63, "elapsed_time": "9:37:23", "remaining_time": "18:09:50"} +{"current_steps": 15660, "total_steps": 45204, "loss": 0.1818, "learning_rate": 1.463956145659741e-05, "epoch": 0.34642313321953033, "percentage": 34.64, "elapsed_time": "9:37:32", "remaining_time": "18:09:34"} +{"current_steps": 15665, "total_steps": 45204, "loss": 0.4105, "learning_rate": 1.4636482903036862e-05, "epoch": 0.3465337408610436, "percentage": 34.65, "elapsed_time": "9:37:43", "remaining_time": "18:09:24"} +{"current_steps": 15670, "total_steps": 45204, "loss": 0.4714, "learning_rate": 1.4633403789622451e-05, "epoch": 0.3466443485025569, "percentage": 34.67, "elapsed_time": "9:37:53", "remaining_time": "18:09:11"} +{"current_steps": 15675, "total_steps": 45204, "loss": 0.3363, "learning_rate": 1.4630324116725979e-05, "epoch": 0.34675495614407015, "percentage": 34.68, "elapsed_time": "9:38:03", "remaining_time": "18:08:57"} +{"current_steps": 15680, "total_steps": 45204, "loss": 0.3016, "learning_rate": 1.4627243884719314e-05, "epoch": 0.3468655637855834, "percentage": 34.69, "elapsed_time": "9:38:12", "remaining_time": "18:08:43"} +{"current_steps": 15685, "total_steps": 45204, "loss": 0.206, "learning_rate": 1.4624163093974392e-05, "epoch": 0.34697617142709664, "percentage": 34.7, "elapsed_time": "9:38:23", "remaining_time": "18:08:31"} +{"current_steps": 15690, "total_steps": 45204, "loss": 0.4176, "learning_rate": 1.4621081744863221e-05, "epoch": 0.3470867790686099, "percentage": 34.71, "elapsed_time": "9:38:34", "remaining_time": "18:08:19"} +{"current_steps": 15695, "total_steps": 45204, "loss": 0.5482, "learning_rate": 1.461799983775787e-05, "epoch": 0.3471973867101232, "percentage": 34.72, "elapsed_time": "9:38:48", "remaining_time": "18:08:14"} +{"current_steps": 15700, "total_steps": 45204, "loss": 0.4376, "learning_rate": 1.4614917373030482e-05, "epoch": 0.34730799435163645, "percentage": 34.73, "elapsed_time": "9:39:00", "remaining_time": "18:08:06"} +{"current_steps": 15705, "total_steps": 45204, "loss": 0.5558, "learning_rate": 1.4611834351053258e-05, "epoch": 0.3474186019931497, "percentage": 34.74, "elapsed_time": "9:39:16", "remaining_time": "18:08:03"} +{"current_steps": 15710, "total_steps": 45204, "loss": 0.244, "learning_rate": 1.4608750772198477e-05, "epoch": 0.34752920963466294, "percentage": 34.75, "elapsed_time": "9:39:25", "remaining_time": "18:07:49"} +{"current_steps": 15715, "total_steps": 45204, "loss": 0.4333, "learning_rate": 1.4605666636838477e-05, "epoch": 0.3476398172761762, "percentage": 34.76, "elapsed_time": "9:39:37", "remaining_time": "18:07:39"} +{"current_steps": 15720, "total_steps": 45204, "loss": 0.3037, "learning_rate": 1.4602581945345669e-05, "epoch": 0.3477504249176895, "percentage": 34.78, "elapsed_time": "9:39:48", "remaining_time": "18:07:28"} +{"current_steps": 15725, "total_steps": 45204, "loss": 0.4748, "learning_rate": 1.4599496698092526e-05, "epoch": 0.34786103255920275, "percentage": 34.79, "elapsed_time": "9:40:02", "remaining_time": "18:07:22"} +{"current_steps": 15730, "total_steps": 45204, "loss": 0.4936, "learning_rate": 1.4596410895451594e-05, "epoch": 0.347971640200716, "percentage": 34.8, "elapsed_time": "9:40:15", "remaining_time": "18:07:14"} +{"current_steps": 15735, "total_steps": 45204, "loss": 0.4271, "learning_rate": 1.459332453779548e-05, "epoch": 0.34808224784222924, "percentage": 34.81, "elapsed_time": "9:40:27", "remaining_time": "18:07:05"} +{"current_steps": 15740, "total_steps": 45204, "loss": 0.2059, "learning_rate": 1.459023762549686e-05, "epoch": 0.3481928554837425, "percentage": 34.82, "elapsed_time": "9:40:35", "remaining_time": "18:06:49"} +{"current_steps": 15745, "total_steps": 45204, "loss": 0.3571, "learning_rate": 1.4587150158928478e-05, "epoch": 0.3483034631252558, "percentage": 34.83, "elapsed_time": "9:40:46", "remaining_time": "18:06:37"} +{"current_steps": 15750, "total_steps": 45204, "loss": 0.3019, "learning_rate": 1.4584062138463147e-05, "epoch": 0.34841407076676906, "percentage": 34.84, "elapsed_time": "9:40:55", "remaining_time": "18:06:22"} +{"current_steps": 15755, "total_steps": 45204, "loss": 0.2509, "learning_rate": 1.4580973564473743e-05, "epoch": 0.3485246784082823, "percentage": 34.85, "elapsed_time": "9:41:03", "remaining_time": "18:06:05"} +{"current_steps": 15760, "total_steps": 45204, "loss": 0.3088, "learning_rate": 1.4577884437333212e-05, "epoch": 0.34863528604979555, "percentage": 34.86, "elapsed_time": "9:41:13", "remaining_time": "18:05:52"} +{"current_steps": 15765, "total_steps": 45204, "loss": 0.4527, "learning_rate": 1.4574794757414561e-05, "epoch": 0.3487458936913088, "percentage": 34.88, "elapsed_time": "9:41:25", "remaining_time": "18:05:44"} +{"current_steps": 15770, "total_steps": 45204, "loss": 0.4735, "learning_rate": 1.4571704525090873e-05, "epoch": 0.3488565013328221, "percentage": 34.89, "elapsed_time": "9:41:37", "remaining_time": "18:05:34"} +{"current_steps": 15775, "total_steps": 45204, "loss": 0.3717, "learning_rate": 1.4568613740735286e-05, "epoch": 0.34896710897433536, "percentage": 34.9, "elapsed_time": "9:41:49", "remaining_time": "18:05:24"} +{"current_steps": 15780, "total_steps": 45204, "loss": 0.3108, "learning_rate": 1.4565522404721019e-05, "epoch": 0.3490777166158486, "percentage": 34.91, "elapsed_time": "9:41:59", "remaining_time": "18:05:12"} +{"current_steps": 15785, "total_steps": 45204, "loss": 0.3693, "learning_rate": 1.4562430517421347e-05, "epoch": 0.34918832425736185, "percentage": 34.92, "elapsed_time": "9:42:09", "remaining_time": "18:04:59"} +{"current_steps": 15790, "total_steps": 45204, "loss": 0.3626, "learning_rate": 1.455933807920961e-05, "epoch": 0.3492989318988751, "percentage": 34.93, "elapsed_time": "9:42:18", "remaining_time": "18:04:44"} +{"current_steps": 15795, "total_steps": 45204, "loss": 0.293, "learning_rate": 1.4556245090459225e-05, "epoch": 0.3494095395403884, "percentage": 34.94, "elapsed_time": "9:42:26", "remaining_time": "18:04:27"} +{"current_steps": 15800, "total_steps": 45204, "loss": 0.4028, "learning_rate": 1.4553151551543665e-05, "epoch": 0.34952014718190166, "percentage": 34.95, "elapsed_time": "9:42:37", "remaining_time": "18:04:15"} +{"current_steps": 15805, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.4550057462836477e-05, "epoch": 0.3496307548234149, "percentage": 34.96, "elapsed_time": "9:42:48", "remaining_time": "18:04:05"} +{"current_steps": 15810, "total_steps": 45204, "loss": 0.323, "learning_rate": 1.4546962824711272e-05, "epoch": 0.34974136246492815, "percentage": 34.97, "elapsed_time": "9:43:00", "remaining_time": "18:03:56"} +{"current_steps": 15815, "total_steps": 45204, "loss": 0.3331, "learning_rate": 1.4543867637541722e-05, "epoch": 0.3498519701064414, "percentage": 34.99, "elapsed_time": "9:43:09", "remaining_time": "18:03:41"} +{"current_steps": 15820, "total_steps": 45204, "loss": 0.5089, "learning_rate": 1.4540771901701574e-05, "epoch": 0.3499625777479547, "percentage": 35.0, "elapsed_time": "9:43:22", "remaining_time": "18:03:34"} +{"current_steps": 15825, "total_steps": 45204, "loss": 0.4285, "learning_rate": 1.4537675617564635e-05, "epoch": 0.35007318538946797, "percentage": 35.01, "elapsed_time": "9:43:34", "remaining_time": "18:03:24"} +{"current_steps": 15830, "total_steps": 45204, "loss": 0.451, "learning_rate": 1.453457878550478e-05, "epoch": 0.3501837930309812, "percentage": 35.02, "elapsed_time": "9:43:44", "remaining_time": "18:03:10"} +{"current_steps": 15835, "total_steps": 45204, "loss": 0.4621, "learning_rate": 1.4531481405895953e-05, "epoch": 0.35029440067249445, "percentage": 35.03, "elapsed_time": "9:43:53", "remaining_time": "18:02:56"} +{"current_steps": 15840, "total_steps": 45204, "loss": 0.268, "learning_rate": 1.4528383479112162e-05, "epoch": 0.3504050083140077, "percentage": 35.04, "elapsed_time": "9:44:04", "remaining_time": "18:02:45"} +{"current_steps": 15845, "total_steps": 45204, "loss": 0.523, "learning_rate": 1.4525285005527476e-05, "epoch": 0.350515615955521, "percentage": 35.05, "elapsed_time": "9:44:16", "remaining_time": "18:02:35"} +{"current_steps": 15850, "total_steps": 45204, "loss": 0.2013, "learning_rate": 1.4522185985516038e-05, "epoch": 0.3506262235970342, "percentage": 35.06, "elapsed_time": "9:44:25", "remaining_time": "18:02:20"} +{"current_steps": 15855, "total_steps": 45204, "loss": 0.433, "learning_rate": 1.4519086419452053e-05, "epoch": 0.3507368312385475, "percentage": 35.07, "elapsed_time": "9:44:34", "remaining_time": "18:02:05"} +{"current_steps": 15860, "total_steps": 45204, "loss": 0.5478, "learning_rate": 1.4515986307709795e-05, "epoch": 0.35084743888006076, "percentage": 35.09, "elapsed_time": "9:44:46", "remaining_time": "18:01:56"} +{"current_steps": 15865, "total_steps": 45204, "loss": 0.4559, "learning_rate": 1.45128856506636e-05, "epoch": 0.35095804652157403, "percentage": 35.1, "elapsed_time": "9:44:56", "remaining_time": "18:01:44"} +{"current_steps": 15870, "total_steps": 45204, "loss": 0.3405, "learning_rate": 1.4509784448687868e-05, "epoch": 0.3510686541630873, "percentage": 35.11, "elapsed_time": "9:45:08", "remaining_time": "18:01:34"} +{"current_steps": 15875, "total_steps": 45204, "loss": 0.4588, "learning_rate": 1.4506682702157071e-05, "epoch": 0.3511792618046005, "percentage": 35.12, "elapsed_time": "9:45:20", "remaining_time": "18:01:25"} +{"current_steps": 15880, "total_steps": 45204, "loss": 0.4345, "learning_rate": 1.4503580411445744e-05, "epoch": 0.3512898694461138, "percentage": 35.13, "elapsed_time": "9:45:31", "remaining_time": "18:01:12"} +{"current_steps": 15885, "total_steps": 45204, "loss": 0.4602, "learning_rate": 1.4500477576928487e-05, "epoch": 0.35140047708762706, "percentage": 35.14, "elapsed_time": "9:45:41", "remaining_time": "18:01:01"} +{"current_steps": 15890, "total_steps": 45204, "loss": 0.3665, "learning_rate": 1.4497374198979967e-05, "epoch": 0.35151108472914033, "percentage": 35.15, "elapsed_time": "9:45:54", "remaining_time": "18:00:53"} +{"current_steps": 15895, "total_steps": 45204, "loss": 0.3798, "learning_rate": 1.4494270277974918e-05, "epoch": 0.3516216923706536, "percentage": 35.16, "elapsed_time": "9:46:06", "remaining_time": "18:00:43"} +{"current_steps": 15900, "total_steps": 45204, "loss": 0.3107, "learning_rate": 1.4491165814288134e-05, "epoch": 0.3517323000121668, "percentage": 35.17, "elapsed_time": "9:46:16", "remaining_time": "18:00:30"} +{"current_steps": 15905, "total_steps": 45204, "loss": 0.3753, "learning_rate": 1.448806080829448e-05, "epoch": 0.3518429076536801, "percentage": 35.18, "elapsed_time": "9:46:26", "remaining_time": "18:00:18"} +{"current_steps": 15910, "total_steps": 45204, "loss": 0.4701, "learning_rate": 1.4484955260368883e-05, "epoch": 0.35195351529519336, "percentage": 35.2, "elapsed_time": "9:46:37", "remaining_time": "18:00:06"} +{"current_steps": 15915, "total_steps": 45204, "loss": 0.4953, "learning_rate": 1.4481849170886337e-05, "epoch": 0.35206412293670664, "percentage": 35.21, "elapsed_time": "9:46:51", "remaining_time": "18:00:01"} +{"current_steps": 15920, "total_steps": 45204, "loss": 0.2277, "learning_rate": 1.4478742540221904e-05, "epoch": 0.3521747305782199, "percentage": 35.22, "elapsed_time": "9:47:02", "remaining_time": "17:59:50"} +{"current_steps": 15925, "total_steps": 45204, "loss": 0.4532, "learning_rate": 1.4475635368750704e-05, "epoch": 0.3522853382197331, "percentage": 35.23, "elapsed_time": "9:47:15", "remaining_time": "17:59:41"} +{"current_steps": 15930, "total_steps": 45204, "loss": 0.3507, "learning_rate": 1.4472527656847933e-05, "epoch": 0.3523959458612464, "percentage": 35.24, "elapsed_time": "9:47:27", "remaining_time": "17:59:33"} +{"current_steps": 15935, "total_steps": 45204, "loss": 0.3385, "learning_rate": 1.446941940488884e-05, "epoch": 0.35250655350275967, "percentage": 35.25, "elapsed_time": "9:47:41", "remaining_time": "17:59:26"} +{"current_steps": 15940, "total_steps": 45204, "loss": 0.3443, "learning_rate": 1.446631061324875e-05, "epoch": 0.35261716114427294, "percentage": 35.26, "elapsed_time": "9:47:51", "remaining_time": "17:59:14"} +{"current_steps": 15945, "total_steps": 45204, "loss": 0.2778, "learning_rate": 1.4463201282303047e-05, "epoch": 0.35272776878578616, "percentage": 35.27, "elapsed_time": "9:48:01", "remaining_time": "17:59:00"} +{"current_steps": 15950, "total_steps": 45204, "loss": 0.5332, "learning_rate": 1.4460091412427182e-05, "epoch": 0.3528383764272994, "percentage": 35.28, "elapsed_time": "9:48:13", "remaining_time": "17:58:51"} +{"current_steps": 15955, "total_steps": 45204, "loss": 0.2697, "learning_rate": 1.4456981003996671e-05, "epoch": 0.3529489840688127, "percentage": 35.3, "elapsed_time": "9:48:22", "remaining_time": "17:58:37"} +{"current_steps": 15960, "total_steps": 45204, "loss": 0.3426, "learning_rate": 1.4453870057387092e-05, "epoch": 0.35305959171032597, "percentage": 35.31, "elapsed_time": "9:48:34", "remaining_time": "17:58:28"} +{"current_steps": 15965, "total_steps": 45204, "loss": 0.4677, "learning_rate": 1.4450758572974095e-05, "epoch": 0.35317019935183924, "percentage": 35.32, "elapsed_time": "9:48:44", "remaining_time": "17:58:14"} +{"current_steps": 15970, "total_steps": 45204, "loss": 0.3367, "learning_rate": 1.444764655113339e-05, "epoch": 0.35328080699335246, "percentage": 35.33, "elapsed_time": "9:48:58", "remaining_time": "17:58:08"} +{"current_steps": 15975, "total_steps": 45204, "loss": 0.3364, "learning_rate": 1.444453399224075e-05, "epoch": 0.35339141463486573, "percentage": 35.34, "elapsed_time": "9:49:09", "remaining_time": "17:57:57"} +{"current_steps": 15980, "total_steps": 45204, "loss": 0.3148, "learning_rate": 1.4441420896672019e-05, "epoch": 0.353502022276379, "percentage": 35.35, "elapsed_time": "9:49:20", "remaining_time": "17:57:46"} +{"current_steps": 15985, "total_steps": 45204, "loss": 0.3366, "learning_rate": 1.4438307264803097e-05, "epoch": 0.3536126299178923, "percentage": 35.36, "elapsed_time": "9:49:30", "remaining_time": "17:57:33"} +{"current_steps": 15990, "total_steps": 45204, "loss": 0.3321, "learning_rate": 1.4435193097009961e-05, "epoch": 0.35372323755940555, "percentage": 35.37, "elapsed_time": "9:49:40", "remaining_time": "17:57:20"} +{"current_steps": 15995, "total_steps": 45204, "loss": 0.3387, "learning_rate": 1.4432078393668642e-05, "epoch": 0.35383384520091876, "percentage": 35.38, "elapsed_time": "9:49:51", "remaining_time": "17:57:10"} +{"current_steps": 16000, "total_steps": 45204, "loss": 0.3097, "learning_rate": 1.4428963155155237e-05, "epoch": 0.35394445284243203, "percentage": 35.4, "elapsed_time": "9:50:01", "remaining_time": "17:56:56"} +{"current_steps": 16005, "total_steps": 45204, "loss": 0.4137, "learning_rate": 1.4425847381845917e-05, "epoch": 0.3540550604839453, "percentage": 35.41, "elapsed_time": "9:50:15", "remaining_time": "17:56:50"} +{"current_steps": 16010, "total_steps": 45204, "loss": 0.2352, "learning_rate": 1.4422731074116904e-05, "epoch": 0.3541656681254586, "percentage": 35.42, "elapsed_time": "9:50:24", "remaining_time": "17:56:35"} +{"current_steps": 16015, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.4419614232344495e-05, "epoch": 0.3542762757669718, "percentage": 35.43, "elapsed_time": "9:50:34", "remaining_time": "17:56:22"} +{"current_steps": 16020, "total_steps": 45204, "loss": 0.3229, "learning_rate": 1.4416496856905047e-05, "epoch": 0.35438688340848506, "percentage": 35.44, "elapsed_time": "9:50:45", "remaining_time": "17:56:12"} +{"current_steps": 16025, "total_steps": 45204, "loss": 0.3313, "learning_rate": 1.4413378948174981e-05, "epoch": 0.35449749104999834, "percentage": 35.45, "elapsed_time": "9:50:56", "remaining_time": "17:56:00"} +{"current_steps": 16030, "total_steps": 45204, "loss": 0.4026, "learning_rate": 1.4410260506530785e-05, "epoch": 0.3546080986915116, "percentage": 35.46, "elapsed_time": "9:51:08", "remaining_time": "17:55:51"} +{"current_steps": 16035, "total_steps": 45204, "loss": 0.4201, "learning_rate": 1.4407141532349005e-05, "epoch": 0.3547187063330249, "percentage": 35.47, "elapsed_time": "9:51:19", "remaining_time": "17:55:40"} +{"current_steps": 16040, "total_steps": 45204, "loss": 0.194, "learning_rate": 1.4404022026006264e-05, "epoch": 0.3548293139745381, "percentage": 35.48, "elapsed_time": "9:51:28", "remaining_time": "17:55:26"} +{"current_steps": 16045, "total_steps": 45204, "loss": 0.1664, "learning_rate": 1.4400901987879236e-05, "epoch": 0.35493992161605137, "percentage": 35.49, "elapsed_time": "9:51:37", "remaining_time": "17:55:10"} +{"current_steps": 16050, "total_steps": 45204, "loss": 0.3015, "learning_rate": 1.4397781418344666e-05, "epoch": 0.35505052925756464, "percentage": 35.51, "elapsed_time": "9:51:47", "remaining_time": "17:54:57"} +{"current_steps": 16055, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.4394660317779364e-05, "epoch": 0.3551611368990779, "percentage": 35.52, "elapsed_time": "9:51:58", "remaining_time": "17:54:45"} +{"current_steps": 16060, "total_steps": 45204, "loss": 0.203, "learning_rate": 1.4391538686560197e-05, "epoch": 0.3552717445405912, "percentage": 35.53, "elapsed_time": "9:52:08", "remaining_time": "17:54:34"} +{"current_steps": 16065, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.4388416525064104e-05, "epoch": 0.3553823521821044, "percentage": 35.54, "elapsed_time": "9:52:19", "remaining_time": "17:54:22"} +{"current_steps": 16070, "total_steps": 45204, "loss": 0.3965, "learning_rate": 1.4385293833668085e-05, "epoch": 0.35549295982361767, "percentage": 35.55, "elapsed_time": "9:52:31", "remaining_time": "17:54:12"} +{"current_steps": 16075, "total_steps": 45204, "loss": 0.3652, "learning_rate": 1.4382170612749206e-05, "epoch": 0.35560356746513094, "percentage": 35.56, "elapsed_time": "9:52:41", "remaining_time": "17:53:59"} +{"current_steps": 16080, "total_steps": 45204, "loss": 0.323, "learning_rate": 1.4379046862684596e-05, "epoch": 0.3557141751066442, "percentage": 35.57, "elapsed_time": "9:52:50", "remaining_time": "17:53:44"} +{"current_steps": 16085, "total_steps": 45204, "loss": 0.3589, "learning_rate": 1.4375922583851436e-05, "epoch": 0.3558247827481575, "percentage": 35.58, "elapsed_time": "9:53:00", "remaining_time": "17:53:31"} +{"current_steps": 16090, "total_steps": 45204, "loss": 0.3726, "learning_rate": 1.4372797776626992e-05, "epoch": 0.3559353903896707, "percentage": 35.59, "elapsed_time": "9:53:11", "remaining_time": "17:53:20"} +{"current_steps": 16095, "total_steps": 45204, "loss": 0.353, "learning_rate": 1.4369672441388583e-05, "epoch": 0.356045998031184, "percentage": 35.61, "elapsed_time": "9:53:20", "remaining_time": "17:53:06"} +{"current_steps": 16100, "total_steps": 45204, "loss": 0.312, "learning_rate": 1.4366546578513589e-05, "epoch": 0.35615660567269725, "percentage": 35.62, "elapsed_time": "9:53:31", "remaining_time": "17:52:54"} +{"current_steps": 16105, "total_steps": 45204, "loss": 0.5647, "learning_rate": 1.4363420188379458e-05, "epoch": 0.3562672133142105, "percentage": 35.63, "elapsed_time": "9:53:44", "remaining_time": "17:52:47"} +{"current_steps": 16110, "total_steps": 45204, "loss": 0.2131, "learning_rate": 1.4360293271363701e-05, "epoch": 0.35637782095572373, "percentage": 35.64, "elapsed_time": "9:53:54", "remaining_time": "17:52:34"} +{"current_steps": 16115, "total_steps": 45204, "loss": 0.3916, "learning_rate": 1.4357165827843891e-05, "epoch": 0.356488428597237, "percentage": 35.65, "elapsed_time": "9:54:05", "remaining_time": "17:52:23"} +{"current_steps": 16120, "total_steps": 45204, "loss": 0.3033, "learning_rate": 1.4354037858197666e-05, "epoch": 0.3565990362387503, "percentage": 35.66, "elapsed_time": "9:54:14", "remaining_time": "17:52:08"} +{"current_steps": 16125, "total_steps": 45204, "loss": 0.3928, "learning_rate": 1.4350909362802732e-05, "epoch": 0.35670964388026355, "percentage": 35.67, "elapsed_time": "9:54:26", "remaining_time": "17:51:59"} +{"current_steps": 16130, "total_steps": 45204, "loss": 0.202, "learning_rate": 1.4347780342036846e-05, "epoch": 0.3568202515217768, "percentage": 35.68, "elapsed_time": "9:54:37", "remaining_time": "17:51:48"} +{"current_steps": 16135, "total_steps": 45204, "loss": 0.2127, "learning_rate": 1.4344650796277844e-05, "epoch": 0.35693085916329004, "percentage": 35.69, "elapsed_time": "9:54:46", "remaining_time": "17:51:33"} +{"current_steps": 16140, "total_steps": 45204, "loss": 0.3816, "learning_rate": 1.434152072590361e-05, "epoch": 0.3570414668048033, "percentage": 35.7, "elapsed_time": "9:54:59", "remaining_time": "17:51:25"} +{"current_steps": 16145, "total_steps": 45204, "loss": 0.435, "learning_rate": 1.4338390131292107e-05, "epoch": 0.3571520744463166, "percentage": 35.72, "elapsed_time": "9:55:14", "remaining_time": "17:51:21"} +{"current_steps": 16150, "total_steps": 45204, "loss": 0.3661, "learning_rate": 1.4335259012821347e-05, "epoch": 0.35726268208782985, "percentage": 35.73, "elapsed_time": "9:55:25", "remaining_time": "17:51:09"} +{"current_steps": 16155, "total_steps": 45204, "loss": 0.4086, "learning_rate": 1.4332127370869414e-05, "epoch": 0.3573732897293431, "percentage": 35.74, "elapsed_time": "9:55:36", "remaining_time": "17:51:00"} +{"current_steps": 16160, "total_steps": 45204, "loss": 0.4229, "learning_rate": 1.4328995205814452e-05, "epoch": 0.35748389737085634, "percentage": 35.75, "elapsed_time": "9:55:47", "remaining_time": "17:50:48"} +{"current_steps": 16165, "total_steps": 45204, "loss": 0.3152, "learning_rate": 1.4325862518034672e-05, "epoch": 0.3575945050123696, "percentage": 35.76, "elapsed_time": "9:55:58", "remaining_time": "17:50:37"} +{"current_steps": 16170, "total_steps": 45204, "loss": 0.433, "learning_rate": 1.432272930790834e-05, "epoch": 0.3577051126538829, "percentage": 35.77, "elapsed_time": "9:56:11", "remaining_time": "17:50:29"} +{"current_steps": 16175, "total_steps": 45204, "loss": 0.4286, "learning_rate": 1.4319595575813794e-05, "epoch": 0.35781572029539616, "percentage": 35.78, "elapsed_time": "9:56:20", "remaining_time": "17:50:14"} +{"current_steps": 16180, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.4316461322129431e-05, "epoch": 0.3579263279369094, "percentage": 35.79, "elapsed_time": "9:56:30", "remaining_time": "17:50:01"} +{"current_steps": 16185, "total_steps": 45204, "loss": 0.4318, "learning_rate": 1.431332654723371e-05, "epoch": 0.35803693557842264, "percentage": 35.8, "elapsed_time": "9:56:41", "remaining_time": "17:49:51"} +{"current_steps": 16190, "total_steps": 45204, "loss": 0.3989, "learning_rate": 1.4310191251505152e-05, "epoch": 0.3581475432199359, "percentage": 35.82, "elapsed_time": "9:56:52", "remaining_time": "17:49:39"} +{"current_steps": 16195, "total_steps": 45204, "loss": 0.5416, "learning_rate": 1.4307055435322349e-05, "epoch": 0.3582581508614492, "percentage": 35.83, "elapsed_time": "9:57:04", "remaining_time": "17:49:29"} +{"current_steps": 16200, "total_steps": 45204, "loss": 0.2931, "learning_rate": 1.4303919099063943e-05, "epoch": 0.35836875850296246, "percentage": 35.84, "elapsed_time": "9:57:14", "remaining_time": "17:49:17"} +{"current_steps": 16205, "total_steps": 45204, "loss": 0.4661, "learning_rate": 1.4300782243108649e-05, "epoch": 0.3584793661444757, "percentage": 35.85, "elapsed_time": "9:57:25", "remaining_time": "17:49:05"} +{"current_steps": 16210, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.4297644867835243e-05, "epoch": 0.35858997378598895, "percentage": 35.86, "elapsed_time": "9:57:37", "remaining_time": "17:48:56"} +{"current_steps": 16215, "total_steps": 45204, "loss": 0.4637, "learning_rate": 1.4294506973622556e-05, "epoch": 0.3587005814275022, "percentage": 35.87, "elapsed_time": "9:57:48", "remaining_time": "17:48:46"} +{"current_steps": 16220, "total_steps": 45204, "loss": 0.4937, "learning_rate": 1.4291368560849497e-05, "epoch": 0.3588111890690155, "percentage": 35.88, "elapsed_time": "9:58:01", "remaining_time": "17:48:38"} +{"current_steps": 16225, "total_steps": 45204, "loss": 0.3328, "learning_rate": 1.428822962989502e-05, "epoch": 0.35892179671052876, "percentage": 35.89, "elapsed_time": "9:58:12", "remaining_time": "17:48:26"} +{"current_steps": 16230, "total_steps": 45204, "loss": 0.4827, "learning_rate": 1.4285090181138154e-05, "epoch": 0.359032404352042, "percentage": 35.9, "elapsed_time": "9:58:23", "remaining_time": "17:48:15"} +{"current_steps": 16235, "total_steps": 45204, "loss": 0.2693, "learning_rate": 1.4281950214957986e-05, "epoch": 0.35914301199355525, "percentage": 35.91, "elapsed_time": "9:58:33", "remaining_time": "17:48:03"} +{"current_steps": 16240, "total_steps": 45204, "loss": 0.4677, "learning_rate": 1.4278809731733666e-05, "epoch": 0.3592536196350685, "percentage": 35.93, "elapsed_time": "9:58:48", "remaining_time": "17:47:58"} +{"current_steps": 16245, "total_steps": 45204, "loss": 0.4513, "learning_rate": 1.4275668731844407e-05, "epoch": 0.3593642272765818, "percentage": 35.94, "elapsed_time": "9:59:01", "remaining_time": "17:47:50"} +{"current_steps": 16250, "total_steps": 45204, "loss": 0.3314, "learning_rate": 1.427252721566948e-05, "epoch": 0.35947483491809507, "percentage": 35.95, "elapsed_time": "9:59:12", "remaining_time": "17:47:39"} +{"current_steps": 16255, "total_steps": 45204, "loss": 0.2568, "learning_rate": 1.4269385183588227e-05, "epoch": 0.3595854425596083, "percentage": 35.96, "elapsed_time": "9:59:21", "remaining_time": "17:47:25"} +{"current_steps": 16260, "total_steps": 45204, "loss": 0.374, "learning_rate": 1.4266242635980044e-05, "epoch": 0.35969605020112155, "percentage": 35.97, "elapsed_time": "9:59:31", "remaining_time": "17:47:11"} +{"current_steps": 16265, "total_steps": 45204, "loss": 0.3101, "learning_rate": 1.4263099573224395e-05, "epoch": 0.3598066578426348, "percentage": 35.98, "elapsed_time": "9:59:42", "remaining_time": "17:47:00"} +{"current_steps": 16270, "total_steps": 45204, "loss": 0.4382, "learning_rate": 1.4259955995700803e-05, "epoch": 0.3599172654841481, "percentage": 35.99, "elapsed_time": "9:59:54", "remaining_time": "17:46:50"} +{"current_steps": 16275, "total_steps": 45204, "loss": 0.4307, "learning_rate": 1.4256811903788851e-05, "epoch": 0.36002787312566137, "percentage": 36.0, "elapsed_time": "10:00:06", "remaining_time": "17:46:41"} +{"current_steps": 16280, "total_steps": 45204, "loss": 0.417, "learning_rate": 1.4253667297868193e-05, "epoch": 0.3601384807671746, "percentage": 36.01, "elapsed_time": "10:00:16", "remaining_time": "17:46:28"} +{"current_steps": 16285, "total_steps": 45204, "loss": 0.3772, "learning_rate": 1.4250522178318533e-05, "epoch": 0.36024908840868786, "percentage": 36.03, "elapsed_time": "10:00:25", "remaining_time": "17:46:13"} +{"current_steps": 16290, "total_steps": 45204, "loss": 0.3341, "learning_rate": 1.4247376545519648e-05, "epoch": 0.36035969605020113, "percentage": 36.04, "elapsed_time": "10:00:36", "remaining_time": "17:46:03"} +{"current_steps": 16295, "total_steps": 45204, "loss": 0.3945, "learning_rate": 1.4244230399851373e-05, "epoch": 0.3604703036917144, "percentage": 36.05, "elapsed_time": "10:00:46", "remaining_time": "17:45:50"} +{"current_steps": 16300, "total_steps": 45204, "loss": 0.3983, "learning_rate": 1.4241083741693596e-05, "epoch": 0.3605809113332276, "percentage": 36.06, "elapsed_time": "10:00:58", "remaining_time": "17:45:40"} +{"current_steps": 16305, "total_steps": 45204, "loss": 0.2874, "learning_rate": 1.4237936571426283e-05, "epoch": 0.3606915189747409, "percentage": 36.07, "elapsed_time": "10:01:07", "remaining_time": "17:45:26"} +{"current_steps": 16310, "total_steps": 45204, "loss": 0.3151, "learning_rate": 1.4234788889429452e-05, "epoch": 0.36080212661625416, "percentage": 36.08, "elapsed_time": "10:01:19", "remaining_time": "17:45:15"} +{"current_steps": 16315, "total_steps": 45204, "loss": 0.3993, "learning_rate": 1.4231640696083184e-05, "epoch": 0.36091273425776743, "percentage": 36.09, "elapsed_time": "10:01:31", "remaining_time": "17:45:06"} +{"current_steps": 16320, "total_steps": 45204, "loss": 0.2901, "learning_rate": 1.4228491991767622e-05, "epoch": 0.3610233418992807, "percentage": 36.1, "elapsed_time": "10:01:39", "remaining_time": "17:44:50"} +{"current_steps": 16325, "total_steps": 45204, "loss": 0.3687, "learning_rate": 1.422534277686297e-05, "epoch": 0.3611339495407939, "percentage": 36.11, "elapsed_time": "10:01:49", "remaining_time": "17:44:37"} +{"current_steps": 16330, "total_steps": 45204, "loss": 0.2736, "learning_rate": 1.4222193051749498e-05, "epoch": 0.3612445571823072, "percentage": 36.13, "elapsed_time": "10:01:59", "remaining_time": "17:44:25"} +{"current_steps": 16335, "total_steps": 45204, "loss": 0.3514, "learning_rate": 1.421904281680753e-05, "epoch": 0.36135516482382046, "percentage": 36.14, "elapsed_time": "10:02:09", "remaining_time": "17:44:11"} +{"current_steps": 16340, "total_steps": 45204, "loss": 0.316, "learning_rate": 1.4215892072417462e-05, "epoch": 0.36146577246533373, "percentage": 36.15, "elapsed_time": "10:02:19", "remaining_time": "17:43:59"} +{"current_steps": 16345, "total_steps": 45204, "loss": 0.3278, "learning_rate": 1.421274081895974e-05, "epoch": 0.361576380106847, "percentage": 36.16, "elapsed_time": "10:02:32", "remaining_time": "17:43:51"} +{"current_steps": 16350, "total_steps": 45204, "loss": 0.2351, "learning_rate": 1.4209589056814879e-05, "epoch": 0.3616869877483602, "percentage": 36.17, "elapsed_time": "10:02:41", "remaining_time": "17:43:36"} +{"current_steps": 16355, "total_steps": 45204, "loss": 0.4033, "learning_rate": 1.4206436786363452e-05, "epoch": 0.3617975953898735, "percentage": 36.18, "elapsed_time": "10:02:53", "remaining_time": "17:43:27"} +{"current_steps": 16360, "total_steps": 45204, "loss": 0.3799, "learning_rate": 1.4203284007986096e-05, "epoch": 0.36190820303138677, "percentage": 36.19, "elapsed_time": "10:03:04", "remaining_time": "17:43:15"} +{"current_steps": 16365, "total_steps": 45204, "loss": 0.3944, "learning_rate": 1.4200130722063506e-05, "epoch": 0.36201881067290004, "percentage": 36.2, "elapsed_time": "10:03:16", "remaining_time": "17:43:06"} +{"current_steps": 16370, "total_steps": 45204, "loss": 0.42, "learning_rate": 1.4196976928976442e-05, "epoch": 0.3621294183144133, "percentage": 36.21, "elapsed_time": "10:03:27", "remaining_time": "17:42:55"} +{"current_steps": 16375, "total_steps": 45204, "loss": 0.3164, "learning_rate": 1.4193822629105727e-05, "epoch": 0.3622400259559265, "percentage": 36.22, "elapsed_time": "10:03:36", "remaining_time": "17:42:41"} +{"current_steps": 16380, "total_steps": 45204, "loss": 0.4775, "learning_rate": 1.4190667822832234e-05, "epoch": 0.3623506335974398, "percentage": 36.24, "elapsed_time": "10:03:47", "remaining_time": "17:42:30"} +{"current_steps": 16385, "total_steps": 45204, "loss": 0.5376, "learning_rate": 1.4187512510536912e-05, "epoch": 0.36246124123895307, "percentage": 36.25, "elapsed_time": "10:04:03", "remaining_time": "17:42:26"} +{"current_steps": 16390, "total_steps": 45204, "loss": 0.4973, "learning_rate": 1.4184356692600757e-05, "epoch": 0.36257184888046634, "percentage": 36.26, "elapsed_time": "10:04:15", "remaining_time": "17:42:18"} +{"current_steps": 16395, "total_steps": 45204, "loss": 0.5552, "learning_rate": 1.4181200369404842e-05, "epoch": 0.36268245652197956, "percentage": 36.27, "elapsed_time": "10:04:28", "remaining_time": "17:42:10"} +{"current_steps": 16400, "total_steps": 45204, "loss": 0.2556, "learning_rate": 1.4178043541330284e-05, "epoch": 0.36279306416349283, "percentage": 36.28, "elapsed_time": "10:04:37", "remaining_time": "17:41:56"} +{"current_steps": 16405, "total_steps": 45204, "loss": 0.4281, "learning_rate": 1.4174886208758272e-05, "epoch": 0.3629036718050061, "percentage": 36.29, "elapsed_time": "10:04:48", "remaining_time": "17:41:44"} +{"current_steps": 16410, "total_steps": 45204, "loss": 0.4578, "learning_rate": 1.4171728372070056e-05, "epoch": 0.3630142794465194, "percentage": 36.3, "elapsed_time": "10:05:01", "remaining_time": "17:41:37"} +{"current_steps": 16415, "total_steps": 45204, "loss": 0.3901, "learning_rate": 1.4168570031646936e-05, "epoch": 0.36312488708803264, "percentage": 36.31, "elapsed_time": "10:05:11", "remaining_time": "17:41:24"} +{"current_steps": 16420, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.4165411187870288e-05, "epoch": 0.36323549472954586, "percentage": 36.32, "elapsed_time": "10:05:21", "remaining_time": "17:41:10"} +{"current_steps": 16425, "total_steps": 45204, "loss": 0.2659, "learning_rate": 1.4162251841121539e-05, "epoch": 0.36334610237105913, "percentage": 36.34, "elapsed_time": "10:05:30", "remaining_time": "17:40:56"} +{"current_steps": 16430, "total_steps": 45204, "loss": 0.2594, "learning_rate": 1.4159091991782177e-05, "epoch": 0.3634567100125724, "percentage": 36.35, "elapsed_time": "10:05:40", "remaining_time": "17:40:43"} +{"current_steps": 16435, "total_steps": 45204, "loss": 0.478, "learning_rate": 1.4155931640233757e-05, "epoch": 0.3635673176540857, "percentage": 36.36, "elapsed_time": "10:05:51", "remaining_time": "17:40:32"} +{"current_steps": 16440, "total_steps": 45204, "loss": 0.3786, "learning_rate": 1.4152770786857888e-05, "epoch": 0.36367792529559895, "percentage": 36.37, "elapsed_time": "10:06:03", "remaining_time": "17:40:22"} +{"current_steps": 16445, "total_steps": 45204, "loss": 0.2174, "learning_rate": 1.414960943203624e-05, "epoch": 0.36378853293711216, "percentage": 36.38, "elapsed_time": "10:06:13", "remaining_time": "17:40:10"} +{"current_steps": 16450, "total_steps": 45204, "loss": 0.323, "learning_rate": 1.4146447576150551e-05, "epoch": 0.36389914057862544, "percentage": 36.39, "elapsed_time": "10:06:24", "remaining_time": "17:39:58"} +{"current_steps": 16455, "total_steps": 45204, "loss": 0.2529, "learning_rate": 1.4143285219582608e-05, "epoch": 0.3640097482201387, "percentage": 36.4, "elapsed_time": "10:06:33", "remaining_time": "17:39:44"} +{"current_steps": 16460, "total_steps": 45204, "loss": 0.3119, "learning_rate": 1.414012236271427e-05, "epoch": 0.364120355861652, "percentage": 36.41, "elapsed_time": "10:06:42", "remaining_time": "17:39:30"} +{"current_steps": 16465, "total_steps": 45204, "loss": 0.2336, "learning_rate": 1.4136959005927447e-05, "epoch": 0.3642309635031652, "percentage": 36.42, "elapsed_time": "10:06:55", "remaining_time": "17:39:21"} +{"current_steps": 16470, "total_steps": 45204, "loss": 0.5233, "learning_rate": 1.4133795149604114e-05, "epoch": 0.36434157114467847, "percentage": 36.43, "elapsed_time": "10:07:06", "remaining_time": "17:39:10"} +{"current_steps": 16475, "total_steps": 45204, "loss": 0.4712, "learning_rate": 1.4130630794126307e-05, "epoch": 0.36445217878619174, "percentage": 36.45, "elapsed_time": "10:07:19", "remaining_time": "17:39:02"} +{"current_steps": 16480, "total_steps": 45204, "loss": 0.3577, "learning_rate": 1.4127465939876121e-05, "epoch": 0.364562786427705, "percentage": 36.46, "elapsed_time": "10:07:31", "remaining_time": "17:38:53"} +{"current_steps": 16485, "total_steps": 45204, "loss": 0.2549, "learning_rate": 1.412430058723571e-05, "epoch": 0.3646733940692183, "percentage": 36.47, "elapsed_time": "10:07:44", "remaining_time": "17:38:45"} +{"current_steps": 16490, "total_steps": 45204, "loss": 0.3962, "learning_rate": 1.4121134736587294e-05, "epoch": 0.3647840017107315, "percentage": 36.48, "elapsed_time": "10:07:57", "remaining_time": "17:38:37"} +{"current_steps": 16495, "total_steps": 45204, "loss": 0.4499, "learning_rate": 1.411796838831314e-05, "epoch": 0.36489460935224477, "percentage": 36.49, "elapsed_time": "10:08:09", "remaining_time": "17:38:29"} +{"current_steps": 16500, "total_steps": 45204, "loss": 0.3181, "learning_rate": 1.4114801542795589e-05, "epoch": 0.36500521699375804, "percentage": 36.5, "elapsed_time": "10:08:22", "remaining_time": "17:38:21"} +{"current_steps": 16505, "total_steps": 45204, "loss": 0.3685, "learning_rate": 1.4111634200417037e-05, "epoch": 0.3651158246352713, "percentage": 36.51, "elapsed_time": "10:08:34", "remaining_time": "17:38:11"} +{"current_steps": 16510, "total_steps": 45204, "loss": 0.4782, "learning_rate": 1.4108466361559938e-05, "epoch": 0.3652264322767846, "percentage": 36.52, "elapsed_time": "10:08:47", "remaining_time": "17:38:03"} +{"current_steps": 16515, "total_steps": 45204, "loss": 0.3911, "learning_rate": 1.4105298026606806e-05, "epoch": 0.3653370399182978, "percentage": 36.53, "elapsed_time": "10:09:00", "remaining_time": "17:37:55"} +{"current_steps": 16520, "total_steps": 45204, "loss": 0.4545, "learning_rate": 1.410212919594022e-05, "epoch": 0.3654476475598111, "percentage": 36.55, "elapsed_time": "10:09:10", "remaining_time": "17:37:43"} +{"current_steps": 16525, "total_steps": 45204, "loss": 0.2376, "learning_rate": 1.4098959869942811e-05, "epoch": 0.36555825520132434, "percentage": 36.56, "elapsed_time": "10:09:19", "remaining_time": "17:37:28"} +{"current_steps": 16530, "total_steps": 45204, "loss": 0.4215, "learning_rate": 1.4095790048997277e-05, "epoch": 0.3656688628428376, "percentage": 36.57, "elapsed_time": "10:09:30", "remaining_time": "17:37:17"} +{"current_steps": 16535, "total_steps": 45204, "loss": 0.3148, "learning_rate": 1.4092619733486375e-05, "epoch": 0.3657794704843509, "percentage": 36.58, "elapsed_time": "10:09:39", "remaining_time": "17:37:02"} +{"current_steps": 16540, "total_steps": 45204, "loss": 0.4793, "learning_rate": 1.4089448923792917e-05, "epoch": 0.3658900781258641, "percentage": 36.59, "elapsed_time": "10:09:50", "remaining_time": "17:36:51"} +{"current_steps": 16545, "total_steps": 45204, "loss": 0.3303, "learning_rate": 1.4086277620299776e-05, "epoch": 0.3660006857673774, "percentage": 36.6, "elapsed_time": "10:10:01", "remaining_time": "17:36:39"} +{"current_steps": 16550, "total_steps": 45204, "loss": 0.2784, "learning_rate": 1.4083105823389889e-05, "epoch": 0.36611129340889065, "percentage": 36.61, "elapsed_time": "10:10:11", "remaining_time": "17:36:27"} +{"current_steps": 16555, "total_steps": 45204, "loss": 0.4387, "learning_rate": 1.4079933533446247e-05, "epoch": 0.3662219010504039, "percentage": 36.62, "elapsed_time": "10:10:22", "remaining_time": "17:36:16"} +{"current_steps": 16560, "total_steps": 45204, "loss": 0.4717, "learning_rate": 1.4076760750851901e-05, "epoch": 0.36633250869191714, "percentage": 36.63, "elapsed_time": "10:10:34", "remaining_time": "17:36:07"} +{"current_steps": 16565, "total_steps": 45204, "loss": 0.4091, "learning_rate": 1.407358747598997e-05, "epoch": 0.3664431163334304, "percentage": 36.64, "elapsed_time": "10:10:44", "remaining_time": "17:35:54"} +{"current_steps": 16570, "total_steps": 45204, "loss": 0.4015, "learning_rate": 1.407041370924362e-05, "epoch": 0.3665537239749437, "percentage": 36.66, "elapsed_time": "10:10:54", "remaining_time": "17:35:41"} +{"current_steps": 16575, "total_steps": 45204, "loss": 0.3365, "learning_rate": 1.4067239450996089e-05, "epoch": 0.36666433161645695, "percentage": 36.67, "elapsed_time": "10:11:05", "remaining_time": "17:35:30"} +{"current_steps": 16580, "total_steps": 45204, "loss": 0.2038, "learning_rate": 1.4064064701630658e-05, "epoch": 0.3667749392579702, "percentage": 36.68, "elapsed_time": "10:11:13", "remaining_time": "17:35:13"} +{"current_steps": 16585, "total_steps": 45204, "loss": 0.406, "learning_rate": 1.4060889461530685e-05, "epoch": 0.36688554689948344, "percentage": 36.69, "elapsed_time": "10:11:25", "remaining_time": "17:35:03"} +{"current_steps": 16590, "total_steps": 45204, "loss": 0.512, "learning_rate": 1.4057713731079576e-05, "epoch": 0.3669961545409967, "percentage": 36.7, "elapsed_time": "10:11:35", "remaining_time": "17:34:50"} +{"current_steps": 16595, "total_steps": 45204, "loss": 0.2532, "learning_rate": 1.4054537510660802e-05, "epoch": 0.36710676218251, "percentage": 36.71, "elapsed_time": "10:11:44", "remaining_time": "17:34:36"} +{"current_steps": 16600, "total_steps": 45204, "loss": 0.3335, "learning_rate": 1.4051360800657885e-05, "epoch": 0.36721736982402325, "percentage": 36.72, "elapsed_time": "10:11:53", "remaining_time": "17:34:22"} +{"current_steps": 16605, "total_steps": 45204, "loss": 0.3225, "learning_rate": 1.4048183601454417e-05, "epoch": 0.3673279774655365, "percentage": 36.73, "elapsed_time": "10:12:04", "remaining_time": "17:34:10"} +{"current_steps": 16610, "total_steps": 45204, "loss": 0.3952, "learning_rate": 1.4045005913434044e-05, "epoch": 0.36743858510704974, "percentage": 36.74, "elapsed_time": "10:12:14", "remaining_time": "17:33:58"} +{"current_steps": 16615, "total_steps": 45204, "loss": 0.3704, "learning_rate": 1.4041827736980468e-05, "epoch": 0.367549192748563, "percentage": 36.76, "elapsed_time": "10:12:25", "remaining_time": "17:33:47"} +{"current_steps": 16620, "total_steps": 45204, "loss": 0.4546, "learning_rate": 1.4038649072477452e-05, "epoch": 0.3676598003900763, "percentage": 36.77, "elapsed_time": "10:12:35", "remaining_time": "17:33:33"} +{"current_steps": 16625, "total_steps": 45204, "loss": 0.2615, "learning_rate": 1.4035469920308826e-05, "epoch": 0.36777040803158956, "percentage": 36.78, "elapsed_time": "10:12:44", "remaining_time": "17:33:19"} +{"current_steps": 16630, "total_steps": 45204, "loss": 0.4404, "learning_rate": 1.403229028085846e-05, "epoch": 0.36788101567310283, "percentage": 36.79, "elapsed_time": "10:12:56", "remaining_time": "17:33:09"} +{"current_steps": 16635, "total_steps": 45204, "loss": 0.4012, "learning_rate": 1.4029110154510304e-05, "epoch": 0.36799162331461605, "percentage": 36.8, "elapsed_time": "10:13:06", "remaining_time": "17:32:57"} +{"current_steps": 16640, "total_steps": 45204, "loss": 0.4197, "learning_rate": 1.4025929541648354e-05, "epoch": 0.3681022309561293, "percentage": 36.81, "elapsed_time": "10:13:17", "remaining_time": "17:32:46"} +{"current_steps": 16645, "total_steps": 45204, "loss": 0.269, "learning_rate": 1.4022748442656665e-05, "epoch": 0.3682128385976426, "percentage": 36.82, "elapsed_time": "10:13:27", "remaining_time": "17:32:33"} +{"current_steps": 16650, "total_steps": 45204, "loss": 0.3336, "learning_rate": 1.401956685791936e-05, "epoch": 0.36832344623915586, "percentage": 36.83, "elapsed_time": "10:13:40", "remaining_time": "17:32:24"} +{"current_steps": 16655, "total_steps": 45204, "loss": 0.1943, "learning_rate": 1.4016384787820612e-05, "epoch": 0.3684340538806691, "percentage": 36.84, "elapsed_time": "10:13:50", "remaining_time": "17:32:12"} +{"current_steps": 16660, "total_steps": 45204, "loss": 0.3487, "learning_rate": 1.401320223274465e-05, "epoch": 0.36854466152218235, "percentage": 36.86, "elapsed_time": "10:14:02", "remaining_time": "17:32:03"} +{"current_steps": 16665, "total_steps": 45204, "loss": 0.3901, "learning_rate": 1.4010019193075775e-05, "epoch": 0.3686552691636956, "percentage": 36.87, "elapsed_time": "10:14:12", "remaining_time": "17:31:51"} +{"current_steps": 16670, "total_steps": 45204, "loss": 0.3846, "learning_rate": 1.4006835669198331e-05, "epoch": 0.3687658768052089, "percentage": 36.88, "elapsed_time": "10:14:23", "remaining_time": "17:31:38"} +{"current_steps": 16675, "total_steps": 45204, "loss": 0.4286, "learning_rate": 1.4003651661496733e-05, "epoch": 0.36887648444672216, "percentage": 36.89, "elapsed_time": "10:14:34", "remaining_time": "17:31:27"} +{"current_steps": 16680, "total_steps": 45204, "loss": 0.3177, "learning_rate": 1.4000467170355441e-05, "epoch": 0.3689870920882354, "percentage": 36.9, "elapsed_time": "10:14:44", "remaining_time": "17:31:14"} +{"current_steps": 16685, "total_steps": 45204, "loss": 0.3918, "learning_rate": 1.399728219615899e-05, "epoch": 0.36909769972974865, "percentage": 36.91, "elapsed_time": "10:14:55", "remaining_time": "17:31:04"} +{"current_steps": 16690, "total_steps": 45204, "loss": 0.2656, "learning_rate": 1.399409673929196e-05, "epoch": 0.3692083073712619, "percentage": 36.92, "elapsed_time": "10:15:04", "remaining_time": "17:30:49"} +{"current_steps": 16695, "total_steps": 45204, "loss": 0.4134, "learning_rate": 1.3990910800138995e-05, "epoch": 0.3693189150127752, "percentage": 36.93, "elapsed_time": "10:15:13", "remaining_time": "17:30:35"} +{"current_steps": 16700, "total_steps": 45204, "loss": 0.4357, "learning_rate": 1.3987724379084797e-05, "epoch": 0.36942952265428847, "percentage": 36.94, "elapsed_time": "10:15:23", "remaining_time": "17:30:22"} +{"current_steps": 16705, "total_steps": 45204, "loss": 0.34, "learning_rate": 1.3984537476514123e-05, "epoch": 0.3695401302958017, "percentage": 36.95, "elapsed_time": "10:15:35", "remaining_time": "17:30:12"} +{"current_steps": 16710, "total_steps": 45204, "loss": 0.3701, "learning_rate": 1.3981350092811793e-05, "epoch": 0.36965073793731495, "percentage": 36.97, "elapsed_time": "10:15:46", "remaining_time": "17:30:01"} +{"current_steps": 16715, "total_steps": 45204, "loss": 0.4096, "learning_rate": 1.3978162228362683e-05, "epoch": 0.3697613455788282, "percentage": 36.98, "elapsed_time": "10:15:57", "remaining_time": "17:29:49"} +{"current_steps": 16720, "total_steps": 45204, "loss": 0.3277, "learning_rate": 1.3974973883551723e-05, "epoch": 0.3698719532203415, "percentage": 36.99, "elapsed_time": "10:16:08", "remaining_time": "17:29:39"} +{"current_steps": 16725, "total_steps": 45204, "loss": 0.5163, "learning_rate": 1.397178505876391e-05, "epoch": 0.36998256086185477, "percentage": 37.0, "elapsed_time": "10:16:20", "remaining_time": "17:29:30"} +{"current_steps": 16730, "total_steps": 45204, "loss": 0.3942, "learning_rate": 1.3968595754384287e-05, "epoch": 0.370093168503368, "percentage": 37.01, "elapsed_time": "10:16:30", "remaining_time": "17:29:17"} +{"current_steps": 16735, "total_steps": 45204, "loss": 0.4611, "learning_rate": 1.3965405970797965e-05, "epoch": 0.37020377614488126, "percentage": 37.02, "elapsed_time": "10:16:42", "remaining_time": "17:29:07"} +{"current_steps": 16740, "total_steps": 45204, "loss": 0.2564, "learning_rate": 1.396221570839011e-05, "epoch": 0.37031438378639453, "percentage": 37.03, "elapsed_time": "10:16:52", "remaining_time": "17:28:53"} +{"current_steps": 16745, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.3959024967545944e-05, "epoch": 0.3704249914279078, "percentage": 37.04, "elapsed_time": "10:17:01", "remaining_time": "17:28:40"} +{"current_steps": 16750, "total_steps": 45204, "loss": 0.5063, "learning_rate": 1.395583374865075e-05, "epoch": 0.370535599069421, "percentage": 37.05, "elapsed_time": "10:17:12", "remaining_time": "17:28:29"} +{"current_steps": 16755, "total_steps": 45204, "loss": 0.3114, "learning_rate": 1.3952642052089864e-05, "epoch": 0.3706462067109343, "percentage": 37.07, "elapsed_time": "10:17:24", "remaining_time": "17:28:19"} +{"current_steps": 16760, "total_steps": 45204, "loss": 0.3305, "learning_rate": 1.3949449878248684e-05, "epoch": 0.37075681435244756, "percentage": 37.08, "elapsed_time": "10:17:35", "remaining_time": "17:28:07"} +{"current_steps": 16765, "total_steps": 45204, "loss": 0.3874, "learning_rate": 1.3946257227512665e-05, "epoch": 0.37086742199396083, "percentage": 37.09, "elapsed_time": "10:17:46", "remaining_time": "17:27:57"} +{"current_steps": 16770, "total_steps": 45204, "loss": 0.1915, "learning_rate": 1.3943064100267314e-05, "epoch": 0.3709780296354741, "percentage": 37.1, "elapsed_time": "10:17:56", "remaining_time": "17:27:43"} +{"current_steps": 16775, "total_steps": 45204, "loss": 0.4722, "learning_rate": 1.3939870496898205e-05, "epoch": 0.3710886372769873, "percentage": 37.11, "elapsed_time": "10:18:07", "remaining_time": "17:27:33"} +{"current_steps": 16780, "total_steps": 45204, "loss": 0.2445, "learning_rate": 1.3936676417790964e-05, "epoch": 0.3711992449185006, "percentage": 37.12, "elapsed_time": "10:18:16", "remaining_time": "17:27:19"} +{"current_steps": 16785, "total_steps": 45204, "loss": 0.5172, "learning_rate": 1.393348186333127e-05, "epoch": 0.37130985256001386, "percentage": 37.13, "elapsed_time": "10:18:27", "remaining_time": "17:27:07"} +{"current_steps": 16790, "total_steps": 45204, "loss": 0.1965, "learning_rate": 1.3930286833904873e-05, "epoch": 0.37142046020152714, "percentage": 37.14, "elapsed_time": "10:18:37", "remaining_time": "17:26:54"} +{"current_steps": 16795, "total_steps": 45204, "loss": 0.3564, "learning_rate": 1.3927091329897564e-05, "epoch": 0.3715310678430404, "percentage": 37.15, "elapsed_time": "10:18:50", "remaining_time": "17:26:46"} +{"current_steps": 16800, "total_steps": 45204, "loss": 0.5033, "learning_rate": 1.3923895351695205e-05, "epoch": 0.3716416754845536, "percentage": 37.16, "elapsed_time": "10:19:02", "remaining_time": "17:26:37"} +{"current_steps": 16805, "total_steps": 45204, "loss": 0.4132, "learning_rate": 1.3920698899683704e-05, "epoch": 0.3717522831260669, "percentage": 37.18, "elapsed_time": "10:19:14", "remaining_time": "17:26:28"} +{"current_steps": 16810, "total_steps": 45204, "loss": 0.3833, "learning_rate": 1.3917501974249035e-05, "epoch": 0.37186289076758017, "percentage": 37.19, "elapsed_time": "10:19:24", "remaining_time": "17:26:15"} +{"current_steps": 16815, "total_steps": 45204, "loss": 0.3919, "learning_rate": 1.3914304575777225e-05, "epoch": 0.37197349840909344, "percentage": 37.2, "elapsed_time": "10:19:35", "remaining_time": "17:26:03"} +{"current_steps": 16820, "total_steps": 45204, "loss": 0.3788, "learning_rate": 1.3911106704654359e-05, "epoch": 0.37208410605060666, "percentage": 37.21, "elapsed_time": "10:19:46", "remaining_time": "17:25:53"} +{"current_steps": 16825, "total_steps": 45204, "loss": 0.4075, "learning_rate": 1.3907908361266577e-05, "epoch": 0.3721947136921199, "percentage": 37.22, "elapsed_time": "10:19:56", "remaining_time": "17:25:39"} +{"current_steps": 16830, "total_steps": 45204, "loss": 0.43, "learning_rate": 1.3904709546000081e-05, "epoch": 0.3723053213336332, "percentage": 37.23, "elapsed_time": "10:20:07", "remaining_time": "17:25:29"} +{"current_steps": 16835, "total_steps": 45204, "loss": 0.3977, "learning_rate": 1.3901510259241126e-05, "epoch": 0.37241592897514647, "percentage": 37.24, "elapsed_time": "10:20:17", "remaining_time": "17:25:15"} +{"current_steps": 16840, "total_steps": 45204, "loss": 0.3139, "learning_rate": 1.3898310501376026e-05, "epoch": 0.37252653661665974, "percentage": 37.25, "elapsed_time": "10:20:28", "remaining_time": "17:25:04"} +{"current_steps": 16845, "total_steps": 45204, "loss": 0.4033, "learning_rate": 1.3895110272791148e-05, "epoch": 0.37263714425817296, "percentage": 37.26, "elapsed_time": "10:20:39", "remaining_time": "17:24:52"} +{"current_steps": 16850, "total_steps": 45204, "loss": 0.3205, "learning_rate": 1.3891909573872919e-05, "epoch": 0.37274775189968623, "percentage": 37.28, "elapsed_time": "10:20:49", "remaining_time": "17:24:40"} +{"current_steps": 16855, "total_steps": 45204, "loss": 0.3564, "learning_rate": 1.3888708405007824e-05, "epoch": 0.3728583595411995, "percentage": 37.29, "elapsed_time": "10:21:00", "remaining_time": "17:24:30"} +{"current_steps": 16860, "total_steps": 45204, "loss": 0.4977, "learning_rate": 1.3885506766582403e-05, "epoch": 0.3729689671827128, "percentage": 37.3, "elapsed_time": "10:21:10", "remaining_time": "17:24:16"} +{"current_steps": 16865, "total_steps": 45204, "loss": 0.309, "learning_rate": 1.3882304658983253e-05, "epoch": 0.37307957482422605, "percentage": 37.31, "elapsed_time": "10:21:20", "remaining_time": "17:24:04"} +{"current_steps": 16870, "total_steps": 45204, "loss": 0.3912, "learning_rate": 1.3879102082597025e-05, "epoch": 0.37319018246573926, "percentage": 37.32, "elapsed_time": "10:21:33", "remaining_time": "17:23:56"} +{"current_steps": 16875, "total_steps": 45204, "loss": 0.2738, "learning_rate": 1.3875899037810432e-05, "epoch": 0.37330079010725253, "percentage": 37.33, "elapsed_time": "10:21:42", "remaining_time": "17:23:42"} +{"current_steps": 16880, "total_steps": 45204, "loss": 0.3284, "learning_rate": 1.3872695525010238e-05, "epoch": 0.3734113977487658, "percentage": 37.34, "elapsed_time": "10:21:52", "remaining_time": "17:23:29"} +{"current_steps": 16885, "total_steps": 45204, "loss": 0.3285, "learning_rate": 1.386949154458327e-05, "epoch": 0.3735220053902791, "percentage": 37.35, "elapsed_time": "10:22:01", "remaining_time": "17:23:13"} +{"current_steps": 16890, "total_steps": 45204, "loss": 0.3551, "learning_rate": 1.3866287096916406e-05, "epoch": 0.37363261303179235, "percentage": 37.36, "elapsed_time": "10:22:12", "remaining_time": "17:23:03"} +{"current_steps": 16895, "total_steps": 45204, "loss": 0.2801, "learning_rate": 1.3863082182396577e-05, "epoch": 0.37374322067330557, "percentage": 37.38, "elapsed_time": "10:22:22", "remaining_time": "17:22:50"} +{"current_steps": 16900, "total_steps": 45204, "loss": 0.4179, "learning_rate": 1.3859876801410784e-05, "epoch": 0.37385382831481884, "percentage": 37.39, "elapsed_time": "10:22:34", "remaining_time": "17:22:41"} +{"current_steps": 16905, "total_steps": 45204, "loss": 0.3887, "learning_rate": 1.3856670954346067e-05, "epoch": 0.3739644359563321, "percentage": 37.4, "elapsed_time": "10:22:45", "remaining_time": "17:22:30"} +{"current_steps": 16910, "total_steps": 45204, "loss": 0.3832, "learning_rate": 1.385346464158954e-05, "epoch": 0.3740750435978454, "percentage": 37.41, "elapsed_time": "10:22:56", "remaining_time": "17:22:18"} +{"current_steps": 16915, "total_steps": 45204, "loss": 0.3469, "learning_rate": 1.3850257863528361e-05, "epoch": 0.3741856512393586, "percentage": 37.42, "elapsed_time": "10:23:06", "remaining_time": "17:22:06"} +{"current_steps": 16920, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.3847050620549742e-05, "epoch": 0.37429625888087187, "percentage": 37.43, "elapsed_time": "10:23:17", "remaining_time": "17:21:55"} +{"current_steps": 16925, "total_steps": 45204, "loss": 0.1933, "learning_rate": 1.3843842913040964e-05, "epoch": 0.37440686652238514, "percentage": 37.44, "elapsed_time": "10:23:26", "remaining_time": "17:21:41"} +{"current_steps": 16930, "total_steps": 45204, "loss": 0.2864, "learning_rate": 1.3840634741389352e-05, "epoch": 0.3745174741638984, "percentage": 37.45, "elapsed_time": "10:23:36", "remaining_time": "17:21:28"} +{"current_steps": 16935, "total_steps": 45204, "loss": 0.3079, "learning_rate": 1.3837426105982292e-05, "epoch": 0.3746280818054117, "percentage": 37.46, "elapsed_time": "10:23:47", "remaining_time": "17:21:16"} +{"current_steps": 16940, "total_steps": 45204, "loss": 0.3242, "learning_rate": 1.3834217007207231e-05, "epoch": 0.3747386894469249, "percentage": 37.47, "elapsed_time": "10:23:55", "remaining_time": "17:21:00"} +{"current_steps": 16945, "total_steps": 45204, "loss": 0.2968, "learning_rate": 1.3831007445451658e-05, "epoch": 0.37484929708843817, "percentage": 37.49, "elapsed_time": "10:24:06", "remaining_time": "17:20:49"} +{"current_steps": 16950, "total_steps": 45204, "loss": 0.5074, "learning_rate": 1.3827797421103135e-05, "epoch": 0.37495990472995144, "percentage": 37.5, "elapsed_time": "10:24:22", "remaining_time": "17:20:45"} +{"current_steps": 16955, "total_steps": 45204, "loss": 0.3345, "learning_rate": 1.3824586934549269e-05, "epoch": 0.3750705123714647, "percentage": 37.51, "elapsed_time": "10:24:33", "remaining_time": "17:20:35"} +{"current_steps": 16960, "total_steps": 45204, "loss": 0.3645, "learning_rate": 1.382137598617772e-05, "epoch": 0.375181120012978, "percentage": 37.52, "elapsed_time": "10:24:45", "remaining_time": "17:20:25"} +{"current_steps": 16965, "total_steps": 45204, "loss": 0.2805, "learning_rate": 1.3818164576376214e-05, "epoch": 0.3752917276544912, "percentage": 37.53, "elapsed_time": "10:24:54", "remaining_time": "17:20:11"} +{"current_steps": 16970, "total_steps": 45204, "loss": 0.3851, "learning_rate": 1.381495270553253e-05, "epoch": 0.3754023352960045, "percentage": 37.54, "elapsed_time": "10:25:05", "remaining_time": "17:20:00"} +{"current_steps": 16975, "total_steps": 45204, "loss": 0.4148, "learning_rate": 1.3811740374034494e-05, "epoch": 0.37551294293751775, "percentage": 37.55, "elapsed_time": "10:25:16", "remaining_time": "17:19:48"} +{"current_steps": 16980, "total_steps": 45204, "loss": 0.3771, "learning_rate": 1.3808527582269996e-05, "epoch": 0.375623550579031, "percentage": 37.56, "elapsed_time": "10:25:26", "remaining_time": "17:19:36"} +{"current_steps": 16985, "total_steps": 45204, "loss": 0.3955, "learning_rate": 1.3805314330626985e-05, "epoch": 0.3757341582205443, "percentage": 37.57, "elapsed_time": "10:25:40", "remaining_time": "17:19:30"} +{"current_steps": 16990, "total_steps": 45204, "loss": 0.5238, "learning_rate": 1.3802100619493453e-05, "epoch": 0.3758447658620575, "percentage": 37.59, "elapsed_time": "10:25:52", "remaining_time": "17:19:20"} +{"current_steps": 16995, "total_steps": 45204, "loss": 0.3158, "learning_rate": 1.3798886449257459e-05, "epoch": 0.3759553735035708, "percentage": 37.6, "elapsed_time": "10:26:02", "remaining_time": "17:19:07"} +{"current_steps": 17000, "total_steps": 45204, "loss": 0.3442, "learning_rate": 1.3795671820307108e-05, "epoch": 0.37606598114508405, "percentage": 37.61, "elapsed_time": "10:26:15", "remaining_time": "17:18:59"} +{"current_steps": 17005, "total_steps": 45204, "loss": 0.3166, "learning_rate": 1.3792456733030575e-05, "epoch": 0.3761765887865973, "percentage": 37.62, "elapsed_time": "10:26:25", "remaining_time": "17:18:46"} +{"current_steps": 17010, "total_steps": 45204, "loss": 0.5239, "learning_rate": 1.3789241187816068e-05, "epoch": 0.37628719642811054, "percentage": 37.63, "elapsed_time": "10:26:37", "remaining_time": "17:18:37"} +{"current_steps": 17015, "total_steps": 45204, "loss": 0.3498, "learning_rate": 1.3786025185051874e-05, "epoch": 0.3763978040696238, "percentage": 37.64, "elapsed_time": "10:26:47", "remaining_time": "17:18:25"} +{"current_steps": 17020, "total_steps": 45204, "loss": 0.2975, "learning_rate": 1.3782808725126322e-05, "epoch": 0.3765084117111371, "percentage": 37.65, "elapsed_time": "10:26:58", "remaining_time": "17:18:14"} +{"current_steps": 17025, "total_steps": 45204, "loss": 0.4164, "learning_rate": 1.3779591808427792e-05, "epoch": 0.37661901935265035, "percentage": 37.66, "elapsed_time": "10:27:11", "remaining_time": "17:18:05"} +{"current_steps": 17030, "total_steps": 45204, "loss": 0.3941, "learning_rate": 1.3776374435344734e-05, "epoch": 0.3767296269941636, "percentage": 37.67, "elapsed_time": "10:27:20", "remaining_time": "17:17:51"} +{"current_steps": 17035, "total_steps": 45204, "loss": 0.5239, "learning_rate": 1.3773156606265641e-05, "epoch": 0.37684023463567684, "percentage": 37.68, "elapsed_time": "10:27:31", "remaining_time": "17:17:40"} +{"current_steps": 17040, "total_steps": 45204, "loss": 0.4531, "learning_rate": 1.3769938321579064e-05, "epoch": 0.3769508422771901, "percentage": 37.7, "elapsed_time": "10:27:42", "remaining_time": "17:17:28"} +{"current_steps": 17045, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.376671958167361e-05, "epoch": 0.3770614499187034, "percentage": 37.71, "elapsed_time": "10:27:52", "remaining_time": "17:17:16"} +{"current_steps": 17050, "total_steps": 45204, "loss": 0.388, "learning_rate": 1.3763500386937945e-05, "epoch": 0.37717205756021666, "percentage": 37.72, "elapsed_time": "10:28:01", "remaining_time": "17:17:02"} +{"current_steps": 17055, "total_steps": 45204, "loss": 0.3985, "learning_rate": 1.376028073776078e-05, "epoch": 0.3772826652017299, "percentage": 37.73, "elapsed_time": "10:28:12", "remaining_time": "17:16:50"} +{"current_steps": 17060, "total_steps": 45204, "loss": 0.3219, "learning_rate": 1.375706063453089e-05, "epoch": 0.37739327284324314, "percentage": 37.74, "elapsed_time": "10:28:21", "remaining_time": "17:16:35"} +{"current_steps": 17065, "total_steps": 45204, "loss": 0.3416, "learning_rate": 1.37538400776371e-05, "epoch": 0.3775038804847564, "percentage": 37.75, "elapsed_time": "10:28:31", "remaining_time": "17:16:23"} +{"current_steps": 17070, "total_steps": 45204, "loss": 0.2314, "learning_rate": 1.3750619067468294e-05, "epoch": 0.3776144881262697, "percentage": 37.76, "elapsed_time": "10:28:40", "remaining_time": "17:16:09"} +{"current_steps": 17075, "total_steps": 45204, "loss": 0.4151, "learning_rate": 1.3747397604413402e-05, "epoch": 0.37772509576778296, "percentage": 37.77, "elapsed_time": "10:28:52", "remaining_time": "17:15:59"} +{"current_steps": 17080, "total_steps": 45204, "loss": 0.4246, "learning_rate": 1.3744175688861421e-05, "epoch": 0.37783570340929623, "percentage": 37.78, "elapsed_time": "10:29:06", "remaining_time": "17:15:53"} +{"current_steps": 17085, "total_steps": 45204, "loss": 0.4326, "learning_rate": 1.3740953321201393e-05, "epoch": 0.37794631105080945, "percentage": 37.8, "elapsed_time": "10:29:18", "remaining_time": "17:15:43"} +{"current_steps": 17090, "total_steps": 45204, "loss": 0.3702, "learning_rate": 1.373773050182242e-05, "epoch": 0.3780569186923227, "percentage": 37.81, "elapsed_time": "10:29:27", "remaining_time": "17:15:30"} +{"current_steps": 17095, "total_steps": 45204, "loss": 0.3643, "learning_rate": 1.3734507231113656e-05, "epoch": 0.378167526333836, "percentage": 37.82, "elapsed_time": "10:29:40", "remaining_time": "17:15:21"} +{"current_steps": 17100, "total_steps": 45204, "loss": 0.4284, "learning_rate": 1.3731283509464306e-05, "epoch": 0.37827813397534926, "percentage": 37.83, "elapsed_time": "10:29:51", "remaining_time": "17:15:10"} +{"current_steps": 17105, "total_steps": 45204, "loss": 0.3878, "learning_rate": 1.3728059337263642e-05, "epoch": 0.3783887416168625, "percentage": 37.84, "elapsed_time": "10:30:02", "remaining_time": "17:14:58"} +{"current_steps": 17110, "total_steps": 45204, "loss": 0.3363, "learning_rate": 1.372483471490097e-05, "epoch": 0.37849934925837575, "percentage": 37.85, "elapsed_time": "10:30:12", "remaining_time": "17:14:46"} +{"current_steps": 17115, "total_steps": 45204, "loss": 0.3097, "learning_rate": 1.372160964276567e-05, "epoch": 0.378609956899889, "percentage": 37.86, "elapsed_time": "10:30:21", "remaining_time": "17:14:32"} +{"current_steps": 17120, "total_steps": 45204, "loss": 0.4476, "learning_rate": 1.371838412124717e-05, "epoch": 0.3787205645414023, "percentage": 37.87, "elapsed_time": "10:30:33", "remaining_time": "17:14:23"} +{"current_steps": 17125, "total_steps": 45204, "loss": 0.5532, "learning_rate": 1.3715158150734941e-05, "epoch": 0.37883117218291557, "percentage": 37.88, "elapsed_time": "10:30:44", "remaining_time": "17:14:11"} +{"current_steps": 17130, "total_steps": 45204, "loss": 0.2648, "learning_rate": 1.3711931731618531e-05, "epoch": 0.3789417798244288, "percentage": 37.89, "elapsed_time": "10:30:54", "remaining_time": "17:13:58"} +{"current_steps": 17135, "total_steps": 45204, "loss": 0.315, "learning_rate": 1.370870486428752e-05, "epoch": 0.37905238746594205, "percentage": 37.91, "elapsed_time": "10:31:04", "remaining_time": "17:13:45"} +{"current_steps": 17140, "total_steps": 45204, "loss": 0.2889, "learning_rate": 1.3705477549131554e-05, "epoch": 0.3791629951074553, "percentage": 37.92, "elapsed_time": "10:31:12", "remaining_time": "17:13:30"} +{"current_steps": 17145, "total_steps": 45204, "loss": 0.258, "learning_rate": 1.370224978654033e-05, "epoch": 0.3792736027489686, "percentage": 37.93, "elapsed_time": "10:31:21", "remaining_time": "17:13:16"} +{"current_steps": 17150, "total_steps": 45204, "loss": 0.4207, "learning_rate": 1.3699021576903601e-05, "epoch": 0.37938421039048187, "percentage": 37.94, "elapsed_time": "10:31:33", "remaining_time": "17:13:06"} +{"current_steps": 17155, "total_steps": 45204, "loss": 0.2124, "learning_rate": 1.369579292061117e-05, "epoch": 0.3794948180319951, "percentage": 37.95, "elapsed_time": "10:31:43", "remaining_time": "17:12:52"} +{"current_steps": 17160, "total_steps": 45204, "loss": 0.2964, "learning_rate": 1.3692563818052894e-05, "epoch": 0.37960542567350836, "percentage": 37.96, "elapsed_time": "10:31:55", "remaining_time": "17:12:43"} +{"current_steps": 17165, "total_steps": 45204, "loss": 0.4463, "learning_rate": 1.3689334269618692e-05, "epoch": 0.37971603331502163, "percentage": 37.97, "elapsed_time": "10:32:06", "remaining_time": "17:12:32"} +{"current_steps": 17170, "total_steps": 45204, "loss": 0.3657, "learning_rate": 1.368610427569853e-05, "epoch": 0.3798266409565349, "percentage": 37.98, "elapsed_time": "10:32:15", "remaining_time": "17:12:18"} +{"current_steps": 17175, "total_steps": 45204, "loss": 0.3616, "learning_rate": 1.3682873836682425e-05, "epoch": 0.3799372485980481, "percentage": 37.99, "elapsed_time": "10:32:25", "remaining_time": "17:12:05"} +{"current_steps": 17180, "total_steps": 45204, "loss": 0.3447, "learning_rate": 1.3679642952960452e-05, "epoch": 0.3800478562395614, "percentage": 38.01, "elapsed_time": "10:32:37", "remaining_time": "17:11:56"} +{"current_steps": 17185, "total_steps": 45204, "loss": 0.3411, "learning_rate": 1.3676411624922743e-05, "epoch": 0.38015846388107466, "percentage": 38.02, "elapsed_time": "10:32:47", "remaining_time": "17:11:43"} +{"current_steps": 17190, "total_steps": 45204, "loss": 0.3272, "learning_rate": 1.3673179852959475e-05, "epoch": 0.38026907152258793, "percentage": 38.03, "elapsed_time": "10:32:58", "remaining_time": "17:11:31"} +{"current_steps": 17195, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.3669947637460887e-05, "epoch": 0.3803796791641012, "percentage": 38.04, "elapsed_time": "10:33:08", "remaining_time": "17:11:19"} +{"current_steps": 17200, "total_steps": 45204, "loss": 0.3171, "learning_rate": 1.3666714978817266e-05, "epoch": 0.3804902868056144, "percentage": 38.05, "elapsed_time": "10:33:19", "remaining_time": "17:11:09"} +{"current_steps": 17205, "total_steps": 45204, "loss": 0.3215, "learning_rate": 1.3663481877418955e-05, "epoch": 0.3806008944471277, "percentage": 38.06, "elapsed_time": "10:33:29", "remaining_time": "17:10:56"} +{"current_steps": 17210, "total_steps": 45204, "loss": 0.4141, "learning_rate": 1.3660248333656352e-05, "epoch": 0.38071150208864096, "percentage": 38.07, "elapsed_time": "10:33:40", "remaining_time": "17:10:45"} +{"current_steps": 17215, "total_steps": 45204, "loss": 0.4297, "learning_rate": 1.3657014347919906e-05, "epoch": 0.38082210973015423, "percentage": 38.08, "elapsed_time": "10:33:53", "remaining_time": "17:10:36"} +{"current_steps": 17220, "total_steps": 45204, "loss": 0.2982, "learning_rate": 1.3653779920600119e-05, "epoch": 0.3809327173716675, "percentage": 38.09, "elapsed_time": "10:34:03", "remaining_time": "17:10:24"} +{"current_steps": 17225, "total_steps": 45204, "loss": 0.3563, "learning_rate": 1.3650545052087543e-05, "epoch": 0.3810433250131807, "percentage": 38.11, "elapsed_time": "10:34:14", "remaining_time": "17:10:13"} +{"current_steps": 17230, "total_steps": 45204, "loss": 0.4642, "learning_rate": 1.3647309742772792e-05, "epoch": 0.381153932654694, "percentage": 38.12, "elapsed_time": "10:34:23", "remaining_time": "17:09:58"} +{"current_steps": 17235, "total_steps": 45204, "loss": 0.3366, "learning_rate": 1.3644073993046528e-05, "epoch": 0.38126454029620727, "percentage": 38.13, "elapsed_time": "10:34:34", "remaining_time": "17:09:47"} +{"current_steps": 17240, "total_steps": 45204, "loss": 0.3764, "learning_rate": 1.3640837803299467e-05, "epoch": 0.38137514793772054, "percentage": 38.14, "elapsed_time": "10:34:48", "remaining_time": "17:09:40"} +{"current_steps": 17245, "total_steps": 45204, "loss": 0.4966, "learning_rate": 1.3637601173922377e-05, "epoch": 0.3814857555792338, "percentage": 38.15, "elapsed_time": "10:35:02", "remaining_time": "17:09:34"} +{"current_steps": 17250, "total_steps": 45204, "loss": 0.3178, "learning_rate": 1.363436410530608e-05, "epoch": 0.381596363220747, "percentage": 38.16, "elapsed_time": "10:35:13", "remaining_time": "17:09:24"} +{"current_steps": 17255, "total_steps": 45204, "loss": 0.4162, "learning_rate": 1.3631126597841451e-05, "epoch": 0.3817069708622603, "percentage": 38.17, "elapsed_time": "10:35:26", "remaining_time": "17:09:15"} +{"current_steps": 17260, "total_steps": 45204, "loss": 0.3498, "learning_rate": 1.3627888651919419e-05, "epoch": 0.38181757850377357, "percentage": 38.18, "elapsed_time": "10:35:36", "remaining_time": "17:09:03"} +{"current_steps": 17265, "total_steps": 45204, "loss": 0.2743, "learning_rate": 1.3624650267930963e-05, "epoch": 0.38192818614528684, "percentage": 38.19, "elapsed_time": "10:35:45", "remaining_time": "17:08:49"} +{"current_steps": 17270, "total_steps": 45204, "loss": 0.5688, "learning_rate": 1.3621411446267121e-05, "epoch": 0.38203879378680006, "percentage": 38.2, "elapsed_time": "10:36:02", "remaining_time": "17:08:46"} +{"current_steps": 17275, "total_steps": 45204, "loss": 0.4316, "learning_rate": 1.3618172187318974e-05, "epoch": 0.38214940142831333, "percentage": 38.22, "elapsed_time": "10:36:13", "remaining_time": "17:08:35"} +{"current_steps": 17280, "total_steps": 45204, "loss": 0.3216, "learning_rate": 1.3614932491477664e-05, "epoch": 0.3822600090698266, "percentage": 38.23, "elapsed_time": "10:36:23", "remaining_time": "17:08:22"} +{"current_steps": 17285, "total_steps": 45204, "loss": 0.4087, "learning_rate": 1.3611692359134386e-05, "epoch": 0.3823706167113399, "percentage": 38.24, "elapsed_time": "10:36:33", "remaining_time": "17:08:11"} +{"current_steps": 17290, "total_steps": 45204, "loss": 0.3459, "learning_rate": 1.3608451790680382e-05, "epoch": 0.38248122435285314, "percentage": 38.25, "elapsed_time": "10:36:46", "remaining_time": "17:08:02"} +{"current_steps": 17295, "total_steps": 45204, "loss": 0.3314, "learning_rate": 1.3605210786506948e-05, "epoch": 0.38259183199436636, "percentage": 38.26, "elapsed_time": "10:36:57", "remaining_time": "17:07:52"} +{"current_steps": 17300, "total_steps": 45204, "loss": 0.355, "learning_rate": 1.3601969347005439e-05, "epoch": 0.38270243963587963, "percentage": 38.27, "elapsed_time": "10:37:08", "remaining_time": "17:07:39"} +{"current_steps": 17305, "total_steps": 45204, "loss": 0.316, "learning_rate": 1.3598727472567252e-05, "epoch": 0.3828130472773929, "percentage": 38.28, "elapsed_time": "10:37:17", "remaining_time": "17:07:25"} +{"current_steps": 17310, "total_steps": 45204, "loss": 0.4, "learning_rate": 1.3595485163583847e-05, "epoch": 0.3829236549189062, "percentage": 38.29, "elapsed_time": "10:37:27", "remaining_time": "17:07:13"} +{"current_steps": 17315, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.3592242420446733e-05, "epoch": 0.38303426256041945, "percentage": 38.3, "elapsed_time": "10:37:37", "remaining_time": "17:07:00"} +{"current_steps": 17320, "total_steps": 45204, "loss": 0.2188, "learning_rate": 1.3588999243547467e-05, "epoch": 0.38314487020193266, "percentage": 38.32, "elapsed_time": "10:37:47", "remaining_time": "17:06:47"} +{"current_steps": 17325, "total_steps": 45204, "loss": 0.4209, "learning_rate": 1.3585755633277659e-05, "epoch": 0.38325547784344594, "percentage": 38.33, "elapsed_time": "10:37:57", "remaining_time": "17:06:35"} +{"current_steps": 17330, "total_steps": 45204, "loss": 0.5095, "learning_rate": 1.3582511590028981e-05, "epoch": 0.3833660854849592, "percentage": 38.34, "elapsed_time": "10:38:09", "remaining_time": "17:06:26"} +{"current_steps": 17335, "total_steps": 45204, "loss": 0.4751, "learning_rate": 1.3579267114193147e-05, "epoch": 0.3834766931264725, "percentage": 38.35, "elapsed_time": "10:38:21", "remaining_time": "17:06:16"} +{"current_steps": 17340, "total_steps": 45204, "loss": 0.2564, "learning_rate": 1.3576022206161921e-05, "epoch": 0.38358730076798575, "percentage": 38.36, "elapsed_time": "10:38:30", "remaining_time": "17:06:02"} +{"current_steps": 17345, "total_steps": 45204, "loss": 0.4489, "learning_rate": 1.357277686632713e-05, "epoch": 0.38369790840949897, "percentage": 38.37, "elapsed_time": "10:38:41", "remaining_time": "17:05:50"} +{"current_steps": 17350, "total_steps": 45204, "loss": 0.4042, "learning_rate": 1.356953109508065e-05, "epoch": 0.38380851605101224, "percentage": 38.38, "elapsed_time": "10:38:54", "remaining_time": "17:05:43"} +{"current_steps": 17355, "total_steps": 45204, "loss": 0.4122, "learning_rate": 1.3566284892814403e-05, "epoch": 0.3839191236925255, "percentage": 38.39, "elapsed_time": "10:39:07", "remaining_time": "17:05:34"} +{"current_steps": 17360, "total_steps": 45204, "loss": 0.2729, "learning_rate": 1.3563038259920367e-05, "epoch": 0.3840297313340388, "percentage": 38.4, "elapsed_time": "10:39:15", "remaining_time": "17:05:19"} +{"current_steps": 17365, "total_steps": 45204, "loss": 0.5022, "learning_rate": 1.3559791196790576e-05, "epoch": 0.384140338975552, "percentage": 38.41, "elapsed_time": "10:39:28", "remaining_time": "17:05:11"} +{"current_steps": 17370, "total_steps": 45204, "loss": 0.4639, "learning_rate": 1.3556543703817107e-05, "epoch": 0.38425094661706527, "percentage": 38.43, "elapsed_time": "10:39:39", "remaining_time": "17:05:00"} +{"current_steps": 17375, "total_steps": 45204, "loss": 0.3872, "learning_rate": 1.3553295781392093e-05, "epoch": 0.38436155425857854, "percentage": 38.44, "elapsed_time": "10:39:52", "remaining_time": "17:04:51"} +{"current_steps": 17380, "total_steps": 45204, "loss": 0.2575, "learning_rate": 1.3550047429907723e-05, "epoch": 0.3844721619000918, "percentage": 38.45, "elapsed_time": "10:40:01", "remaining_time": "17:04:37"} +{"current_steps": 17385, "total_steps": 45204, "loss": 0.2731, "learning_rate": 1.3546798649756236e-05, "epoch": 0.3845827695416051, "percentage": 38.46, "elapsed_time": "10:40:08", "remaining_time": "17:04:20"} +{"current_steps": 17390, "total_steps": 45204, "loss": 0.2904, "learning_rate": 1.3543549441329914e-05, "epoch": 0.3846933771831183, "percentage": 38.47, "elapsed_time": "10:40:19", "remaining_time": "17:04:08"} +{"current_steps": 17395, "total_steps": 45204, "loss": 0.4808, "learning_rate": 1.354029980502111e-05, "epoch": 0.3848039848246316, "percentage": 38.48, "elapsed_time": "10:40:31", "remaining_time": "17:03:59"} +{"current_steps": 17400, "total_steps": 45204, "loss": 0.2978, "learning_rate": 1.3537049741222203e-05, "epoch": 0.38491459246614484, "percentage": 38.49, "elapsed_time": "10:40:40", "remaining_time": "17:03:44"} +{"current_steps": 17405, "total_steps": 45204, "loss": 0.3423, "learning_rate": 1.3533799250325646e-05, "epoch": 0.3850252001076581, "percentage": 38.5, "elapsed_time": "10:40:52", "remaining_time": "17:03:35"} +{"current_steps": 17410, "total_steps": 45204, "loss": 0.2634, "learning_rate": 1.3530548332723932e-05, "epoch": 0.3851358077491714, "percentage": 38.51, "elapsed_time": "10:41:03", "remaining_time": "17:03:24"} +{"current_steps": 17415, "total_steps": 45204, "loss": 0.5201, "learning_rate": 1.3527296988809606e-05, "epoch": 0.3852464153906846, "percentage": 38.53, "elapsed_time": "10:41:15", "remaining_time": "17:03:15"} +{"current_steps": 17420, "total_steps": 45204, "loss": 0.4214, "learning_rate": 1.3524045218975272e-05, "epoch": 0.3853570230321979, "percentage": 38.54, "elapsed_time": "10:41:28", "remaining_time": "17:03:07"} +{"current_steps": 17425, "total_steps": 45204, "loss": 0.3946, "learning_rate": 1.3520793023613576e-05, "epoch": 0.38546763067371115, "percentage": 38.55, "elapsed_time": "10:41:38", "remaining_time": "17:02:54"} +{"current_steps": 17430, "total_steps": 45204, "loss": 0.4439, "learning_rate": 1.3517540403117222e-05, "epoch": 0.3855782383152244, "percentage": 38.56, "elapsed_time": "10:41:51", "remaining_time": "17:02:45"} +{"current_steps": 17435, "total_steps": 45204, "loss": 0.1674, "learning_rate": 1.3514287357878964e-05, "epoch": 0.3856888459567377, "percentage": 38.57, "elapsed_time": "10:42:00", "remaining_time": "17:02:32"} +{"current_steps": 17440, "total_steps": 45204, "loss": 0.2885, "learning_rate": 1.3511033888291599e-05, "epoch": 0.3857994535982509, "percentage": 38.58, "elapsed_time": "10:42:09", "remaining_time": "17:02:18"} +{"current_steps": 17445, "total_steps": 45204, "loss": 0.3232, "learning_rate": 1.3507779994747989e-05, "epoch": 0.3859100612397642, "percentage": 38.59, "elapsed_time": "10:42:21", "remaining_time": "17:02:08"} +{"current_steps": 17450, "total_steps": 45204, "loss": 0.3568, "learning_rate": 1.3504525677641041e-05, "epoch": 0.38602066888127745, "percentage": 38.6, "elapsed_time": "10:42:33", "remaining_time": "17:01:58"} +{"current_steps": 17455, "total_steps": 45204, "loss": 0.3861, "learning_rate": 1.350127093736371e-05, "epoch": 0.3861312765227907, "percentage": 38.61, "elapsed_time": "10:42:42", "remaining_time": "17:01:45"} +{"current_steps": 17460, "total_steps": 45204, "loss": 0.494, "learning_rate": 1.3498015774309005e-05, "epoch": 0.38624188416430394, "percentage": 38.62, "elapsed_time": "10:42:54", "remaining_time": "17:01:34"} +{"current_steps": 17465, "total_steps": 45204, "loss": 0.3409, "learning_rate": 1.349476018886999e-05, "epoch": 0.3863524918058172, "percentage": 38.64, "elapsed_time": "10:43:05", "remaining_time": "17:01:24"} +{"current_steps": 17470, "total_steps": 45204, "loss": 0.3194, "learning_rate": 1.349150418143977e-05, "epoch": 0.3864630994473305, "percentage": 38.65, "elapsed_time": "10:43:15", "remaining_time": "17:01:11"} +{"current_steps": 17475, "total_steps": 45204, "loss": 0.3527, "learning_rate": 1.348824775241151e-05, "epoch": 0.38657370708884375, "percentage": 38.66, "elapsed_time": "10:43:25", "remaining_time": "17:00:57"} +{"current_steps": 17480, "total_steps": 45204, "loss": 0.4135, "learning_rate": 1.348499090217842e-05, "epoch": 0.386684314730357, "percentage": 38.67, "elapsed_time": "10:43:35", "remaining_time": "17:00:45"} +{"current_steps": 17485, "total_steps": 45204, "loss": 0.216, "learning_rate": 1.3481733631133772e-05, "epoch": 0.38679492237187024, "percentage": 38.68, "elapsed_time": "10:43:44", "remaining_time": "17:00:31"} +{"current_steps": 17490, "total_steps": 45204, "loss": 0.3716, "learning_rate": 1.3478475939670867e-05, "epoch": 0.3869055300133835, "percentage": 38.69, "elapsed_time": "10:43:58", "remaining_time": "17:00:24"} +{"current_steps": 17495, "total_steps": 45204, "loss": 0.382, "learning_rate": 1.347521782818308e-05, "epoch": 0.3870161376548968, "percentage": 38.7, "elapsed_time": "10:44:07", "remaining_time": "17:00:11"} +{"current_steps": 17500, "total_steps": 45204, "loss": 0.4107, "learning_rate": 1.3471959297063828e-05, "epoch": 0.38712674529641006, "percentage": 38.71, "elapsed_time": "10:44:19", "remaining_time": "17:00:01"} +{"current_steps": 17505, "total_steps": 45204, "loss": 0.3933, "learning_rate": 1.346870034670657e-05, "epoch": 0.38723735293792333, "percentage": 38.72, "elapsed_time": "10:44:30", "remaining_time": "16:59:49"} +{"current_steps": 17510, "total_steps": 45204, "loss": 0.488, "learning_rate": 1.3465440977504831e-05, "epoch": 0.38734796057943655, "percentage": 38.74, "elapsed_time": "10:44:43", "remaining_time": "16:59:41"} +{"current_steps": 17515, "total_steps": 45204, "loss": 0.4113, "learning_rate": 1.3462181189852172e-05, "epoch": 0.3874585682209498, "percentage": 38.75, "elapsed_time": "10:44:53", "remaining_time": "16:59:30"} +{"current_steps": 17520, "total_steps": 45204, "loss": 0.2358, "learning_rate": 1.3458920984142217e-05, "epoch": 0.3875691758624631, "percentage": 38.76, "elapsed_time": "10:45:04", "remaining_time": "16:59:17"} +{"current_steps": 17525, "total_steps": 45204, "loss": 0.4723, "learning_rate": 1.3455660360768632e-05, "epoch": 0.38767978350397636, "percentage": 38.77, "elapsed_time": "10:45:16", "remaining_time": "16:59:09"} +{"current_steps": 17530, "total_steps": 45204, "loss": 0.2865, "learning_rate": 1.3452399320125136e-05, "epoch": 0.38779039114548963, "percentage": 38.78, "elapsed_time": "10:45:25", "remaining_time": "16:58:54"} +{"current_steps": 17535, "total_steps": 45204, "loss": 0.3069, "learning_rate": 1.3449137862605502e-05, "epoch": 0.38790099878700285, "percentage": 38.79, "elapsed_time": "10:45:34", "remaining_time": "16:58:40"} +{"current_steps": 17540, "total_steps": 45204, "loss": 0.4109, "learning_rate": 1.3445875988603543e-05, "epoch": 0.3880116064285161, "percentage": 38.8, "elapsed_time": "10:45:45", "remaining_time": "16:58:28"} +{"current_steps": 17545, "total_steps": 45204, "loss": 0.3648, "learning_rate": 1.3442613698513136e-05, "epoch": 0.3881222140700294, "percentage": 38.81, "elapsed_time": "10:45:56", "remaining_time": "16:58:18"} +{"current_steps": 17550, "total_steps": 45204, "loss": 0.3499, "learning_rate": 1.34393509927282e-05, "epoch": 0.38823282171154266, "percentage": 38.82, "elapsed_time": "10:46:07", "remaining_time": "16:58:06"} +{"current_steps": 17555, "total_steps": 45204, "loss": 0.3042, "learning_rate": 1.34360878716427e-05, "epoch": 0.3883434293530559, "percentage": 38.84, "elapsed_time": "10:46:15", "remaining_time": "16:57:51"} +{"current_steps": 17560, "total_steps": 45204, "loss": 0.4322, "learning_rate": 1.3432824335650665e-05, "epoch": 0.38845403699456915, "percentage": 38.85, "elapsed_time": "10:46:27", "remaining_time": "16:57:41"} +{"current_steps": 17565, "total_steps": 45204, "loss": 0.2711, "learning_rate": 1.3429560385146164e-05, "epoch": 0.3885646446360824, "percentage": 38.86, "elapsed_time": "10:46:40", "remaining_time": "16:57:33"} +{"current_steps": 17570, "total_steps": 45204, "loss": 0.3838, "learning_rate": 1.3426296020523315e-05, "epoch": 0.3886752522775957, "percentage": 38.87, "elapsed_time": "10:46:51", "remaining_time": "16:57:22"} +{"current_steps": 17575, "total_steps": 45204, "loss": 0.3575, "learning_rate": 1.342303124217629e-05, "epoch": 0.38878585991910897, "percentage": 38.88, "elapsed_time": "10:47:01", "remaining_time": "16:57:10"} +{"current_steps": 17580, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.3419766050499312e-05, "epoch": 0.3888964675606222, "percentage": 38.89, "elapsed_time": "10:47:10", "remaining_time": "16:56:55"} +{"current_steps": 17585, "total_steps": 45204, "loss": 0.4571, "learning_rate": 1.3416500445886654e-05, "epoch": 0.38900707520213545, "percentage": 38.9, "elapsed_time": "10:47:23", "remaining_time": "16:56:47"} +{"current_steps": 17590, "total_steps": 45204, "loss": 0.3187, "learning_rate": 1.3413234428732625e-05, "epoch": 0.3891176828436487, "percentage": 38.91, "elapsed_time": "10:47:35", "remaining_time": "16:56:38"} +{"current_steps": 17595, "total_steps": 45204, "loss": 0.451, "learning_rate": 1.3409967999431608e-05, "epoch": 0.389228290485162, "percentage": 38.92, "elapsed_time": "10:47:47", "remaining_time": "16:56:28"} +{"current_steps": 17600, "total_steps": 45204, "loss": 0.3617, "learning_rate": 1.340670115837802e-05, "epoch": 0.38933889812667527, "percentage": 38.93, "elapsed_time": "10:47:58", "remaining_time": "16:56:17"} +{"current_steps": 17605, "total_steps": 45204, "loss": 0.3298, "learning_rate": 1.3403433905966328e-05, "epoch": 0.3894495057681885, "percentage": 38.95, "elapsed_time": "10:48:09", "remaining_time": "16:56:06"} +{"current_steps": 17610, "total_steps": 45204, "loss": 0.3633, "learning_rate": 1.3400166242591052e-05, "epoch": 0.38956011340970176, "percentage": 38.96, "elapsed_time": "10:48:19", "remaining_time": "16:55:53"} +{"current_steps": 17615, "total_steps": 45204, "loss": 0.343, "learning_rate": 1.3396898168646769e-05, "epoch": 0.38967072105121503, "percentage": 38.97, "elapsed_time": "10:48:30", "remaining_time": "16:55:42"} +{"current_steps": 17620, "total_steps": 45204, "loss": 0.3825, "learning_rate": 1.3393629684528087e-05, "epoch": 0.3897813286927283, "percentage": 38.98, "elapsed_time": "10:48:40", "remaining_time": "16:55:29"} +{"current_steps": 17625, "total_steps": 45204, "loss": 0.3106, "learning_rate": 1.3390360790629681e-05, "epoch": 0.3898919363342415, "percentage": 38.99, "elapsed_time": "10:48:49", "remaining_time": "16:55:15"} +{"current_steps": 17630, "total_steps": 45204, "loss": 0.3887, "learning_rate": 1.3387091487346269e-05, "epoch": 0.3900025439757548, "percentage": 39.0, "elapsed_time": "10:49:01", "remaining_time": "16:55:06"} +{"current_steps": 17635, "total_steps": 45204, "loss": 0.3007, "learning_rate": 1.3383821775072616e-05, "epoch": 0.39011315161726806, "percentage": 39.01, "elapsed_time": "10:49:11", "remaining_time": "16:54:53"} +{"current_steps": 17640, "total_steps": 45204, "loss": 0.467, "learning_rate": 1.3380551654203538e-05, "epoch": 0.39022375925878133, "percentage": 39.02, "elapsed_time": "10:49:22", "remaining_time": "16:54:42"} +{"current_steps": 17645, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.3377281125133903e-05, "epoch": 0.3903343669002946, "percentage": 39.03, "elapsed_time": "10:49:34", "remaining_time": "16:54:32"} +{"current_steps": 17650, "total_steps": 45204, "loss": 0.3802, "learning_rate": 1.337401018825863e-05, "epoch": 0.3904449745418078, "percentage": 39.05, "elapsed_time": "10:49:46", "remaining_time": "16:54:23"} +{"current_steps": 17655, "total_steps": 45204, "loss": 0.3593, "learning_rate": 1.3370738843972673e-05, "epoch": 0.3905555821833211, "percentage": 39.06, "elapsed_time": "10:49:57", "remaining_time": "16:54:12"} +{"current_steps": 17660, "total_steps": 45204, "loss": 0.3751, "learning_rate": 1.3367467092671056e-05, "epoch": 0.39066618982483436, "percentage": 39.07, "elapsed_time": "10:50:08", "remaining_time": "16:54:00"} +{"current_steps": 17665, "total_steps": 45204, "loss": 0.4316, "learning_rate": 1.3364194934748837e-05, "epoch": 0.39077679746634764, "percentage": 39.08, "elapsed_time": "10:50:22", "remaining_time": "16:53:53"} +{"current_steps": 17670, "total_steps": 45204, "loss": 0.2416, "learning_rate": 1.336092237060113e-05, "epoch": 0.3908874051078609, "percentage": 39.09, "elapsed_time": "10:50:31", "remaining_time": "16:53:40"} +{"current_steps": 17675, "total_steps": 45204, "loss": 0.5228, "learning_rate": 1.3357649400623096e-05, "epoch": 0.3909980127493741, "percentage": 39.1, "elapsed_time": "10:50:45", "remaining_time": "16:53:33"} +{"current_steps": 17680, "total_steps": 45204, "loss": 0.3675, "learning_rate": 1.3354376025209943e-05, "epoch": 0.3911086203908874, "percentage": 39.11, "elapsed_time": "10:50:54", "remaining_time": "16:53:20"} +{"current_steps": 17685, "total_steps": 45204, "loss": 0.3529, "learning_rate": 1.3351102244756933e-05, "epoch": 0.39121922803240067, "percentage": 39.12, "elapsed_time": "10:51:06", "remaining_time": "16:53:09"} +{"current_steps": 17690, "total_steps": 45204, "loss": 0.2927, "learning_rate": 1.3347828059659374e-05, "epoch": 0.39132983567391394, "percentage": 39.13, "elapsed_time": "10:51:17", "remaining_time": "16:52:59"} +{"current_steps": 17695, "total_steps": 45204, "loss": 0.4288, "learning_rate": 1.3344553470312617e-05, "epoch": 0.3914404433154272, "percentage": 39.14, "elapsed_time": "10:51:29", "remaining_time": "16:52:49"} +{"current_steps": 17700, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.3341278477112075e-05, "epoch": 0.3915510509569404, "percentage": 39.16, "elapsed_time": "10:51:42", "remaining_time": "16:52:40"} +{"current_steps": 17705, "total_steps": 45204, "loss": 0.3226, "learning_rate": 1.3338003080453198e-05, "epoch": 0.3916616585984537, "percentage": 39.17, "elapsed_time": "10:51:51", "remaining_time": "16:52:27"} +{"current_steps": 17710, "total_steps": 45204, "loss": 0.5407, "learning_rate": 1.3334727280731493e-05, "epoch": 0.39177226623996697, "percentage": 39.18, "elapsed_time": "10:52:05", "remaining_time": "16:52:20"} +{"current_steps": 17715, "total_steps": 45204, "loss": 0.379, "learning_rate": 1.333145107834251e-05, "epoch": 0.39188287388148024, "percentage": 39.19, "elapsed_time": "10:52:16", "remaining_time": "16:52:08"} +{"current_steps": 17720, "total_steps": 45204, "loss": 0.2965, "learning_rate": 1.3328174473681843e-05, "epoch": 0.39199348152299346, "percentage": 39.2, "elapsed_time": "10:52:26", "remaining_time": "16:51:56"} +{"current_steps": 17725, "total_steps": 45204, "loss": 0.3971, "learning_rate": 1.3324897467145152e-05, "epoch": 0.39210408916450673, "percentage": 39.21, "elapsed_time": "10:52:37", "remaining_time": "16:51:45"} +{"current_steps": 17730, "total_steps": 45204, "loss": 0.447, "learning_rate": 1.3321620059128129e-05, "epoch": 0.39221469680602, "percentage": 39.22, "elapsed_time": "10:52:49", "remaining_time": "16:51:36"} +{"current_steps": 17735, "total_steps": 45204, "loss": 0.3353, "learning_rate": 1.3318342250026517e-05, "epoch": 0.3923253044475333, "percentage": 39.23, "elapsed_time": "10:53:00", "remaining_time": "16:51:25"} +{"current_steps": 17740, "total_steps": 45204, "loss": 0.3827, "learning_rate": 1.3315064040236117e-05, "epoch": 0.39243591208904655, "percentage": 39.24, "elapsed_time": "10:53:10", "remaining_time": "16:51:12"} +{"current_steps": 17745, "total_steps": 45204, "loss": 0.4614, "learning_rate": 1.3311785430152766e-05, "epoch": 0.39254651973055976, "percentage": 39.26, "elapsed_time": "10:53:21", "remaining_time": "16:51:01"} +{"current_steps": 17750, "total_steps": 45204, "loss": 0.386, "learning_rate": 1.3308506420172362e-05, "epoch": 0.39265712737207303, "percentage": 39.27, "elapsed_time": "10:53:31", "remaining_time": "16:50:48"} +{"current_steps": 17755, "total_steps": 45204, "loss": 0.3387, "learning_rate": 1.3305227010690835e-05, "epoch": 0.3927677350135863, "percentage": 39.28, "elapsed_time": "10:53:41", "remaining_time": "16:50:36"} +{"current_steps": 17760, "total_steps": 45204, "loss": 0.3552, "learning_rate": 1.330194720210418e-05, "epoch": 0.3928783426550996, "percentage": 39.29, "elapsed_time": "10:53:51", "remaining_time": "16:50:23"} +{"current_steps": 17765, "total_steps": 45204, "loss": 0.3548, "learning_rate": 1.3298666994808432e-05, "epoch": 0.39298895029661285, "percentage": 39.3, "elapsed_time": "10:54:03", "remaining_time": "16:50:13"} +{"current_steps": 17770, "total_steps": 45204, "loss": 0.3714, "learning_rate": 1.3295386389199669e-05, "epoch": 0.39309955793812607, "percentage": 39.31, "elapsed_time": "10:54:13", "remaining_time": "16:50:00"} +{"current_steps": 17775, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.329210538567403e-05, "epoch": 0.39321016557963934, "percentage": 39.32, "elapsed_time": "10:54:24", "remaining_time": "16:49:50"} +{"current_steps": 17780, "total_steps": 45204, "loss": 0.4467, "learning_rate": 1.3288823984627695e-05, "epoch": 0.3933207732211526, "percentage": 39.33, "elapsed_time": "10:54:37", "remaining_time": "16:49:41"} +{"current_steps": 17785, "total_steps": 45204, "loss": 0.3686, "learning_rate": 1.3285542186456888e-05, "epoch": 0.3934313808626659, "percentage": 39.34, "elapsed_time": "10:54:47", "remaining_time": "16:49:29"} +{"current_steps": 17790, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.3282259991557889e-05, "epoch": 0.39354198850417915, "percentage": 39.35, "elapsed_time": "10:54:57", "remaining_time": "16:49:16"} +{"current_steps": 17795, "total_steps": 45204, "loss": 0.3712, "learning_rate": 1.3278977400327017e-05, "epoch": 0.39365259614569237, "percentage": 39.37, "elapsed_time": "10:55:08", "remaining_time": "16:49:05"} +{"current_steps": 17800, "total_steps": 45204, "loss": 0.335, "learning_rate": 1.3275694413160651e-05, "epoch": 0.39376320378720564, "percentage": 39.38, "elapsed_time": "10:55:19", "remaining_time": "16:48:54"} +{"current_steps": 17805, "total_steps": 45204, "loss": 0.3812, "learning_rate": 1.3272411030455205e-05, "epoch": 0.3938738114287189, "percentage": 39.39, "elapsed_time": "10:55:29", "remaining_time": "16:48:42"} +{"current_steps": 17810, "total_steps": 45204, "loss": 0.2961, "learning_rate": 1.3269127252607148e-05, "epoch": 0.3939844190702322, "percentage": 39.4, "elapsed_time": "10:55:41", "remaining_time": "16:48:32"} +{"current_steps": 17815, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.3265843080012997e-05, "epoch": 0.3940950267117454, "percentage": 39.41, "elapsed_time": "10:55:51", "remaining_time": "16:48:19"} +{"current_steps": 17820, "total_steps": 45204, "loss": 0.3725, "learning_rate": 1.3262558513069307e-05, "epoch": 0.39420563435325867, "percentage": 39.42, "elapsed_time": "10:56:03", "remaining_time": "16:48:09"} +{"current_steps": 17825, "total_steps": 45204, "loss": 0.2653, "learning_rate": 1.32592735521727e-05, "epoch": 0.39431624199477194, "percentage": 39.43, "elapsed_time": "10:56:13", "remaining_time": "16:47:57"} +{"current_steps": 17830, "total_steps": 45204, "loss": 0.421, "learning_rate": 1.3255988197719826e-05, "epoch": 0.3944268496362852, "percentage": 39.44, "elapsed_time": "10:56:25", "remaining_time": "16:47:46"} +{"current_steps": 17835, "total_steps": 45204, "loss": 0.4815, "learning_rate": 1.3252702450107396e-05, "epoch": 0.3945374572777985, "percentage": 39.45, "elapsed_time": "10:56:38", "remaining_time": "16:47:39"} +{"current_steps": 17840, "total_steps": 45204, "loss": 0.2808, "learning_rate": 1.3249416309732159e-05, "epoch": 0.3946480649193117, "percentage": 39.47, "elapsed_time": "10:56:51", "remaining_time": "16:47:31"} +{"current_steps": 17845, "total_steps": 45204, "loss": 0.2737, "learning_rate": 1.3246129776990916e-05, "epoch": 0.394758672560825, "percentage": 39.48, "elapsed_time": "10:56:59", "remaining_time": "16:47:16"} +{"current_steps": 17850, "total_steps": 45204, "loss": 0.5203, "learning_rate": 1.3242842852280517e-05, "epoch": 0.39486928020233825, "percentage": 39.49, "elapsed_time": "10:57:13", "remaining_time": "16:47:08"} +{"current_steps": 17855, "total_steps": 45204, "loss": 0.3445, "learning_rate": 1.3239555535997853e-05, "epoch": 0.3949798878438515, "percentage": 39.5, "elapsed_time": "10:57:24", "remaining_time": "16:46:58"} +{"current_steps": 17860, "total_steps": 45204, "loss": 0.3453, "learning_rate": 1.3236267828539869e-05, "epoch": 0.3950904954853648, "percentage": 39.51, "elapsed_time": "10:57:34", "remaining_time": "16:46:45"} +{"current_steps": 17865, "total_steps": 45204, "loss": 0.3765, "learning_rate": 1.3232979730303556e-05, "epoch": 0.395201103126878, "percentage": 39.52, "elapsed_time": "10:57:45", "remaining_time": "16:46:33"} +{"current_steps": 17870, "total_steps": 45204, "loss": 0.3025, "learning_rate": 1.3229691241685947e-05, "epoch": 0.3953117107683913, "percentage": 39.53, "elapsed_time": "10:57:53", "remaining_time": "16:46:19"} +{"current_steps": 17875, "total_steps": 45204, "loss": 0.4579, "learning_rate": 1.322640236308413e-05, "epoch": 0.39542231840990455, "percentage": 39.54, "elapsed_time": "10:58:06", "remaining_time": "16:46:10"} +{"current_steps": 17880, "total_steps": 45204, "loss": 0.4009, "learning_rate": 1.3223113094895235e-05, "epoch": 0.3955329260514178, "percentage": 39.55, "elapsed_time": "10:58:17", "remaining_time": "16:46:00"} +{"current_steps": 17885, "total_steps": 45204, "loss": 0.3219, "learning_rate": 1.3219823437516437e-05, "epoch": 0.3956435336929311, "percentage": 39.57, "elapsed_time": "10:58:30", "remaining_time": "16:45:52"} +{"current_steps": 17890, "total_steps": 45204, "loss": 0.4333, "learning_rate": 1.3216533391344966e-05, "epoch": 0.3957541413344443, "percentage": 39.58, "elapsed_time": "10:58:44", "remaining_time": "16:45:44"} +{"current_steps": 17895, "total_steps": 45204, "loss": 0.2123, "learning_rate": 1.3213242956778089e-05, "epoch": 0.3958647489759576, "percentage": 39.59, "elapsed_time": "10:58:52", "remaining_time": "16:45:29"} +{"current_steps": 17900, "total_steps": 45204, "loss": 0.3808, "learning_rate": 1.320995213421313e-05, "epoch": 0.39597535661747085, "percentage": 39.6, "elapsed_time": "10:59:04", "remaining_time": "16:45:19"} +{"current_steps": 17905, "total_steps": 45204, "loss": 0.5266, "learning_rate": 1.3206660924047452e-05, "epoch": 0.3960859642589841, "percentage": 39.61, "elapsed_time": "10:59:17", "remaining_time": "16:45:11"} +{"current_steps": 17910, "total_steps": 45204, "loss": 0.4188, "learning_rate": 1.3203369326678468e-05, "epoch": 0.39619657190049734, "percentage": 39.62, "elapsed_time": "10:59:30", "remaining_time": "16:45:03"} +{"current_steps": 17915, "total_steps": 45204, "loss": 0.33, "learning_rate": 1.3200077342503638e-05, "epoch": 0.3963071795420106, "percentage": 39.63, "elapsed_time": "10:59:39", "remaining_time": "16:44:49"} +{"current_steps": 17920, "total_steps": 45204, "loss": 0.2515, "learning_rate": 1.3196784971920464e-05, "epoch": 0.3964177871835239, "percentage": 39.64, "elapsed_time": "10:59:50", "remaining_time": "16:44:38"} +{"current_steps": 17925, "total_steps": 45204, "loss": 0.4436, "learning_rate": 1.3193492215326505e-05, "epoch": 0.39652839482503716, "percentage": 39.65, "elapsed_time": "11:00:02", "remaining_time": "16:44:27"} +{"current_steps": 17930, "total_steps": 45204, "loss": 0.3265, "learning_rate": 1.3190199073119359e-05, "epoch": 0.3966390024665504, "percentage": 39.66, "elapsed_time": "11:00:14", "remaining_time": "16:44:19"} +{"current_steps": 17935, "total_steps": 45204, "loss": 0.3603, "learning_rate": 1.3186905545696666e-05, "epoch": 0.39674961010806364, "percentage": 39.68, "elapsed_time": "11:00:26", "remaining_time": "16:44:09"} +{"current_steps": 17940, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.3183611633456126e-05, "epoch": 0.3968602177495769, "percentage": 39.69, "elapsed_time": "11:00:37", "remaining_time": "16:43:58"} +{"current_steps": 17945, "total_steps": 45204, "loss": 0.3921, "learning_rate": 1.3180317336795473e-05, "epoch": 0.3969708253910902, "percentage": 39.7, "elapsed_time": "11:00:48", "remaining_time": "16:43:47"} +{"current_steps": 17950, "total_steps": 45204, "loss": 0.2773, "learning_rate": 1.3177022656112495e-05, "epoch": 0.39708143303260346, "percentage": 39.71, "elapsed_time": "11:00:58", "remaining_time": "16:43:34"} +{"current_steps": 17955, "total_steps": 45204, "loss": 0.3487, "learning_rate": 1.3173727591805021e-05, "epoch": 0.39719204067411673, "percentage": 39.72, "elapsed_time": "11:01:09", "remaining_time": "16:43:24"} +{"current_steps": 17960, "total_steps": 45204, "loss": 0.2648, "learning_rate": 1.3170432144270932e-05, "epoch": 0.39730264831562995, "percentage": 39.73, "elapsed_time": "11:01:18", "remaining_time": "16:43:09"} +{"current_steps": 17965, "total_steps": 45204, "loss": 0.4302, "learning_rate": 1.3167136313908154e-05, "epoch": 0.3974132559571432, "percentage": 39.74, "elapsed_time": "11:01:31", "remaining_time": "16:43:01"} +{"current_steps": 17970, "total_steps": 45204, "loss": 0.3551, "learning_rate": 1.3163840101114646e-05, "epoch": 0.3975238635986565, "percentage": 39.75, "elapsed_time": "11:01:41", "remaining_time": "16:42:48"} +{"current_steps": 17975, "total_steps": 45204, "loss": 0.334, "learning_rate": 1.316054350628844e-05, "epoch": 0.39763447124016976, "percentage": 39.76, "elapsed_time": "11:01:50", "remaining_time": "16:42:34"} +{"current_steps": 17980, "total_steps": 45204, "loss": 0.413, "learning_rate": 1.315724652982759e-05, "epoch": 0.397745078881683, "percentage": 39.78, "elapsed_time": "11:02:03", "remaining_time": "16:42:26"} +{"current_steps": 17985, "total_steps": 45204, "loss": 0.3515, "learning_rate": 1.3153949172130206e-05, "epoch": 0.39785568652319625, "percentage": 39.79, "elapsed_time": "11:02:13", "remaining_time": "16:42:14"} +{"current_steps": 17990, "total_steps": 45204, "loss": 0.3197, "learning_rate": 1.3150651433594441e-05, "epoch": 0.3979662941647095, "percentage": 39.8, "elapsed_time": "11:02:23", "remaining_time": "16:42:01"} +{"current_steps": 17995, "total_steps": 45204, "loss": 0.248, "learning_rate": 1.3147353314618503e-05, "epoch": 0.3980769018062228, "percentage": 39.81, "elapsed_time": "11:02:33", "remaining_time": "16:41:47"} +{"current_steps": 18000, "total_steps": 45204, "loss": 0.3363, "learning_rate": 1.3144054815600633e-05, "epoch": 0.39818750944773607, "percentage": 39.82, "elapsed_time": "11:02:42", "remaining_time": "16:41:34"} +{"current_steps": 18005, "total_steps": 45204, "loss": 0.3462, "learning_rate": 1.3140755936939123e-05, "epoch": 0.3982981170892493, "percentage": 39.83, "elapsed_time": "11:02:50", "remaining_time": "16:41:19"} +{"current_steps": 18010, "total_steps": 45204, "loss": 0.496, "learning_rate": 1.3137456679032316e-05, "epoch": 0.39840872473076255, "percentage": 39.84, "elapsed_time": "11:03:03", "remaining_time": "16:41:10"} +{"current_steps": 18015, "total_steps": 45204, "loss": 0.4043, "learning_rate": 1.3134157042278595e-05, "epoch": 0.3985193323722758, "percentage": 39.85, "elapsed_time": "11:03:15", "remaining_time": "16:41:00"} +{"current_steps": 18020, "total_steps": 45204, "loss": 0.3013, "learning_rate": 1.3130857027076385e-05, "epoch": 0.3986299400137891, "percentage": 39.86, "elapsed_time": "11:03:25", "remaining_time": "16:40:48"} +{"current_steps": 18025, "total_steps": 45204, "loss": 0.3404, "learning_rate": 1.3127556633824167e-05, "epoch": 0.39874054765530237, "percentage": 39.87, "elapsed_time": "11:03:37", "remaining_time": "16:40:39"} +{"current_steps": 18030, "total_steps": 45204, "loss": 0.3753, "learning_rate": 1.3124255862920466e-05, "epoch": 0.3988511552968156, "percentage": 39.89, "elapsed_time": "11:03:49", "remaining_time": "16:40:29"} +{"current_steps": 18035, "total_steps": 45204, "loss": 0.4092, "learning_rate": 1.3120954714763839e-05, "epoch": 0.39896176293832886, "percentage": 39.9, "elapsed_time": "11:04:00", "remaining_time": "16:40:18"} +{"current_steps": 18040, "total_steps": 45204, "loss": 0.348, "learning_rate": 1.3117653189752907e-05, "epoch": 0.39907237057984213, "percentage": 39.91, "elapsed_time": "11:04:10", "remaining_time": "16:40:05"} +{"current_steps": 18045, "total_steps": 45204, "loss": 0.4527, "learning_rate": 1.3114351288286324e-05, "epoch": 0.3991829782213554, "percentage": 39.92, "elapsed_time": "11:04:22", "remaining_time": "16:39:55"} +{"current_steps": 18050, "total_steps": 45204, "loss": 0.3577, "learning_rate": 1.3111049010762793e-05, "epoch": 0.39929358586286867, "percentage": 39.93, "elapsed_time": "11:04:33", "remaining_time": "16:39:45"} +{"current_steps": 18055, "total_steps": 45204, "loss": 0.2532, "learning_rate": 1.3107746357581067e-05, "epoch": 0.3994041935043819, "percentage": 39.94, "elapsed_time": "11:04:45", "remaining_time": "16:39:35"} +{"current_steps": 18060, "total_steps": 45204, "loss": 0.3233, "learning_rate": 1.3104443329139938e-05, "epoch": 0.39951480114589516, "percentage": 39.95, "elapsed_time": "11:04:55", "remaining_time": "16:39:23"} +{"current_steps": 18065, "total_steps": 45204, "loss": 0.3714, "learning_rate": 1.3101139925838247e-05, "epoch": 0.39962540878740843, "percentage": 39.96, "elapsed_time": "11:05:06", "remaining_time": "16:39:11"} +{"current_steps": 18070, "total_steps": 45204, "loss": 0.4686, "learning_rate": 1.3097836148074871e-05, "epoch": 0.3997360164289217, "percentage": 39.97, "elapsed_time": "11:05:19", "remaining_time": "16:39:03"} +{"current_steps": 18075, "total_steps": 45204, "loss": 0.2475, "learning_rate": 1.3094531996248754e-05, "epoch": 0.3998466240704349, "percentage": 39.99, "elapsed_time": "11:05:29", "remaining_time": "16:38:50"} +{"current_steps": 18080, "total_steps": 45204, "loss": 0.3858, "learning_rate": 1.3091227470758862e-05, "epoch": 0.3999572317119482, "percentage": 40.0, "elapsed_time": "11:05:38", "remaining_time": "16:38:36"} +{"current_steps": 18085, "total_steps": 45204, "loss": 0.5655, "learning_rate": 1.3087922572004215e-05, "epoch": 0.40006783935346146, "percentage": 40.01, "elapsed_time": "11:05:48", "remaining_time": "16:38:24"} +{"current_steps": 18090, "total_steps": 45204, "loss": 0.3397, "learning_rate": 1.3084617300383882e-05, "epoch": 0.40017844699497473, "percentage": 40.02, "elapsed_time": "11:06:00", "remaining_time": "16:38:14"} +{"current_steps": 18095, "total_steps": 45204, "loss": 0.2911, "learning_rate": 1.3081311656296975e-05, "epoch": 0.400289054636488, "percentage": 40.03, "elapsed_time": "11:06:12", "remaining_time": "16:38:04"} +{"current_steps": 18100, "total_steps": 45204, "loss": 0.3833, "learning_rate": 1.3078005640142644e-05, "epoch": 0.4003996622780012, "percentage": 40.04, "elapsed_time": "11:06:24", "remaining_time": "16:37:55"} +{"current_steps": 18105, "total_steps": 45204, "loss": 0.3658, "learning_rate": 1.3074699252320093e-05, "epoch": 0.4005102699195145, "percentage": 40.05, "elapsed_time": "11:06:35", "remaining_time": "16:37:43"} +{"current_steps": 18110, "total_steps": 45204, "loss": 0.2726, "learning_rate": 1.3071392493228567e-05, "epoch": 0.40062087756102777, "percentage": 40.06, "elapsed_time": "11:06:47", "remaining_time": "16:37:34"} +{"current_steps": 18115, "total_steps": 45204, "loss": 0.3567, "learning_rate": 1.3068085363267356e-05, "epoch": 0.40073148520254104, "percentage": 40.07, "elapsed_time": "11:06:56", "remaining_time": "16:37:20"} +{"current_steps": 18120, "total_steps": 45204, "loss": 0.4133, "learning_rate": 1.3064777862835793e-05, "epoch": 0.4008420928440543, "percentage": 40.08, "elapsed_time": "11:07:08", "remaining_time": "16:37:10"} +{"current_steps": 18125, "total_steps": 45204, "loss": 0.4048, "learning_rate": 1.3061469992333262e-05, "epoch": 0.4009527004855675, "percentage": 40.1, "elapsed_time": "11:07:18", "remaining_time": "16:36:57"} +{"current_steps": 18130, "total_steps": 45204, "loss": 0.3692, "learning_rate": 1.3058161752159187e-05, "epoch": 0.4010633081270808, "percentage": 40.11, "elapsed_time": "11:07:28", "remaining_time": "16:36:45"} +{"current_steps": 18135, "total_steps": 45204, "loss": 0.3809, "learning_rate": 1.3054853142713028e-05, "epoch": 0.40117391576859407, "percentage": 40.12, "elapsed_time": "11:07:37", "remaining_time": "16:36:31"} +{"current_steps": 18140, "total_steps": 45204, "loss": 0.3958, "learning_rate": 1.3051544164394308e-05, "epoch": 0.40128452341010734, "percentage": 40.13, "elapsed_time": "11:07:47", "remaining_time": "16:36:19"} +{"current_steps": 18145, "total_steps": 45204, "loss": 0.4835, "learning_rate": 1.3048234817602585e-05, "epoch": 0.4013951310516206, "percentage": 40.14, "elapsed_time": "11:08:01", "remaining_time": "16:36:11"} +{"current_steps": 18150, "total_steps": 45204, "loss": 0.4225, "learning_rate": 1.3044925102737454e-05, "epoch": 0.40150573869313383, "percentage": 40.15, "elapsed_time": "11:08:12", "remaining_time": "16:36:00"} +{"current_steps": 18155, "total_steps": 45204, "loss": 0.4315, "learning_rate": 1.304161502019857e-05, "epoch": 0.4016163463346471, "percentage": 40.16, "elapsed_time": "11:08:21", "remaining_time": "16:35:46"} +{"current_steps": 18160, "total_steps": 45204, "loss": 0.3985, "learning_rate": 1.303830457038562e-05, "epoch": 0.4017269539761604, "percentage": 40.17, "elapsed_time": "11:08:31", "remaining_time": "16:35:34"} +{"current_steps": 18165, "total_steps": 45204, "loss": 0.3254, "learning_rate": 1.3034993753698343e-05, "epoch": 0.40183756161767364, "percentage": 40.18, "elapsed_time": "11:08:43", "remaining_time": "16:35:24"} +{"current_steps": 18170, "total_steps": 45204, "loss": 0.3948, "learning_rate": 1.3031682570536518e-05, "epoch": 0.40194816925918686, "percentage": 40.2, "elapsed_time": "11:08:55", "remaining_time": "16:35:14"} +{"current_steps": 18175, "total_steps": 45204, "loss": 0.3866, "learning_rate": 1.3028371021299964e-05, "epoch": 0.40205877690070013, "percentage": 40.21, "elapsed_time": "11:09:04", "remaining_time": "16:35:00"} +{"current_steps": 18180, "total_steps": 45204, "loss": 0.4581, "learning_rate": 1.302505910638856e-05, "epoch": 0.4021693845422134, "percentage": 40.22, "elapsed_time": "11:09:15", "remaining_time": "16:34:50"} +{"current_steps": 18185, "total_steps": 45204, "loss": 0.5623, "learning_rate": 1.3021746826202208e-05, "epoch": 0.4022799921837267, "percentage": 40.23, "elapsed_time": "11:09:26", "remaining_time": "16:34:38"} +{"current_steps": 18190, "total_steps": 45204, "loss": 0.3615, "learning_rate": 1.3018434181140871e-05, "epoch": 0.40239059982523995, "percentage": 40.24, "elapsed_time": "11:09:37", "remaining_time": "16:34:28"} +{"current_steps": 18195, "total_steps": 45204, "loss": 0.3752, "learning_rate": 1.301512117160455e-05, "epoch": 0.40250120746675316, "percentage": 40.25, "elapsed_time": "11:09:49", "remaining_time": "16:34:17"} +{"current_steps": 18200, "total_steps": 45204, "loss": 0.4741, "learning_rate": 1.3011807797993286e-05, "epoch": 0.40261181510826644, "percentage": 40.26, "elapsed_time": "11:09:59", "remaining_time": "16:34:05"} +{"current_steps": 18205, "total_steps": 45204, "loss": 0.3612, "learning_rate": 1.3008494060707171e-05, "epoch": 0.4027224227497797, "percentage": 40.27, "elapsed_time": "11:10:12", "remaining_time": "16:33:57"} +{"current_steps": 18210, "total_steps": 45204, "loss": 0.3559, "learning_rate": 1.3005179960146337e-05, "epoch": 0.402833030391293, "percentage": 40.28, "elapsed_time": "11:10:23", "remaining_time": "16:33:46"} +{"current_steps": 18215, "total_steps": 45204, "loss": 0.506, "learning_rate": 1.3001865496710962e-05, "epoch": 0.40294363803280625, "percentage": 40.3, "elapsed_time": "11:10:36", "remaining_time": "16:33:38"} +{"current_steps": 18220, "total_steps": 45204, "loss": 0.3622, "learning_rate": 1.2998550670801262e-05, "epoch": 0.40305424567431947, "percentage": 40.31, "elapsed_time": "11:10:45", "remaining_time": "16:33:24"} +{"current_steps": 18225, "total_steps": 45204, "loss": 0.2858, "learning_rate": 1.2995235482817506e-05, "epoch": 0.40316485331583274, "percentage": 40.32, "elapsed_time": "11:10:56", "remaining_time": "16:33:12"} +{"current_steps": 18230, "total_steps": 45204, "loss": 0.51, "learning_rate": 1.2991919933160001e-05, "epoch": 0.403275460957346, "percentage": 40.33, "elapsed_time": "11:11:09", "remaining_time": "16:33:04"} +{"current_steps": 18235, "total_steps": 45204, "loss": 0.3954, "learning_rate": 1.2988604022229094e-05, "epoch": 0.4033860685988593, "percentage": 40.34, "elapsed_time": "11:11:20", "remaining_time": "16:32:53"} +{"current_steps": 18240, "total_steps": 45204, "loss": 0.3209, "learning_rate": 1.2985287750425186e-05, "epoch": 0.40349667624037255, "percentage": 40.35, "elapsed_time": "11:11:30", "remaining_time": "16:32:41"} +{"current_steps": 18245, "total_steps": 45204, "loss": 0.3871, "learning_rate": 1.2981971118148717e-05, "epoch": 0.40360728388188577, "percentage": 40.36, "elapsed_time": "11:11:42", "remaining_time": "16:32:31"} +{"current_steps": 18250, "total_steps": 45204, "loss": 0.3428, "learning_rate": 1.297865412580016e-05, "epoch": 0.40371789152339904, "percentage": 40.37, "elapsed_time": "11:11:53", "remaining_time": "16:32:20"} +{"current_steps": 18255, "total_steps": 45204, "loss": 0.2975, "learning_rate": 1.297533677378005e-05, "epoch": 0.4038284991649123, "percentage": 40.38, "elapsed_time": "11:12:03", "remaining_time": "16:32:07"} +{"current_steps": 18260, "total_steps": 45204, "loss": 0.4607, "learning_rate": 1.2972019062488954e-05, "epoch": 0.4039391068064256, "percentage": 40.39, "elapsed_time": "11:12:14", "remaining_time": "16:31:56"} +{"current_steps": 18265, "total_steps": 45204, "loss": 0.463, "learning_rate": 1.296870099232748e-05, "epoch": 0.4040497144479388, "percentage": 40.41, "elapsed_time": "11:12:24", "remaining_time": "16:31:44"} +{"current_steps": 18270, "total_steps": 45204, "loss": 0.3103, "learning_rate": 1.296538256369629e-05, "epoch": 0.4041603220894521, "percentage": 40.42, "elapsed_time": "11:12:36", "remaining_time": "16:31:33"} +{"current_steps": 18275, "total_steps": 45204, "loss": 0.2812, "learning_rate": 1.2962063776996078e-05, "epoch": 0.40427092973096534, "percentage": 40.43, "elapsed_time": "11:12:47", "remaining_time": "16:31:22"} +{"current_steps": 18280, "total_steps": 45204, "loss": 0.3304, "learning_rate": 1.2958744632627594e-05, "epoch": 0.4043815373724786, "percentage": 40.44, "elapsed_time": "11:12:56", "remaining_time": "16:31:08"} +{"current_steps": 18285, "total_steps": 45204, "loss": 0.3451, "learning_rate": 1.2955425130991614e-05, "epoch": 0.4044921450139919, "percentage": 40.45, "elapsed_time": "11:13:07", "remaining_time": "16:30:57"} +{"current_steps": 18290, "total_steps": 45204, "loss": 0.2657, "learning_rate": 1.2952105272488976e-05, "epoch": 0.4046027526555051, "percentage": 40.46, "elapsed_time": "11:13:18", "remaining_time": "16:30:47"} +{"current_steps": 18295, "total_steps": 45204, "loss": 0.249, "learning_rate": 1.2948785057520545e-05, "epoch": 0.4047133602970184, "percentage": 40.47, "elapsed_time": "11:13:27", "remaining_time": "16:30:32"} +{"current_steps": 18300, "total_steps": 45204, "loss": 0.5386, "learning_rate": 1.2945464486487235e-05, "epoch": 0.40482396793853165, "percentage": 40.48, "elapsed_time": "11:13:39", "remaining_time": "16:30:23"} +{"current_steps": 18305, "total_steps": 45204, "loss": 0.3112, "learning_rate": 1.2942143559790013e-05, "epoch": 0.4049345755800449, "percentage": 40.49, "elapsed_time": "11:13:51", "remaining_time": "16:30:14"} +{"current_steps": 18310, "total_steps": 45204, "loss": 0.3754, "learning_rate": 1.2938822277829872e-05, "epoch": 0.4050451832215582, "percentage": 40.51, "elapsed_time": "11:14:03", "remaining_time": "16:30:04"} +{"current_steps": 18315, "total_steps": 45204, "loss": 0.3846, "learning_rate": 1.2935500641007856e-05, "epoch": 0.4051557908630714, "percentage": 40.52, "elapsed_time": "11:14:14", "remaining_time": "16:29:53"} +{"current_steps": 18320, "total_steps": 45204, "loss": 0.4957, "learning_rate": 1.2932178649725056e-05, "epoch": 0.4052663985045847, "percentage": 40.53, "elapsed_time": "11:14:26", "remaining_time": "16:29:43"} +{"current_steps": 18325, "total_steps": 45204, "loss": 0.3258, "learning_rate": 1.29288563043826e-05, "epoch": 0.40537700614609795, "percentage": 40.54, "elapsed_time": "11:14:36", "remaining_time": "16:29:30"} +{"current_steps": 18330, "total_steps": 45204, "loss": 0.3157, "learning_rate": 1.2925533605381654e-05, "epoch": 0.4054876137876112, "percentage": 40.55, "elapsed_time": "11:14:46", "remaining_time": "16:29:18"} +{"current_steps": 18335, "total_steps": 45204, "loss": 0.3019, "learning_rate": 1.2922210553123445e-05, "epoch": 0.40559822142912444, "percentage": 40.56, "elapsed_time": "11:14:56", "remaining_time": "16:29:04"} +{"current_steps": 18340, "total_steps": 45204, "loss": 0.3333, "learning_rate": 1.2918887148009218e-05, "epoch": 0.4057088290706377, "percentage": 40.57, "elapsed_time": "11:15:05", "remaining_time": "16:28:51"} +{"current_steps": 18345, "total_steps": 45204, "loss": 0.2522, "learning_rate": 1.2915563390440285e-05, "epoch": 0.405819436712151, "percentage": 40.58, "elapsed_time": "11:15:15", "remaining_time": "16:28:39"} +{"current_steps": 18350, "total_steps": 45204, "loss": 0.1949, "learning_rate": 1.2912239280817973e-05, "epoch": 0.40593004435366425, "percentage": 40.59, "elapsed_time": "11:15:24", "remaining_time": "16:28:25"} +{"current_steps": 18355, "total_steps": 45204, "loss": 0.4749, "learning_rate": 1.2908914819543683e-05, "epoch": 0.4060406519951775, "percentage": 40.6, "elapsed_time": "11:15:38", "remaining_time": "16:28:17"} +{"current_steps": 18360, "total_steps": 45204, "loss": 0.5045, "learning_rate": 1.2905590007018835e-05, "epoch": 0.40615125963669074, "percentage": 40.62, "elapsed_time": "11:15:53", "remaining_time": "16:28:13"} +{"current_steps": 18365, "total_steps": 45204, "loss": 0.4193, "learning_rate": 1.2902264843644898e-05, "epoch": 0.406261867278204, "percentage": 40.63, "elapsed_time": "11:16:05", "remaining_time": "16:28:03"} +{"current_steps": 18370, "total_steps": 45204, "loss": 0.4007, "learning_rate": 1.289893932982339e-05, "epoch": 0.4063724749197173, "percentage": 40.64, "elapsed_time": "11:16:16", "remaining_time": "16:27:52"} +{"current_steps": 18375, "total_steps": 45204, "loss": 0.4025, "learning_rate": 1.2895613465955861e-05, "epoch": 0.40648308256123056, "percentage": 40.65, "elapsed_time": "11:16:27", "remaining_time": "16:27:40"} +{"current_steps": 18380, "total_steps": 45204, "loss": 0.2801, "learning_rate": 1.2892287252443909e-05, "epoch": 0.40659369020274383, "percentage": 40.66, "elapsed_time": "11:16:39", "remaining_time": "16:27:31"} +{"current_steps": 18385, "total_steps": 45204, "loss": 0.318, "learning_rate": 1.2888960689689175e-05, "epoch": 0.40670429784425705, "percentage": 40.67, "elapsed_time": "11:16:48", "remaining_time": "16:27:18"} +{"current_steps": 18390, "total_steps": 45204, "loss": 0.3318, "learning_rate": 1.2885633778093338e-05, "epoch": 0.4068149054857703, "percentage": 40.68, "elapsed_time": "11:16:56", "remaining_time": "16:27:02"} +{"current_steps": 18395, "total_steps": 45204, "loss": 0.4367, "learning_rate": 1.2882306518058126e-05, "epoch": 0.4069255131272836, "percentage": 40.69, "elapsed_time": "11:17:06", "remaining_time": "16:26:50"} +{"current_steps": 18400, "total_steps": 45204, "loss": 0.3463, "learning_rate": 1.2878978909985296e-05, "epoch": 0.40703612076879686, "percentage": 40.7, "elapsed_time": "11:17:18", "remaining_time": "16:26:39"} +{"current_steps": 18405, "total_steps": 45204, "loss": 0.3357, "learning_rate": 1.2875650954276662e-05, "epoch": 0.40714672841031013, "percentage": 40.72, "elapsed_time": "11:17:27", "remaining_time": "16:26:26"} +{"current_steps": 18410, "total_steps": 45204, "loss": 0.3452, "learning_rate": 1.2872322651334078e-05, "epoch": 0.40725733605182335, "percentage": 40.73, "elapsed_time": "11:17:39", "remaining_time": "16:26:15"} +{"current_steps": 18415, "total_steps": 45204, "loss": 0.1891, "learning_rate": 1.2868994001559423e-05, "epoch": 0.4073679436933366, "percentage": 40.74, "elapsed_time": "11:17:47", "remaining_time": "16:26:00"} +{"current_steps": 18420, "total_steps": 45204, "loss": 0.4411, "learning_rate": 1.286566500535464e-05, "epoch": 0.4074785513348499, "percentage": 40.75, "elapsed_time": "11:17:58", "remaining_time": "16:25:49"} +{"current_steps": 18425, "total_steps": 45204, "loss": 0.4031, "learning_rate": 1.2862335663121702e-05, "epoch": 0.40758915897636316, "percentage": 40.76, "elapsed_time": "11:18:07", "remaining_time": "16:25:35"} +{"current_steps": 18430, "total_steps": 45204, "loss": 0.4645, "learning_rate": 1.2859005975262626e-05, "epoch": 0.4076997666178764, "percentage": 40.77, "elapsed_time": "11:18:19", "remaining_time": "16:25:25"} +{"current_steps": 18435, "total_steps": 45204, "loss": 0.4837, "learning_rate": 1.285567594217947e-05, "epoch": 0.40781037425938965, "percentage": 40.78, "elapsed_time": "11:18:32", "remaining_time": "16:25:18"} +{"current_steps": 18440, "total_steps": 45204, "loss": 0.2839, "learning_rate": 1.2852345564274336e-05, "epoch": 0.4079209819009029, "percentage": 40.79, "elapsed_time": "11:18:44", "remaining_time": "16:25:08"} +{"current_steps": 18445, "total_steps": 45204, "loss": 0.299, "learning_rate": 1.2849014841949367e-05, "epoch": 0.4080315895424162, "percentage": 40.8, "elapsed_time": "11:18:54", "remaining_time": "16:24:55"} +{"current_steps": 18450, "total_steps": 45204, "loss": 0.2578, "learning_rate": 1.2845683775606741e-05, "epoch": 0.40814219718392947, "percentage": 40.81, "elapsed_time": "11:19:02", "remaining_time": "16:24:40"} +{"current_steps": 18455, "total_steps": 45204, "loss": 0.2736, "learning_rate": 1.2842352365648687e-05, "epoch": 0.4082528048254427, "percentage": 40.83, "elapsed_time": "11:19:15", "remaining_time": "16:24:31"} +{"current_steps": 18460, "total_steps": 45204, "loss": 0.4261, "learning_rate": 1.2839020612477476e-05, "epoch": 0.40836341246695596, "percentage": 40.84, "elapsed_time": "11:19:25", "remaining_time": "16:24:19"} +{"current_steps": 18465, "total_steps": 45204, "loss": 0.4389, "learning_rate": 1.2835688516495406e-05, "epoch": 0.4084740201084692, "percentage": 40.85, "elapsed_time": "11:19:36", "remaining_time": "16:24:08"} +{"current_steps": 18470, "total_steps": 45204, "loss": 0.3527, "learning_rate": 1.2832356078104838e-05, "epoch": 0.4085846277499825, "percentage": 40.86, "elapsed_time": "11:19:48", "remaining_time": "16:23:58"} +{"current_steps": 18475, "total_steps": 45204, "loss": 0.4349, "learning_rate": 1.2829023297708156e-05, "epoch": 0.40869523539149577, "percentage": 40.87, "elapsed_time": "11:19:58", "remaining_time": "16:23:46"} +{"current_steps": 18480, "total_steps": 45204, "loss": 0.436, "learning_rate": 1.282569017570779e-05, "epoch": 0.408805843033009, "percentage": 40.88, "elapsed_time": "11:20:09", "remaining_time": "16:23:35"} +{"current_steps": 18485, "total_steps": 45204, "loss": 0.4033, "learning_rate": 1.2822356712506218e-05, "epoch": 0.40891645067452226, "percentage": 40.89, "elapsed_time": "11:20:19", "remaining_time": "16:23:21"} +{"current_steps": 18490, "total_steps": 45204, "loss": 0.4488, "learning_rate": 1.2819022908505956e-05, "epoch": 0.40902705831603553, "percentage": 40.9, "elapsed_time": "11:20:29", "remaining_time": "16:23:08"} +{"current_steps": 18495, "total_steps": 45204, "loss": 0.1942, "learning_rate": 1.2815688764109557e-05, "epoch": 0.4091376659575488, "percentage": 40.91, "elapsed_time": "11:20:37", "remaining_time": "16:22:54"} +{"current_steps": 18500, "total_steps": 45204, "loss": 0.4558, "learning_rate": 1.2812354279719617e-05, "epoch": 0.4092482735990621, "percentage": 40.93, "elapsed_time": "11:20:48", "remaining_time": "16:22:43"} +{"current_steps": 18505, "total_steps": 45204, "loss": 0.3372, "learning_rate": 1.2809019455738777e-05, "epoch": 0.4093588812405753, "percentage": 40.94, "elapsed_time": "11:20:58", "remaining_time": "16:22:31"} +{"current_steps": 18510, "total_steps": 45204, "loss": 0.45, "learning_rate": 1.2805684292569713e-05, "epoch": 0.40946948888208856, "percentage": 40.95, "elapsed_time": "11:21:09", "remaining_time": "16:22:20"} +{"current_steps": 18515, "total_steps": 45204, "loss": 0.4157, "learning_rate": 1.2802348790615145e-05, "epoch": 0.40958009652360183, "percentage": 40.96, "elapsed_time": "11:21:20", "remaining_time": "16:22:07"} +{"current_steps": 18520, "total_steps": 45204, "loss": 0.3901, "learning_rate": 1.2799012950277836e-05, "epoch": 0.4096907041651151, "percentage": 40.97, "elapsed_time": "11:21:30", "remaining_time": "16:21:55"} +{"current_steps": 18525, "total_steps": 45204, "loss": 0.31, "learning_rate": 1.2795676771960588e-05, "epoch": 0.4098013118066283, "percentage": 40.98, "elapsed_time": "11:21:40", "remaining_time": "16:21:42"} +{"current_steps": 18530, "total_steps": 45204, "loss": 0.3636, "learning_rate": 1.2792340256066238e-05, "epoch": 0.4099119194481416, "percentage": 40.99, "elapsed_time": "11:21:51", "remaining_time": "16:21:31"} +{"current_steps": 18535, "total_steps": 45204, "loss": 0.4337, "learning_rate": 1.2789003402997677e-05, "epoch": 0.41002252708965486, "percentage": 41.0, "elapsed_time": "11:22:03", "remaining_time": "16:21:23"} +{"current_steps": 18540, "total_steps": 45204, "loss": 0.4569, "learning_rate": 1.2785666213157826e-05, "epoch": 0.41013313473116814, "percentage": 41.01, "elapsed_time": "11:22:14", "remaining_time": "16:21:11"} +{"current_steps": 18545, "total_steps": 45204, "loss": 0.3325, "learning_rate": 1.2782328686949646e-05, "epoch": 0.4102437423726814, "percentage": 41.03, "elapsed_time": "11:22:26", "remaining_time": "16:21:01"} +{"current_steps": 18550, "total_steps": 45204, "loss": 0.4867, "learning_rate": 1.2778990824776147e-05, "epoch": 0.4103543500141946, "percentage": 41.04, "elapsed_time": "11:22:36", "remaining_time": "16:20:49"} +{"current_steps": 18555, "total_steps": 45204, "loss": 0.4532, "learning_rate": 1.2775652627040374e-05, "epoch": 0.4104649576557079, "percentage": 41.05, "elapsed_time": "11:22:46", "remaining_time": "16:20:37"} +{"current_steps": 18560, "total_steps": 45204, "loss": 0.4526, "learning_rate": 1.2772314094145411e-05, "epoch": 0.41057556529722117, "percentage": 41.06, "elapsed_time": "11:22:58", "remaining_time": "16:20:27"} +{"current_steps": 18565, "total_steps": 45204, "loss": 0.3608, "learning_rate": 1.2768975226494385e-05, "epoch": 0.41068617293873444, "percentage": 41.07, "elapsed_time": "11:23:07", "remaining_time": "16:20:13"} +{"current_steps": 18570, "total_steps": 45204, "loss": 0.384, "learning_rate": 1.2765636024490467e-05, "epoch": 0.4107967805802477, "percentage": 41.08, "elapsed_time": "11:23:18", "remaining_time": "16:20:02"} +{"current_steps": 18575, "total_steps": 45204, "loss": 0.3063, "learning_rate": 1.2762296488536861e-05, "epoch": 0.4109073882217609, "percentage": 41.09, "elapsed_time": "11:23:29", "remaining_time": "16:19:51"} +{"current_steps": 18580, "total_steps": 45204, "loss": 0.3322, "learning_rate": 1.2758956619036813e-05, "epoch": 0.4110179958632742, "percentage": 41.1, "elapsed_time": "11:23:40", "remaining_time": "16:19:40"} +{"current_steps": 18585, "total_steps": 45204, "loss": 0.4197, "learning_rate": 1.2755616416393617e-05, "epoch": 0.41112860350478747, "percentage": 41.11, "elapsed_time": "11:23:50", "remaining_time": "16:19:27"} +{"current_steps": 18590, "total_steps": 45204, "loss": 0.4425, "learning_rate": 1.2752275881010601e-05, "epoch": 0.41123921114630074, "percentage": 41.12, "elapsed_time": "11:24:05", "remaining_time": "16:19:21"} +{"current_steps": 18595, "total_steps": 45204, "loss": 0.4284, "learning_rate": 1.2748935013291126e-05, "epoch": 0.411349818787814, "percentage": 41.14, "elapsed_time": "11:24:17", "remaining_time": "16:19:12"} +{"current_steps": 18600, "total_steps": 45204, "loss": 0.4623, "learning_rate": 1.2745593813638605e-05, "epoch": 0.41146042642932723, "percentage": 41.15, "elapsed_time": "11:24:32", "remaining_time": "16:19:06"} +{"current_steps": 18605, "total_steps": 45204, "loss": 0.4495, "learning_rate": 1.2742252282456493e-05, "epoch": 0.4115710340708405, "percentage": 41.16, "elapsed_time": "11:24:44", "remaining_time": "16:18:57"} +{"current_steps": 18610, "total_steps": 45204, "loss": 0.4274, "learning_rate": 1.2738910420148274e-05, "epoch": 0.4116816417123538, "percentage": 41.17, "elapsed_time": "11:25:00", "remaining_time": "16:18:52"} +{"current_steps": 18615, "total_steps": 45204, "loss": 0.2781, "learning_rate": 1.273556822711747e-05, "epoch": 0.41179224935386705, "percentage": 41.18, "elapsed_time": "11:25:08", "remaining_time": "16:18:37"} +{"current_steps": 18620, "total_steps": 45204, "loss": 0.4155, "learning_rate": 1.273222570376766e-05, "epoch": 0.41190285699538026, "percentage": 41.19, "elapsed_time": "11:25:18", "remaining_time": "16:18:25"} +{"current_steps": 18625, "total_steps": 45204, "loss": 0.3058, "learning_rate": 1.272888285050245e-05, "epoch": 0.41201346463689353, "percentage": 41.2, "elapsed_time": "11:25:29", "remaining_time": "16:18:13"} +{"current_steps": 18630, "total_steps": 45204, "loss": 0.2229, "learning_rate": 1.2725539667725487e-05, "epoch": 0.4121240722784068, "percentage": 41.21, "elapsed_time": "11:25:37", "remaining_time": "16:17:59"} +{"current_steps": 18635, "total_steps": 45204, "loss": 0.4834, "learning_rate": 1.2722196155840456e-05, "epoch": 0.4122346799199201, "percentage": 41.22, "elapsed_time": "11:25:52", "remaining_time": "16:17:52"} +{"current_steps": 18640, "total_steps": 45204, "loss": 0.4532, "learning_rate": 1.2718852315251094e-05, "epoch": 0.41234528756143335, "percentage": 41.24, "elapsed_time": "11:26:02", "remaining_time": "16:17:41"} +{"current_steps": 18645, "total_steps": 45204, "loss": 0.3325, "learning_rate": 1.2715508146361158e-05, "epoch": 0.41245589520294657, "percentage": 41.25, "elapsed_time": "11:26:11", "remaining_time": "16:17:27"} +{"current_steps": 18650, "total_steps": 45204, "loss": 0.3074, "learning_rate": 1.2712163649574463e-05, "epoch": 0.41256650284445984, "percentage": 41.26, "elapsed_time": "11:26:23", "remaining_time": "16:17:17"} +{"current_steps": 18655, "total_steps": 45204, "loss": 0.4812, "learning_rate": 1.2708818825294853e-05, "epoch": 0.4126771104859731, "percentage": 41.27, "elapsed_time": "11:26:34", "remaining_time": "16:17:06"} +{"current_steps": 18660, "total_steps": 45204, "loss": 0.6143, "learning_rate": 1.2705473673926218e-05, "epoch": 0.4127877181274864, "percentage": 41.28, "elapsed_time": "11:26:50", "remaining_time": "16:17:02"} +{"current_steps": 18665, "total_steps": 45204, "loss": 0.2793, "learning_rate": 1.2702128195872476e-05, "epoch": 0.41289832576899965, "percentage": 41.29, "elapsed_time": "11:26:58", "remaining_time": "16:16:47"} +{"current_steps": 18670, "total_steps": 45204, "loss": 0.3169, "learning_rate": 1.26987823915376e-05, "epoch": 0.41300893341051287, "percentage": 41.3, "elapsed_time": "11:27:07", "remaining_time": "16:16:33"} +{"current_steps": 18675, "total_steps": 45204, "loss": 0.2909, "learning_rate": 1.2695436261325596e-05, "epoch": 0.41311954105202614, "percentage": 41.31, "elapsed_time": "11:27:18", "remaining_time": "16:16:21"} +{"current_steps": 18680, "total_steps": 45204, "loss": 0.4956, "learning_rate": 1.2692089805640497e-05, "epoch": 0.4132301486935394, "percentage": 41.32, "elapsed_time": "11:27:29", "remaining_time": "16:16:11"} +{"current_steps": 18685, "total_steps": 45204, "loss": 0.3418, "learning_rate": 1.26887430248864e-05, "epoch": 0.4133407563350527, "percentage": 41.33, "elapsed_time": "11:27:42", "remaining_time": "16:16:02"} +{"current_steps": 18690, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.268539591946742e-05, "epoch": 0.41345136397656596, "percentage": 41.35, "elapsed_time": "11:27:53", "remaining_time": "16:15:50"} +{"current_steps": 18695, "total_steps": 45204, "loss": 0.4105, "learning_rate": 1.2682048489787718e-05, "epoch": 0.41356197161807917, "percentage": 41.36, "elapsed_time": "11:28:02", "remaining_time": "16:15:38"} +{"current_steps": 18700, "total_steps": 45204, "loss": 0.4049, "learning_rate": 1.26787007362515e-05, "epoch": 0.41367257925959244, "percentage": 41.37, "elapsed_time": "11:28:14", "remaining_time": "16:15:27"} +{"current_steps": 18705, "total_steps": 45204, "loss": 0.3442, "learning_rate": 1.2675352659263003e-05, "epoch": 0.4137831869011057, "percentage": 41.38, "elapsed_time": "11:28:24", "remaining_time": "16:15:14"} +{"current_steps": 18710, "total_steps": 45204, "loss": 0.3732, "learning_rate": 1.267200425922651e-05, "epoch": 0.413893794542619, "percentage": 41.39, "elapsed_time": "11:28:35", "remaining_time": "16:15:04"} +{"current_steps": 18715, "total_steps": 45204, "loss": 0.1521, "learning_rate": 1.2668655536546332e-05, "epoch": 0.4140044021841322, "percentage": 41.4, "elapsed_time": "11:28:43", "remaining_time": "16:14:48"} +{"current_steps": 18720, "total_steps": 45204, "loss": 0.3867, "learning_rate": 1.2665306491626834e-05, "epoch": 0.4141150098256455, "percentage": 41.41, "elapsed_time": "11:28:54", "remaining_time": "16:14:37"} +{"current_steps": 18725, "total_steps": 45204, "loss": 0.2624, "learning_rate": 1.266195712487241e-05, "epoch": 0.41422561746715875, "percentage": 41.42, "elapsed_time": "11:29:04", "remaining_time": "16:14:25"} +{"current_steps": 18730, "total_steps": 45204, "loss": 0.3817, "learning_rate": 1.2658607436687489e-05, "epoch": 0.414336225108672, "percentage": 41.43, "elapsed_time": "11:29:14", "remaining_time": "16:14:13"} +{"current_steps": 18735, "total_steps": 45204, "loss": 0.4317, "learning_rate": 1.2655257427476552e-05, "epoch": 0.4144468327501853, "percentage": 41.45, "elapsed_time": "11:29:27", "remaining_time": "16:14:04"} +{"current_steps": 18740, "total_steps": 45204, "loss": 0.412, "learning_rate": 1.2651907097644112e-05, "epoch": 0.4145574403916985, "percentage": 41.46, "elapsed_time": "11:29:36", "remaining_time": "16:13:51"} +{"current_steps": 18745, "total_steps": 45204, "loss": 0.2964, "learning_rate": 1.264855644759471e-05, "epoch": 0.4146680480332118, "percentage": 41.47, "elapsed_time": "11:29:45", "remaining_time": "16:13:36"} +{"current_steps": 18750, "total_steps": 45204, "loss": 0.4022, "learning_rate": 1.264520547773295e-05, "epoch": 0.41477865567472505, "percentage": 41.48, "elapsed_time": "11:29:57", "remaining_time": "16:13:26"} +{"current_steps": 18755, "total_steps": 45204, "loss": 0.5322, "learning_rate": 1.2641854188463451e-05, "epoch": 0.4148892633162383, "percentage": 41.49, "elapsed_time": "11:30:09", "remaining_time": "16:13:17"} +{"current_steps": 18760, "total_steps": 45204, "loss": 0.4039, "learning_rate": 1.2638502580190885e-05, "epoch": 0.4149998709577516, "percentage": 41.5, "elapsed_time": "11:30:19", "remaining_time": "16:13:04"} +{"current_steps": 18765, "total_steps": 45204, "loss": 0.3278, "learning_rate": 1.2635150653319953e-05, "epoch": 0.4151104785992648, "percentage": 41.51, "elapsed_time": "11:30:31", "remaining_time": "16:12:54"} +{"current_steps": 18770, "total_steps": 45204, "loss": 0.447, "learning_rate": 1.2631798408255404e-05, "epoch": 0.4152210862407781, "percentage": 41.52, "elapsed_time": "11:30:43", "remaining_time": "16:12:44"} +{"current_steps": 18775, "total_steps": 45204, "loss": 0.4257, "learning_rate": 1.262844584540202e-05, "epoch": 0.41533169388229135, "percentage": 41.53, "elapsed_time": "11:30:54", "remaining_time": "16:12:34"} +{"current_steps": 18780, "total_steps": 45204, "loss": 0.2437, "learning_rate": 1.2625092965164618e-05, "epoch": 0.4154423015238046, "percentage": 41.54, "elapsed_time": "11:31:04", "remaining_time": "16:12:21"} +{"current_steps": 18785, "total_steps": 45204, "loss": 0.3092, "learning_rate": 1.2621739767948057e-05, "epoch": 0.41555290916531784, "percentage": 41.56, "elapsed_time": "11:31:13", "remaining_time": "16:12:07"} +{"current_steps": 18790, "total_steps": 45204, "loss": 0.4741, "learning_rate": 1.2618386254157245e-05, "epoch": 0.4156635168068311, "percentage": 41.57, "elapsed_time": "11:31:24", "remaining_time": "16:11:56"} +{"current_steps": 18795, "total_steps": 45204, "loss": 0.46, "learning_rate": 1.26150324241971e-05, "epoch": 0.4157741244483444, "percentage": 41.58, "elapsed_time": "11:31:38", "remaining_time": "16:11:49"} +{"current_steps": 18800, "total_steps": 45204, "loss": 0.4995, "learning_rate": 1.2611678278472611e-05, "epoch": 0.41588473208985766, "percentage": 41.59, "elapsed_time": "11:31:51", "remaining_time": "16:11:40"} +{"current_steps": 18805, "total_steps": 45204, "loss": 0.2876, "learning_rate": 1.2608323817388785e-05, "epoch": 0.41599533973137093, "percentage": 41.6, "elapsed_time": "11:32:00", "remaining_time": "16:11:27"} +{"current_steps": 18810, "total_steps": 45204, "loss": 0.3251, "learning_rate": 1.2604969041350672e-05, "epoch": 0.41610594737288414, "percentage": 41.61, "elapsed_time": "11:32:11", "remaining_time": "16:11:16"} +{"current_steps": 18815, "total_steps": 45204, "loss": 0.2692, "learning_rate": 1.2601613950763359e-05, "epoch": 0.4162165550143974, "percentage": 41.62, "elapsed_time": "11:32:23", "remaining_time": "16:11:06"} +{"current_steps": 18820, "total_steps": 45204, "loss": 0.2584, "learning_rate": 1.2598258546031972e-05, "epoch": 0.4163271626559107, "percentage": 41.63, "elapsed_time": "11:32:33", "remaining_time": "16:10:54"} +{"current_steps": 18825, "total_steps": 45204, "loss": 0.3883, "learning_rate": 1.259490282756168e-05, "epoch": 0.41643777029742396, "percentage": 41.64, "elapsed_time": "11:32:43", "remaining_time": "16:10:41"} +{"current_steps": 18830, "total_steps": 45204, "loss": 0.2304, "learning_rate": 1.2591546795757676e-05, "epoch": 0.41654837793893723, "percentage": 41.66, "elapsed_time": "11:32:52", "remaining_time": "16:10:27"} +{"current_steps": 18835, "total_steps": 45204, "loss": 0.3554, "learning_rate": 1.2588190451025209e-05, "epoch": 0.41665898558045045, "percentage": 41.67, "elapsed_time": "11:33:05", "remaining_time": "16:10:19"} +{"current_steps": 18840, "total_steps": 45204, "loss": 0.2867, "learning_rate": 1.2584833793769553e-05, "epoch": 0.4167695932219637, "percentage": 41.68, "elapsed_time": "11:33:13", "remaining_time": "16:10:04"} +{"current_steps": 18845, "total_steps": 45204, "loss": 0.4706, "learning_rate": 1.258147682439602e-05, "epoch": 0.416880200863477, "percentage": 41.69, "elapsed_time": "11:33:25", "remaining_time": "16:09:54"} +{"current_steps": 18850, "total_steps": 45204, "loss": 0.3101, "learning_rate": 1.2578119543309968e-05, "epoch": 0.41699080850499026, "percentage": 41.7, "elapsed_time": "11:33:34", "remaining_time": "16:09:40"} +{"current_steps": 18855, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.2574761950916785e-05, "epoch": 0.41710141614650353, "percentage": 41.71, "elapsed_time": "11:33:45", "remaining_time": "16:09:30"} +{"current_steps": 18860, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.2571404047621897e-05, "epoch": 0.41721202378801675, "percentage": 41.72, "elapsed_time": "11:33:58", "remaining_time": "16:09:21"} +{"current_steps": 18865, "total_steps": 45204, "loss": 0.4756, "learning_rate": 1.2568045833830777e-05, "epoch": 0.41732263142953, "percentage": 41.73, "elapsed_time": "11:34:09", "remaining_time": "16:09:10"} +{"current_steps": 18870, "total_steps": 45204, "loss": 0.4147, "learning_rate": 1.2564687309948921e-05, "epoch": 0.4174332390710433, "percentage": 41.74, "elapsed_time": "11:34:20", "remaining_time": "16:08:59"} +{"current_steps": 18875, "total_steps": 45204, "loss": 0.3104, "learning_rate": 1.2561328476381878e-05, "epoch": 0.41754384671255657, "percentage": 41.76, "elapsed_time": "11:34:31", "remaining_time": "16:08:47"} +{"current_steps": 18880, "total_steps": 45204, "loss": 0.2857, "learning_rate": 1.2557969333535214e-05, "epoch": 0.4176544543540698, "percentage": 41.77, "elapsed_time": "11:34:42", "remaining_time": "16:08:36"} +{"current_steps": 18885, "total_steps": 45204, "loss": 0.2938, "learning_rate": 1.2554609881814552e-05, "epoch": 0.41776506199558305, "percentage": 41.78, "elapsed_time": "11:34:52", "remaining_time": "16:08:25"} +{"current_steps": 18890, "total_steps": 45204, "loss": 0.2665, "learning_rate": 1.2551250121625547e-05, "epoch": 0.4178756696370963, "percentage": 41.79, "elapsed_time": "11:35:01", "remaining_time": "16:08:10"} +{"current_steps": 18895, "total_steps": 45204, "loss": 0.3273, "learning_rate": 1.2547890053373884e-05, "epoch": 0.4179862772786096, "percentage": 41.8, "elapsed_time": "11:35:12", "remaining_time": "16:07:59"} +{"current_steps": 18900, "total_steps": 45204, "loss": 0.281, "learning_rate": 1.2544529677465292e-05, "epoch": 0.41809688492012287, "percentage": 41.81, "elapsed_time": "11:35:22", "remaining_time": "16:07:47"} +{"current_steps": 18905, "total_steps": 45204, "loss": 0.2678, "learning_rate": 1.2541168994305538e-05, "epoch": 0.4182074925616361, "percentage": 41.82, "elapsed_time": "11:35:32", "remaining_time": "16:07:35"} +{"current_steps": 18910, "total_steps": 45204, "loss": 0.4094, "learning_rate": 1.2537808004300416e-05, "epoch": 0.41831810020314936, "percentage": 41.83, "elapsed_time": "11:35:46", "remaining_time": "16:07:28"} +{"current_steps": 18915, "total_steps": 45204, "loss": 0.2725, "learning_rate": 1.2534446707855772e-05, "epoch": 0.41842870784466263, "percentage": 41.84, "elapsed_time": "11:35:57", "remaining_time": "16:07:16"} +{"current_steps": 18920, "total_steps": 45204, "loss": 0.5457, "learning_rate": 1.2531085105377478e-05, "epoch": 0.4185393154861759, "percentage": 41.85, "elapsed_time": "11:36:08", "remaining_time": "16:07:06"} +{"current_steps": 18925, "total_steps": 45204, "loss": 0.2534, "learning_rate": 1.2527723197271451e-05, "epoch": 0.41864992312768917, "percentage": 41.87, "elapsed_time": "11:36:19", "remaining_time": "16:06:54"} +{"current_steps": 18930, "total_steps": 45204, "loss": 0.419, "learning_rate": 1.2524360983943631e-05, "epoch": 0.4187605307692024, "percentage": 41.88, "elapsed_time": "11:36:30", "remaining_time": "16:06:42"} +{"current_steps": 18935, "total_steps": 45204, "loss": 0.3955, "learning_rate": 1.2520998465800011e-05, "epoch": 0.41887113841071566, "percentage": 41.89, "elapsed_time": "11:36:40", "remaining_time": "16:06:31"} +{"current_steps": 18940, "total_steps": 45204, "loss": 0.2743, "learning_rate": 1.2517635643246618e-05, "epoch": 0.41898174605222893, "percentage": 41.9, "elapsed_time": "11:36:50", "remaining_time": "16:06:17"} +{"current_steps": 18945, "total_steps": 45204, "loss": 0.4755, "learning_rate": 1.2514272516689501e-05, "epoch": 0.4190923536937422, "percentage": 41.91, "elapsed_time": "11:37:01", "remaining_time": "16:06:07"} +{"current_steps": 18950, "total_steps": 45204, "loss": 0.4459, "learning_rate": 1.2510909086534763e-05, "epoch": 0.4192029613352555, "percentage": 41.92, "elapsed_time": "11:37:12", "remaining_time": "16:05:56"} +{"current_steps": 18955, "total_steps": 45204, "loss": 0.3543, "learning_rate": 1.2507545353188539e-05, "epoch": 0.4193135689767687, "percentage": 41.93, "elapsed_time": "11:37:22", "remaining_time": "16:05:43"} +{"current_steps": 18960, "total_steps": 45204, "loss": 0.4217, "learning_rate": 1.2504181317056993e-05, "epoch": 0.41942417661828196, "percentage": 41.94, "elapsed_time": "11:37:34", "remaining_time": "16:05:33"} +{"current_steps": 18965, "total_steps": 45204, "loss": 0.6228, "learning_rate": 1.2500816978546335e-05, "epoch": 0.41953478425979523, "percentage": 41.95, "elapsed_time": "11:37:46", "remaining_time": "16:05:24"} +{"current_steps": 18970, "total_steps": 45204, "loss": 0.404, "learning_rate": 1.2497452338062812e-05, "epoch": 0.4196453919013085, "percentage": 41.97, "elapsed_time": "11:37:57", "remaining_time": "16:05:13"} +{"current_steps": 18975, "total_steps": 45204, "loss": 0.3309, "learning_rate": 1.2494087396012691e-05, "epoch": 0.4197559995428217, "percentage": 41.98, "elapsed_time": "11:38:07", "remaining_time": "16:05:00"} +{"current_steps": 18980, "total_steps": 45204, "loss": 0.2966, "learning_rate": 1.24907221528023e-05, "epoch": 0.419866607184335, "percentage": 41.99, "elapsed_time": "11:38:18", "remaining_time": "16:04:49"} +{"current_steps": 18985, "total_steps": 45204, "loss": 0.3795, "learning_rate": 1.2487356608837983e-05, "epoch": 0.41997721482584827, "percentage": 42.0, "elapsed_time": "11:38:27", "remaining_time": "16:04:35"} +{"current_steps": 18990, "total_steps": 45204, "loss": 0.3094, "learning_rate": 1.2483990764526135e-05, "epoch": 0.42008782246736154, "percentage": 42.01, "elapsed_time": "11:38:36", "remaining_time": "16:04:21"} +{"current_steps": 18995, "total_steps": 45204, "loss": 0.3201, "learning_rate": 1.2480624620273174e-05, "epoch": 0.4201984301088748, "percentage": 42.02, "elapsed_time": "11:38:47", "remaining_time": "16:04:10"} +{"current_steps": 19000, "total_steps": 45204, "loss": 0.2894, "learning_rate": 1.2477258176485566e-05, "epoch": 0.420309037750388, "percentage": 42.03, "elapsed_time": "11:38:56", "remaining_time": "16:03:57"} +{"current_steps": 19005, "total_steps": 45204, "loss": 0.4448, "learning_rate": 1.2473891433569807e-05, "epoch": 0.4204196453919013, "percentage": 42.04, "elapsed_time": "11:39:07", "remaining_time": "16:03:45"} +{"current_steps": 19010, "total_steps": 45204, "loss": 0.3869, "learning_rate": 1.2470524391932425e-05, "epoch": 0.42053025303341457, "percentage": 42.05, "elapsed_time": "11:39:17", "remaining_time": "16:03:34"} +{"current_steps": 19015, "total_steps": 45204, "loss": 0.4998, "learning_rate": 1.2467157051979998e-05, "epoch": 0.42064086067492784, "percentage": 42.06, "elapsed_time": "11:39:30", "remaining_time": "16:03:25"} +{"current_steps": 19020, "total_steps": 45204, "loss": 0.3963, "learning_rate": 1.2463789414119127e-05, "epoch": 0.4207514683164411, "percentage": 42.08, "elapsed_time": "11:39:40", "remaining_time": "16:03:12"} +{"current_steps": 19025, "total_steps": 45204, "loss": 0.3574, "learning_rate": 1.246042147875645e-05, "epoch": 0.42086207595795433, "percentage": 42.09, "elapsed_time": "11:39:53", "remaining_time": "16:03:03"} +{"current_steps": 19030, "total_steps": 45204, "loss": 0.4509, "learning_rate": 1.2457053246298649e-05, "epoch": 0.4209726835994676, "percentage": 42.1, "elapsed_time": "11:40:04", "remaining_time": "16:02:52"} +{"current_steps": 19035, "total_steps": 45204, "loss": 0.4864, "learning_rate": 1.2453684717152434e-05, "epoch": 0.4210832912409809, "percentage": 42.11, "elapsed_time": "11:40:16", "remaining_time": "16:02:43"} +{"current_steps": 19040, "total_steps": 45204, "loss": 0.2349, "learning_rate": 1.2450315891724558e-05, "epoch": 0.42119389888249414, "percentage": 42.12, "elapsed_time": "11:40:26", "remaining_time": "16:02:30"} +{"current_steps": 19045, "total_steps": 45204, "loss": 0.4401, "learning_rate": 1.2446946770421797e-05, "epoch": 0.4213045065240074, "percentage": 42.13, "elapsed_time": "11:40:40", "remaining_time": "16:02:23"} +{"current_steps": 19050, "total_steps": 45204, "loss": 0.4732, "learning_rate": 1.2443577353650981e-05, "epoch": 0.42141511416552063, "percentage": 42.14, "elapsed_time": "11:40:50", "remaining_time": "16:02:11"} +{"current_steps": 19055, "total_steps": 45204, "loss": 0.5276, "learning_rate": 1.2440207641818964e-05, "epoch": 0.4215257218070339, "percentage": 42.15, "elapsed_time": "11:41:00", "remaining_time": "16:01:59"} +{"current_steps": 19060, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.2436837635332631e-05, "epoch": 0.4216363294485472, "percentage": 42.16, "elapsed_time": "11:41:10", "remaining_time": "16:01:46"} +{"current_steps": 19065, "total_steps": 45204, "loss": 0.2762, "learning_rate": 1.2433467334598914e-05, "epoch": 0.42174693709006045, "percentage": 42.18, "elapsed_time": "11:41:19", "remaining_time": "16:01:33"} +{"current_steps": 19070, "total_steps": 45204, "loss": 0.4256, "learning_rate": 1.2430096740024782e-05, "epoch": 0.42185754473157366, "percentage": 42.19, "elapsed_time": "11:41:32", "remaining_time": "16:01:23"} +{"current_steps": 19075, "total_steps": 45204, "loss": 0.4106, "learning_rate": 1.2426725852017219e-05, "epoch": 0.42196815237308694, "percentage": 42.2, "elapsed_time": "11:41:43", "remaining_time": "16:01:13"} +{"current_steps": 19080, "total_steps": 45204, "loss": 0.4038, "learning_rate": 1.242335467098327e-05, "epoch": 0.4220787600146002, "percentage": 42.21, "elapsed_time": "11:41:55", "remaining_time": "16:01:03"} +{"current_steps": 19085, "total_steps": 45204, "loss": 0.4024, "learning_rate": 1.2419983197330001e-05, "epoch": 0.4221893676561135, "percentage": 42.22, "elapsed_time": "11:42:06", "remaining_time": "16:00:53"} +{"current_steps": 19090, "total_steps": 45204, "loss": 0.4242, "learning_rate": 1.2416611431464518e-05, "epoch": 0.42229997529762675, "percentage": 42.23, "elapsed_time": "11:42:18", "remaining_time": "16:00:43"} +{"current_steps": 19095, "total_steps": 45204, "loss": 0.3857, "learning_rate": 1.2413239373793952e-05, "epoch": 0.42241058293913997, "percentage": 42.24, "elapsed_time": "11:42:29", "remaining_time": "16:00:31"} +{"current_steps": 19100, "total_steps": 45204, "loss": 0.371, "learning_rate": 1.240986702472549e-05, "epoch": 0.42252119058065324, "percentage": 42.25, "elapsed_time": "11:42:40", "remaining_time": "16:00:20"} +{"current_steps": 19105, "total_steps": 45204, "loss": 0.3193, "learning_rate": 1.240649438466634e-05, "epoch": 0.4226317982221665, "percentage": 42.26, "elapsed_time": "11:42:50", "remaining_time": "16:00:08"} +{"current_steps": 19110, "total_steps": 45204, "loss": 0.394, "learning_rate": 1.2403121454023736e-05, "epoch": 0.4227424058636798, "percentage": 42.28, "elapsed_time": "11:42:59", "remaining_time": "15:59:54"} +{"current_steps": 19115, "total_steps": 45204, "loss": 0.4854, "learning_rate": 1.239974823320497e-05, "epoch": 0.42285301350519305, "percentage": 42.29, "elapsed_time": "11:43:15", "remaining_time": "15:59:50"} +{"current_steps": 19120, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.2396374722617354e-05, "epoch": 0.42296362114670627, "percentage": 42.3, "elapsed_time": "11:43:27", "remaining_time": "15:59:40"} +{"current_steps": 19125, "total_steps": 45204, "loss": 0.4375, "learning_rate": 1.2393000922668237e-05, "epoch": 0.42307422878821954, "percentage": 42.31, "elapsed_time": "11:43:39", "remaining_time": "15:59:30"} +{"current_steps": 19130, "total_steps": 45204, "loss": 0.2035, "learning_rate": 1.2389626833765005e-05, "epoch": 0.4231848364297328, "percentage": 42.32, "elapsed_time": "11:43:49", "remaining_time": "15:59:18"} +{"current_steps": 19135, "total_steps": 45204, "loss": 0.3509, "learning_rate": 1.2386252456315077e-05, "epoch": 0.4232954440712461, "percentage": 42.33, "elapsed_time": "11:43:59", "remaining_time": "15:59:06"} +{"current_steps": 19140, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.2382877790725915e-05, "epoch": 0.4234060517127593, "percentage": 42.34, "elapsed_time": "11:44:12", "remaining_time": "15:58:57"} +{"current_steps": 19145, "total_steps": 45204, "loss": 0.2958, "learning_rate": 1.2379502837404998e-05, "epoch": 0.4235166593542726, "percentage": 42.35, "elapsed_time": "11:44:21", "remaining_time": "15:58:43"} +{"current_steps": 19150, "total_steps": 45204, "loss": 0.3343, "learning_rate": 1.2376127596759857e-05, "epoch": 0.42362726699578584, "percentage": 42.36, "elapsed_time": "11:44:30", "remaining_time": "15:58:30"} +{"current_steps": 19155, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.2372752069198053e-05, "epoch": 0.4237378746372991, "percentage": 42.37, "elapsed_time": "11:44:41", "remaining_time": "15:58:19"} +{"current_steps": 19160, "total_steps": 45204, "loss": 0.3321, "learning_rate": 1.2369376255127172e-05, "epoch": 0.4238484822788124, "percentage": 42.39, "elapsed_time": "11:44:51", "remaining_time": "15:58:06"} +{"current_steps": 19165, "total_steps": 45204, "loss": 0.3678, "learning_rate": 1.2366000154954852e-05, "epoch": 0.4239590899203256, "percentage": 42.4, "elapsed_time": "11:45:03", "remaining_time": "15:57:56"} +{"current_steps": 19170, "total_steps": 45204, "loss": 0.3561, "learning_rate": 1.236262376908875e-05, "epoch": 0.4240696975618389, "percentage": 42.41, "elapsed_time": "11:45:16", "remaining_time": "15:57:48"} +{"current_steps": 19175, "total_steps": 45204, "loss": 0.4524, "learning_rate": 1.2359247097936564e-05, "epoch": 0.42418030520335215, "percentage": 42.42, "elapsed_time": "11:45:26", "remaining_time": "15:57:35"} +{"current_steps": 19180, "total_steps": 45204, "loss": 0.3534, "learning_rate": 1.2355870141906028e-05, "epoch": 0.4242909128448654, "percentage": 42.43, "elapsed_time": "11:45:37", "remaining_time": "15:57:25"} +{"current_steps": 19185, "total_steps": 45204, "loss": 0.333, "learning_rate": 1.2352492901404909e-05, "epoch": 0.4244015204863787, "percentage": 42.44, "elapsed_time": "11:45:49", "remaining_time": "15:57:14"} +{"current_steps": 19190, "total_steps": 45204, "loss": 0.4984, "learning_rate": 1.2349115376841e-05, "epoch": 0.4245121281278919, "percentage": 42.45, "elapsed_time": "11:46:01", "remaining_time": "15:57:05"} +{"current_steps": 19195, "total_steps": 45204, "loss": 0.2491, "learning_rate": 1.234573756862215e-05, "epoch": 0.4246227357694052, "percentage": 42.46, "elapsed_time": "11:46:11", "remaining_time": "15:56:52"} +{"current_steps": 19200, "total_steps": 45204, "loss": 0.3397, "learning_rate": 1.2342359477156216e-05, "epoch": 0.42473334341091845, "percentage": 42.47, "elapsed_time": "11:46:20", "remaining_time": "15:56:39"} +{"current_steps": 19205, "total_steps": 45204, "loss": 0.4686, "learning_rate": 1.2338981102851109e-05, "epoch": 0.4248439510524317, "percentage": 42.49, "elapsed_time": "11:46:35", "remaining_time": "15:56:33"} +{"current_steps": 19210, "total_steps": 45204, "loss": 0.2676, "learning_rate": 1.233560244611476e-05, "epoch": 0.424954558693945, "percentage": 42.5, "elapsed_time": "11:46:46", "remaining_time": "15:56:21"} +{"current_steps": 19215, "total_steps": 45204, "loss": 0.3145, "learning_rate": 1.2332223507355146e-05, "epoch": 0.4250651663354582, "percentage": 42.51, "elapsed_time": "11:46:57", "remaining_time": "15:56:11"} +{"current_steps": 19220, "total_steps": 45204, "loss": 0.2886, "learning_rate": 1.2328844286980273e-05, "epoch": 0.4251757739769715, "percentage": 42.52, "elapsed_time": "11:47:08", "remaining_time": "15:56:00"} +{"current_steps": 19225, "total_steps": 45204, "loss": 0.317, "learning_rate": 1.2325464785398175e-05, "epoch": 0.42528638161848475, "percentage": 42.53, "elapsed_time": "11:47:18", "remaining_time": "15:55:47"} +{"current_steps": 19230, "total_steps": 45204, "loss": 0.3038, "learning_rate": 1.2322085003016932e-05, "epoch": 0.425396989259998, "percentage": 42.54, "elapsed_time": "11:47:30", "remaining_time": "15:55:37"} +{"current_steps": 19235, "total_steps": 45204, "loss": 0.3125, "learning_rate": 1.2318704940244653e-05, "epoch": 0.42550759690151124, "percentage": 42.55, "elapsed_time": "11:47:39", "remaining_time": "15:55:23"} +{"current_steps": 19240, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.2315324597489471e-05, "epoch": 0.4256182045430245, "percentage": 42.56, "elapsed_time": "11:47:51", "remaining_time": "15:55:13"} +{"current_steps": 19245, "total_steps": 45204, "loss": 0.282, "learning_rate": 1.2311943975159568e-05, "epoch": 0.4257288121845378, "percentage": 42.57, "elapsed_time": "11:48:03", "remaining_time": "15:55:04"} +{"current_steps": 19250, "total_steps": 45204, "loss": 0.3069, "learning_rate": 1.2308563073663152e-05, "epoch": 0.42583941982605106, "percentage": 42.58, "elapsed_time": "11:48:14", "remaining_time": "15:54:53"} +{"current_steps": 19255, "total_steps": 45204, "loss": 0.3418, "learning_rate": 1.2305181893408467e-05, "epoch": 0.42595002746756433, "percentage": 42.6, "elapsed_time": "11:48:25", "remaining_time": "15:54:42"} +{"current_steps": 19260, "total_steps": 45204, "loss": 0.596, "learning_rate": 1.2301800434803782e-05, "epoch": 0.42606063510907755, "percentage": 42.61, "elapsed_time": "11:48:37", "remaining_time": "15:54:32"} +{"current_steps": 19265, "total_steps": 45204, "loss": 0.2431, "learning_rate": 1.2298418698257416e-05, "epoch": 0.4261712427505908, "percentage": 42.62, "elapsed_time": "11:48:45", "remaining_time": "15:54:18"} +{"current_steps": 19270, "total_steps": 45204, "loss": 0.41, "learning_rate": 1.229503668417771e-05, "epoch": 0.4262818503921041, "percentage": 42.63, "elapsed_time": "11:48:56", "remaining_time": "15:54:06"} +{"current_steps": 19275, "total_steps": 45204, "loss": 0.3478, "learning_rate": 1.2291654392973039e-05, "epoch": 0.42639245803361736, "percentage": 42.64, "elapsed_time": "11:49:06", "remaining_time": "15:53:54"} +{"current_steps": 19280, "total_steps": 45204, "loss": 0.2783, "learning_rate": 1.2288271825051813e-05, "epoch": 0.42650306567513063, "percentage": 42.65, "elapsed_time": "11:49:17", "remaining_time": "15:53:43"} +{"current_steps": 19285, "total_steps": 45204, "loss": 0.3694, "learning_rate": 1.2284888980822484e-05, "epoch": 0.42661367331664385, "percentage": 42.66, "elapsed_time": "11:49:29", "remaining_time": "15:53:33"} +{"current_steps": 19290, "total_steps": 45204, "loss": 0.3979, "learning_rate": 1.2281505860693518e-05, "epoch": 0.4267242809581571, "percentage": 42.67, "elapsed_time": "11:49:41", "remaining_time": "15:53:23"} +{"current_steps": 19295, "total_steps": 45204, "loss": 0.2695, "learning_rate": 1.2278122465073435e-05, "epoch": 0.4268348885996704, "percentage": 42.68, "elapsed_time": "11:49:51", "remaining_time": "15:53:11"} +{"current_steps": 19300, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.2274738794370773e-05, "epoch": 0.42694549624118366, "percentage": 42.7, "elapsed_time": "11:50:04", "remaining_time": "15:53:03"} +{"current_steps": 19305, "total_steps": 45204, "loss": 0.3671, "learning_rate": 1.2271354848994115e-05, "epoch": 0.42705610388269694, "percentage": 42.71, "elapsed_time": "11:50:14", "remaining_time": "15:52:50"} +{"current_steps": 19310, "total_steps": 45204, "loss": 0.3853, "learning_rate": 1.2267970629352061e-05, "epoch": 0.42716671152421015, "percentage": 42.72, "elapsed_time": "11:50:28", "remaining_time": "15:52:42"} +{"current_steps": 19315, "total_steps": 45204, "loss": 0.477, "learning_rate": 1.2264586135853268e-05, "epoch": 0.4272773191657234, "percentage": 42.73, "elapsed_time": "11:50:40", "remaining_time": "15:52:33"} +{"current_steps": 19320, "total_steps": 45204, "loss": 0.4124, "learning_rate": 1.2261201368906404e-05, "epoch": 0.4273879268072367, "percentage": 42.74, "elapsed_time": "11:50:50", "remaining_time": "15:52:20"} +{"current_steps": 19325, "total_steps": 45204, "loss": 0.3999, "learning_rate": 1.2257816328920176e-05, "epoch": 0.42749853444874997, "percentage": 42.75, "elapsed_time": "11:51:01", "remaining_time": "15:52:09"} +{"current_steps": 19330, "total_steps": 45204, "loss": 0.4594, "learning_rate": 1.2254431016303335e-05, "epoch": 0.4276091420902632, "percentage": 42.76, "elapsed_time": "11:51:12", "remaining_time": "15:51:58"} +{"current_steps": 19335, "total_steps": 45204, "loss": 0.4092, "learning_rate": 1.2251045431464653e-05, "epoch": 0.42771974973177646, "percentage": 42.77, "elapsed_time": "11:51:24", "remaining_time": "15:51:48"} +{"current_steps": 19340, "total_steps": 45204, "loss": 0.3348, "learning_rate": 1.2247659574812932e-05, "epoch": 0.4278303573732897, "percentage": 42.78, "elapsed_time": "11:51:35", "remaining_time": "15:51:38"} +{"current_steps": 19345, "total_steps": 45204, "loss": 0.3414, "learning_rate": 1.2244273446757022e-05, "epoch": 0.427940965014803, "percentage": 42.79, "elapsed_time": "11:51:45", "remaining_time": "15:51:25"} +{"current_steps": 19350, "total_steps": 45204, "loss": 0.3875, "learning_rate": 1.2240887047705795e-05, "epoch": 0.42805157265631627, "percentage": 42.81, "elapsed_time": "11:51:58", "remaining_time": "15:51:17"} +{"current_steps": 19355, "total_steps": 45204, "loss": 0.4405, "learning_rate": 1.2237500378068154e-05, "epoch": 0.4281621802978295, "percentage": 42.82, "elapsed_time": "11:52:11", "remaining_time": "15:51:08"} +{"current_steps": 19360, "total_steps": 45204, "loss": 0.2955, "learning_rate": 1.2234113438253039e-05, "epoch": 0.42827278793934276, "percentage": 42.83, "elapsed_time": "11:52:21", "remaining_time": "15:50:55"} +{"current_steps": 19365, "total_steps": 45204, "loss": 0.4553, "learning_rate": 1.2230726228669427e-05, "epoch": 0.42838339558085603, "percentage": 42.84, "elapsed_time": "11:52:33", "remaining_time": "15:50:47"} +{"current_steps": 19370, "total_steps": 45204, "loss": 0.3466, "learning_rate": 1.222733874972632e-05, "epoch": 0.4284940032223693, "percentage": 42.85, "elapsed_time": "11:52:44", "remaining_time": "15:50:35"} +{"current_steps": 19375, "total_steps": 45204, "loss": 0.356, "learning_rate": 1.222395100183275e-05, "epoch": 0.4286046108638826, "percentage": 42.86, "elapsed_time": "11:52:55", "remaining_time": "15:50:24"} +{"current_steps": 19380, "total_steps": 45204, "loss": 0.4584, "learning_rate": 1.222056298539779e-05, "epoch": 0.4287152185053958, "percentage": 42.87, "elapsed_time": "11:53:06", "remaining_time": "15:50:13"} +{"current_steps": 19385, "total_steps": 45204, "loss": 0.3917, "learning_rate": 1.2217174700830547e-05, "epoch": 0.42882582614690906, "percentage": 42.88, "elapsed_time": "11:53:16", "remaining_time": "15:50:00"} +{"current_steps": 19390, "total_steps": 45204, "loss": 0.4655, "learning_rate": 1.2213786148540148e-05, "epoch": 0.42893643378842233, "percentage": 42.89, "elapsed_time": "11:53:25", "remaining_time": "15:49:47"} +{"current_steps": 19395, "total_steps": 45204, "loss": 0.3297, "learning_rate": 1.2210397328935761e-05, "epoch": 0.4290470414299356, "percentage": 42.91, "elapsed_time": "11:53:33", "remaining_time": "15:49:32"} +{"current_steps": 19400, "total_steps": 45204, "loss": 0.2636, "learning_rate": 1.220700824242659e-05, "epoch": 0.4291576490714489, "percentage": 42.92, "elapsed_time": "11:53:45", "remaining_time": "15:49:22"} +{"current_steps": 19405, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.2203618889421858e-05, "epoch": 0.4292682567129621, "percentage": 42.93, "elapsed_time": "11:53:55", "remaining_time": "15:49:09"} +{"current_steps": 19410, "total_steps": 45204, "loss": 0.289, "learning_rate": 1.2200229270330834e-05, "epoch": 0.42937886435447536, "percentage": 42.94, "elapsed_time": "11:54:05", "remaining_time": "15:48:57"} +{"current_steps": 19415, "total_steps": 45204, "loss": 0.4097, "learning_rate": 1.2196839385562813e-05, "epoch": 0.42948947199598864, "percentage": 42.95, "elapsed_time": "11:54:17", "remaining_time": "15:48:47"} +{"current_steps": 19420, "total_steps": 45204, "loss": 0.3772, "learning_rate": 1.2193449235527125e-05, "epoch": 0.4296000796375019, "percentage": 42.96, "elapsed_time": "11:54:30", "remaining_time": "15:48:38"} +{"current_steps": 19425, "total_steps": 45204, "loss": 0.3657, "learning_rate": 1.219005882063312e-05, "epoch": 0.4297106872790151, "percentage": 42.97, "elapsed_time": "11:54:38", "remaining_time": "15:48:24"} +{"current_steps": 19430, "total_steps": 45204, "loss": 0.3614, "learning_rate": 1.2186668141290199e-05, "epoch": 0.4298212949205284, "percentage": 42.98, "elapsed_time": "11:54:51", "remaining_time": "15:48:15"} +{"current_steps": 19435, "total_steps": 45204, "loss": 0.2909, "learning_rate": 1.2183277197907784e-05, "epoch": 0.42993190256204167, "percentage": 42.99, "elapsed_time": "11:55:00", "remaining_time": "15:48:02"} +{"current_steps": 19440, "total_steps": 45204, "loss": 0.4017, "learning_rate": 1.2179885990895324e-05, "epoch": 0.43004251020355494, "percentage": 43.01, "elapsed_time": "11:55:10", "remaining_time": "15:47:49"} +{"current_steps": 19445, "total_steps": 45204, "loss": 0.4017, "learning_rate": 1.2176494520662313e-05, "epoch": 0.4301531178450682, "percentage": 43.02, "elapsed_time": "11:55:20", "remaining_time": "15:47:37"} +{"current_steps": 19450, "total_steps": 45204, "loss": 0.264, "learning_rate": 1.217310278761827e-05, "epoch": 0.4302637254865814, "percentage": 43.03, "elapsed_time": "11:55:31", "remaining_time": "15:47:25"} +{"current_steps": 19455, "total_steps": 45204, "loss": 0.3931, "learning_rate": 1.2169710792172738e-05, "epoch": 0.4303743331280947, "percentage": 43.04, "elapsed_time": "11:55:41", "remaining_time": "15:47:13"} +{"current_steps": 19460, "total_steps": 45204, "loss": 0.2387, "learning_rate": 1.2166318534735308e-05, "epoch": 0.43048494076960797, "percentage": 43.05, "elapsed_time": "11:55:54", "remaining_time": "15:47:05"} +{"current_steps": 19465, "total_steps": 45204, "loss": 0.3285, "learning_rate": 1.216292601571559e-05, "epoch": 0.43059554841112124, "percentage": 43.06, "elapsed_time": "11:56:04", "remaining_time": "15:46:52"} +{"current_steps": 19470, "total_steps": 45204, "loss": 0.3309, "learning_rate": 1.2159533235523235e-05, "epoch": 0.4307061560526345, "percentage": 43.07, "elapsed_time": "11:56:14", "remaining_time": "15:46:40"} +{"current_steps": 19475, "total_steps": 45204, "loss": 0.4115, "learning_rate": 1.215614019456791e-05, "epoch": 0.43081676369414773, "percentage": 43.08, "elapsed_time": "11:56:25", "remaining_time": "15:46:29"} +{"current_steps": 19480, "total_steps": 45204, "loss": 0.2499, "learning_rate": 1.215274689325933e-05, "epoch": 0.430927371335661, "percentage": 43.09, "elapsed_time": "11:56:33", "remaining_time": "15:46:14"} +{"current_steps": 19485, "total_steps": 45204, "loss": 0.4047, "learning_rate": 1.214935333200724e-05, "epoch": 0.4310379789771743, "percentage": 43.1, "elapsed_time": "11:56:42", "remaining_time": "15:46:00"} +{"current_steps": 19490, "total_steps": 45204, "loss": 0.4551, "learning_rate": 1.2145959511221399e-05, "epoch": 0.43114858661868755, "percentage": 43.12, "elapsed_time": "11:56:54", "remaining_time": "15:45:50"} +{"current_steps": 19495, "total_steps": 45204, "loss": 0.368, "learning_rate": 1.2142565431311618e-05, "epoch": 0.43125919426020076, "percentage": 43.13, "elapsed_time": "11:57:04", "remaining_time": "15:45:38"} +{"current_steps": 19500, "total_steps": 45204, "loss": 0.3032, "learning_rate": 1.2139171092687733e-05, "epoch": 0.43136980190171403, "percentage": 43.14, "elapsed_time": "11:57:15", "remaining_time": "15:45:27"} +{"current_steps": 19505, "total_steps": 45204, "loss": 0.4146, "learning_rate": 1.2135776495759601e-05, "epoch": 0.4314804095432273, "percentage": 43.15, "elapsed_time": "11:57:29", "remaining_time": "15:45:20"} +{"current_steps": 19510, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.2132381640937128e-05, "epoch": 0.4315910171847406, "percentage": 43.16, "elapsed_time": "11:57:40", "remaining_time": "15:45:08"} +{"current_steps": 19515, "total_steps": 45204, "loss": 0.2909, "learning_rate": 1.2128986528630237e-05, "epoch": 0.43170162482625385, "percentage": 43.17, "elapsed_time": "11:57:49", "remaining_time": "15:44:55"} +{"current_steps": 19520, "total_steps": 45204, "loss": 0.4503, "learning_rate": 1.2125591159248886e-05, "epoch": 0.43181223246776707, "percentage": 43.18, "elapsed_time": "11:58:01", "remaining_time": "15:44:45"} +{"current_steps": 19525, "total_steps": 45204, "loss": 0.3919, "learning_rate": 1.2122195533203063e-05, "epoch": 0.43192284010928034, "percentage": 43.19, "elapsed_time": "11:58:11", "remaining_time": "15:44:33"} +{"current_steps": 19530, "total_steps": 45204, "loss": 0.4701, "learning_rate": 1.2118799650902796e-05, "epoch": 0.4320334477507936, "percentage": 43.2, "elapsed_time": "11:58:23", "remaining_time": "15:44:23"} +{"current_steps": 19535, "total_steps": 45204, "loss": 0.3261, "learning_rate": 1.2115403512758131e-05, "epoch": 0.4321440553923069, "percentage": 43.22, "elapsed_time": "11:58:33", "remaining_time": "15:44:11"} +{"current_steps": 19540, "total_steps": 45204, "loss": 0.4861, "learning_rate": 1.2112007119179148e-05, "epoch": 0.43225466303382015, "percentage": 43.23, "elapsed_time": "11:58:45", "remaining_time": "15:44:01"} +{"current_steps": 19545, "total_steps": 45204, "loss": 0.5141, "learning_rate": 1.2108610470575968e-05, "epoch": 0.43236527067533337, "percentage": 43.24, "elapsed_time": "11:58:55", "remaining_time": "15:43:49"} +{"current_steps": 19550, "total_steps": 45204, "loss": 0.3289, "learning_rate": 1.2105213567358734e-05, "epoch": 0.43247587831684664, "percentage": 43.25, "elapsed_time": "11:59:06", "remaining_time": "15:43:37"} +{"current_steps": 19555, "total_steps": 45204, "loss": 0.3678, "learning_rate": 1.2101816409937613e-05, "epoch": 0.4325864859583599, "percentage": 43.26, "elapsed_time": "11:59:18", "remaining_time": "15:43:28"} +{"current_steps": 19560, "total_steps": 45204, "loss": 0.3762, "learning_rate": 1.2098418998722818e-05, "epoch": 0.4326970935998732, "percentage": 43.27, "elapsed_time": "11:59:30", "remaining_time": "15:43:19"} +{"current_steps": 19565, "total_steps": 45204, "loss": 0.4727, "learning_rate": 1.2095021334124587e-05, "epoch": 0.43280770124138646, "percentage": 43.28, "elapsed_time": "11:59:43", "remaining_time": "15:43:10"} +{"current_steps": 19570, "total_steps": 45204, "loss": 0.2448, "learning_rate": 1.2091623416553183e-05, "epoch": 0.43291830888289967, "percentage": 43.29, "elapsed_time": "11:59:53", "remaining_time": "15:42:57"} +{"current_steps": 19575, "total_steps": 45204, "loss": 0.2653, "learning_rate": 1.2088225246418898e-05, "epoch": 0.43302891652441294, "percentage": 43.3, "elapsed_time": "12:00:03", "remaining_time": "15:42:45"} +{"current_steps": 19580, "total_steps": 45204, "loss": 0.2801, "learning_rate": 1.208482682413207e-05, "epoch": 0.4331395241659262, "percentage": 43.31, "elapsed_time": "12:00:14", "remaining_time": "15:42:34"} +{"current_steps": 19585, "total_steps": 45204, "loss": 0.4962, "learning_rate": 1.2081428150103057e-05, "epoch": 0.4332501318074395, "percentage": 43.33, "elapsed_time": "12:00:26", "remaining_time": "15:42:23"} +{"current_steps": 19590, "total_steps": 45204, "loss": 0.3188, "learning_rate": 1.2078029224742238e-05, "epoch": 0.4333607394489527, "percentage": 43.34, "elapsed_time": "12:00:36", "remaining_time": "15:42:11"} +{"current_steps": 19595, "total_steps": 45204, "loss": 0.223, "learning_rate": 1.2074630048460042e-05, "epoch": 0.433471347090466, "percentage": 43.35, "elapsed_time": "12:00:45", "remaining_time": "15:41:58"} +{"current_steps": 19600, "total_steps": 45204, "loss": 0.4239, "learning_rate": 1.2071230621666915e-05, "epoch": 0.43358195473197925, "percentage": 43.36, "elapsed_time": "12:00:57", "remaining_time": "15:41:49"} +{"current_steps": 19605, "total_steps": 45204, "loss": 0.3683, "learning_rate": 1.2067830944773336e-05, "epoch": 0.4336925623734925, "percentage": 43.37, "elapsed_time": "12:01:08", "remaining_time": "15:41:37"} +{"current_steps": 19610, "total_steps": 45204, "loss": 0.2956, "learning_rate": 1.2064431018189815e-05, "epoch": 0.4338031700150058, "percentage": 43.38, "elapsed_time": "12:01:17", "remaining_time": "15:41:23"} +{"current_steps": 19615, "total_steps": 45204, "loss": 0.321, "learning_rate": 1.2061030842326897e-05, "epoch": 0.433913777656519, "percentage": 43.39, "elapsed_time": "12:01:27", "remaining_time": "15:41:11"} +{"current_steps": 19620, "total_steps": 45204, "loss": 0.2699, "learning_rate": 1.2057630417595142e-05, "epoch": 0.4340243852980323, "percentage": 43.4, "elapsed_time": "12:01:36", "remaining_time": "15:40:57"} +{"current_steps": 19625, "total_steps": 45204, "loss": 0.4199, "learning_rate": 1.205422974440516e-05, "epoch": 0.43413499293954555, "percentage": 43.41, "elapsed_time": "12:01:53", "remaining_time": "15:40:53"} +{"current_steps": 19630, "total_steps": 45204, "loss": 0.2921, "learning_rate": 1.2050828823167575e-05, "epoch": 0.4342456005810588, "percentage": 43.43, "elapsed_time": "12:02:06", "remaining_time": "15:40:45"} +{"current_steps": 19635, "total_steps": 45204, "loss": 0.366, "learning_rate": 1.2047427654293053e-05, "epoch": 0.4343562082225721, "percentage": 43.44, "elapsed_time": "12:02:16", "remaining_time": "15:40:33"} +{"current_steps": 19640, "total_steps": 45204, "loss": 0.466, "learning_rate": 1.2044026238192275e-05, "epoch": 0.4344668158640853, "percentage": 43.45, "elapsed_time": "12:02:28", "remaining_time": "15:40:23"} +{"current_steps": 19645, "total_steps": 45204, "loss": 0.3946, "learning_rate": 1.204062457527597e-05, "epoch": 0.4345774235055986, "percentage": 43.46, "elapsed_time": "12:02:39", "remaining_time": "15:40:12"} +{"current_steps": 19650, "total_steps": 45204, "loss": 0.2366, "learning_rate": 1.2037222665954887e-05, "epoch": 0.43468803114711185, "percentage": 43.47, "elapsed_time": "12:02:48", "remaining_time": "15:39:58"} +{"current_steps": 19655, "total_steps": 45204, "loss": 0.4564, "learning_rate": 1.2033820510639797e-05, "epoch": 0.4347986387886251, "percentage": 43.48, "elapsed_time": "12:03:00", "remaining_time": "15:39:49"} +{"current_steps": 19660, "total_steps": 45204, "loss": 0.376, "learning_rate": 1.2030418109741518e-05, "epoch": 0.4349092464301384, "percentage": 43.49, "elapsed_time": "12:03:12", "remaining_time": "15:39:39"} +{"current_steps": 19665, "total_steps": 45204, "loss": 0.4045, "learning_rate": 1.2027015463670887e-05, "epoch": 0.4350198540716516, "percentage": 43.5, "elapsed_time": "12:03:23", "remaining_time": "15:39:28"} +{"current_steps": 19670, "total_steps": 45204, "loss": 0.2682, "learning_rate": 1.2023612572838767e-05, "epoch": 0.4351304617131649, "percentage": 43.51, "elapsed_time": "12:03:33", "remaining_time": "15:39:15"} +{"current_steps": 19675, "total_steps": 45204, "loss": 0.5248, "learning_rate": 1.2020209437656063e-05, "epoch": 0.43524106935467816, "percentage": 43.52, "elapsed_time": "12:03:46", "remaining_time": "15:39:06"} +{"current_steps": 19680, "total_steps": 45204, "loss": 0.4766, "learning_rate": 1.2016806058533698e-05, "epoch": 0.43535167699619143, "percentage": 43.54, "elapsed_time": "12:03:58", "remaining_time": "15:38:57"} +{"current_steps": 19685, "total_steps": 45204, "loss": 0.2541, "learning_rate": 1.2013402435882636e-05, "epoch": 0.43546228463770464, "percentage": 43.55, "elapsed_time": "12:04:07", "remaining_time": "15:38:43"} +{"current_steps": 19690, "total_steps": 45204, "loss": 0.407, "learning_rate": 1.2009998570113853e-05, "epoch": 0.4355728922792179, "percentage": 43.56, "elapsed_time": "12:04:16", "remaining_time": "15:38:30"} +{"current_steps": 19695, "total_steps": 45204, "loss": 0.4059, "learning_rate": 1.200659446163837e-05, "epoch": 0.4356834999207312, "percentage": 43.57, "elapsed_time": "12:04:26", "remaining_time": "15:38:17"} +{"current_steps": 19700, "total_steps": 45204, "loss": 0.5019, "learning_rate": 1.2003190110867236e-05, "epoch": 0.43579410756224446, "percentage": 43.58, "elapsed_time": "12:04:37", "remaining_time": "15:38:06"} +{"current_steps": 19705, "total_steps": 45204, "loss": 0.2971, "learning_rate": 1.1999785518211515e-05, "epoch": 0.43590471520375773, "percentage": 43.59, "elapsed_time": "12:04:48", "remaining_time": "15:37:55"} +{"current_steps": 19710, "total_steps": 45204, "loss": 0.428, "learning_rate": 1.199638068408232e-05, "epoch": 0.43601532284527095, "percentage": 43.6, "elapsed_time": "12:05:02", "remaining_time": "15:37:48"} +{"current_steps": 19715, "total_steps": 45204, "loss": 0.3017, "learning_rate": 1.1992975608890783e-05, "epoch": 0.4361259304867842, "percentage": 43.61, "elapsed_time": "12:05:13", "remaining_time": "15:37:37"} +{"current_steps": 19720, "total_steps": 45204, "loss": 0.355, "learning_rate": 1.1989570293048059e-05, "epoch": 0.4362365381282975, "percentage": 43.62, "elapsed_time": "12:05:22", "remaining_time": "15:37:24"} +{"current_steps": 19725, "total_steps": 45204, "loss": 0.3366, "learning_rate": 1.1986164736965343e-05, "epoch": 0.43634714576981076, "percentage": 43.64, "elapsed_time": "12:05:36", "remaining_time": "15:37:16"} +{"current_steps": 19730, "total_steps": 45204, "loss": 0.3389, "learning_rate": 1.1982758941053858e-05, "epoch": 0.43645775341132403, "percentage": 43.65, "elapsed_time": "12:05:45", "remaining_time": "15:37:03"} +{"current_steps": 19735, "total_steps": 45204, "loss": 0.3301, "learning_rate": 1.1979352905724847e-05, "epoch": 0.43656836105283725, "percentage": 43.66, "elapsed_time": "12:05:55", "remaining_time": "15:36:50"} +{"current_steps": 19740, "total_steps": 45204, "loss": 0.4635, "learning_rate": 1.197594663138959e-05, "epoch": 0.4366789686943505, "percentage": 43.67, "elapsed_time": "12:06:08", "remaining_time": "15:36:41"} +{"current_steps": 19745, "total_steps": 45204, "loss": 0.4157, "learning_rate": 1.1972540118459393e-05, "epoch": 0.4367895763358638, "percentage": 43.68, "elapsed_time": "12:06:20", "remaining_time": "15:36:32"} +{"current_steps": 19750, "total_steps": 45204, "loss": 0.4334, "learning_rate": 1.1969133367345596e-05, "epoch": 0.43690018397737707, "percentage": 43.69, "elapsed_time": "12:06:30", "remaining_time": "15:36:20"} +{"current_steps": 19755, "total_steps": 45204, "loss": 0.3579, "learning_rate": 1.1965726378459555e-05, "epoch": 0.43701079161889034, "percentage": 43.7, "elapsed_time": "12:06:42", "remaining_time": "15:36:10"} +{"current_steps": 19760, "total_steps": 45204, "loss": 0.4992, "learning_rate": 1.1962319152212669e-05, "epoch": 0.43712139926040355, "percentage": 43.71, "elapsed_time": "12:06:54", "remaining_time": "15:35:59"} +{"current_steps": 19765, "total_steps": 45204, "loss": 0.3771, "learning_rate": 1.1958911689016359e-05, "epoch": 0.4372320069019168, "percentage": 43.72, "elapsed_time": "12:07:03", "remaining_time": "15:35:46"} +{"current_steps": 19770, "total_steps": 45204, "loss": 0.4587, "learning_rate": 1.195550398928207e-05, "epoch": 0.4373426145434301, "percentage": 43.74, "elapsed_time": "12:07:13", "remaining_time": "15:35:34"} +{"current_steps": 19775, "total_steps": 45204, "loss": 0.3368, "learning_rate": 1.195209605342129e-05, "epoch": 0.43745322218494337, "percentage": 43.75, "elapsed_time": "12:07:24", "remaining_time": "15:35:22"} +{"current_steps": 19780, "total_steps": 45204, "loss": 0.3502, "learning_rate": 1.1948687881845518e-05, "epoch": 0.4375638298264566, "percentage": 43.76, "elapsed_time": "12:07:34", "remaining_time": "15:35:10"} +{"current_steps": 19785, "total_steps": 45204, "loss": 0.403, "learning_rate": 1.1945279474966291e-05, "epoch": 0.43767443746796986, "percentage": 43.77, "elapsed_time": "12:07:45", "remaining_time": "15:35:00"} +{"current_steps": 19790, "total_steps": 45204, "loss": 0.3318, "learning_rate": 1.1941870833195175e-05, "epoch": 0.43778504510948313, "percentage": 43.78, "elapsed_time": "12:07:55", "remaining_time": "15:34:47"} +{"current_steps": 19795, "total_steps": 45204, "loss": 0.3187, "learning_rate": 1.193846195694376e-05, "epoch": 0.4378956527509964, "percentage": 43.79, "elapsed_time": "12:08:05", "remaining_time": "15:34:34"} +{"current_steps": 19800, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.1935052846623673e-05, "epoch": 0.43800626039250967, "percentage": 43.8, "elapsed_time": "12:08:17", "remaining_time": "15:34:24"} +{"current_steps": 19805, "total_steps": 45204, "loss": 0.4965, "learning_rate": 1.1931643502646555e-05, "epoch": 0.4381168680340229, "percentage": 43.81, "elapsed_time": "12:08:31", "remaining_time": "15:34:18"} +{"current_steps": 19810, "total_steps": 45204, "loss": 0.3497, "learning_rate": 1.1928233925424089e-05, "epoch": 0.43822747567553616, "percentage": 43.82, "elapsed_time": "12:08:43", "remaining_time": "15:34:08"} +{"current_steps": 19815, "total_steps": 45204, "loss": 0.4916, "learning_rate": 1.1924824115367978e-05, "epoch": 0.43833808331704943, "percentage": 43.83, "elapsed_time": "12:08:55", "remaining_time": "15:33:58"} +{"current_steps": 19820, "total_steps": 45204, "loss": 0.2501, "learning_rate": 1.1921414072889954e-05, "epoch": 0.4384486909585627, "percentage": 43.85, "elapsed_time": "12:09:04", "remaining_time": "15:33:44"} +{"current_steps": 19825, "total_steps": 45204, "loss": 0.307, "learning_rate": 1.191800379840178e-05, "epoch": 0.438559298600076, "percentage": 43.86, "elapsed_time": "12:09:16", "remaining_time": "15:33:34"} +{"current_steps": 19830, "total_steps": 45204, "loss": 0.3107, "learning_rate": 1.1914593292315248e-05, "epoch": 0.4386699062415892, "percentage": 43.87, "elapsed_time": "12:09:28", "remaining_time": "15:33:24"} +{"current_steps": 19835, "total_steps": 45204, "loss": 0.4024, "learning_rate": 1.1911182555042174e-05, "epoch": 0.43878051388310246, "percentage": 43.88, "elapsed_time": "12:09:38", "remaining_time": "15:33:12"} +{"current_steps": 19840, "total_steps": 45204, "loss": 0.3276, "learning_rate": 1.1907771586994399e-05, "epoch": 0.43889112152461573, "percentage": 43.89, "elapsed_time": "12:09:49", "remaining_time": "15:33:02"} +{"current_steps": 19845, "total_steps": 45204, "loss": 0.1935, "learning_rate": 1.1904360388583803e-05, "epoch": 0.439001729166129, "percentage": 43.9, "elapsed_time": "12:10:00", "remaining_time": "15:32:50"} +{"current_steps": 19850, "total_steps": 45204, "loss": 0.3368, "learning_rate": 1.1900948960222283e-05, "epoch": 0.4391123368076423, "percentage": 43.91, "elapsed_time": "12:10:14", "remaining_time": "15:32:42"} +{"current_steps": 19855, "total_steps": 45204, "loss": 0.3683, "learning_rate": 1.1897537302321768e-05, "epoch": 0.4392229444491555, "percentage": 43.92, "elapsed_time": "12:10:24", "remaining_time": "15:32:31"} +{"current_steps": 19860, "total_steps": 45204, "loss": 0.3691, "learning_rate": 1.1894125415294218e-05, "epoch": 0.43933355209066877, "percentage": 43.93, "elapsed_time": "12:10:36", "remaining_time": "15:32:21"} +{"current_steps": 19865, "total_steps": 45204, "loss": 0.2927, "learning_rate": 1.1890713299551618e-05, "epoch": 0.43944415973218204, "percentage": 43.95, "elapsed_time": "12:10:47", "remaining_time": "15:32:10"} +{"current_steps": 19870, "total_steps": 45204, "loss": 0.3172, "learning_rate": 1.1887300955505969e-05, "epoch": 0.4395547673736953, "percentage": 43.96, "elapsed_time": "12:10:57", "remaining_time": "15:31:58"} +{"current_steps": 19875, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.1883888383569324e-05, "epoch": 0.4396653750152085, "percentage": 43.97, "elapsed_time": "12:11:10", "remaining_time": "15:31:48"} +{"current_steps": 19880, "total_steps": 45204, "loss": 0.4011, "learning_rate": 1.1880475584153745e-05, "epoch": 0.4397759826567218, "percentage": 43.98, "elapsed_time": "12:11:20", "remaining_time": "15:31:36"} +{"current_steps": 19885, "total_steps": 45204, "loss": 0.2271, "learning_rate": 1.1877062557671323e-05, "epoch": 0.43988659029823507, "percentage": 43.99, "elapsed_time": "12:11:29", "remaining_time": "15:31:23"} +{"current_steps": 19890, "total_steps": 45204, "loss": 0.2958, "learning_rate": 1.1873649304534184e-05, "epoch": 0.43999719793974834, "percentage": 44.0, "elapsed_time": "12:11:39", "remaining_time": "15:31:11"} +{"current_steps": 19895, "total_steps": 45204, "loss": 0.3949, "learning_rate": 1.1870235825154479e-05, "epoch": 0.4401078055812616, "percentage": 44.01, "elapsed_time": "12:11:50", "remaining_time": "15:31:00"} +{"current_steps": 19900, "total_steps": 45204, "loss": 0.4087, "learning_rate": 1.1866822119944378e-05, "epoch": 0.44021841322277483, "percentage": 44.02, "elapsed_time": "12:12:02", "remaining_time": "15:30:50"} +{"current_steps": 19905, "total_steps": 45204, "loss": 0.2475, "learning_rate": 1.1863408189316088e-05, "epoch": 0.4403290208642881, "percentage": 44.03, "elapsed_time": "12:12:10", "remaining_time": "15:30:35"} +{"current_steps": 19910, "total_steps": 45204, "loss": 0.4747, "learning_rate": 1.1859994033681844e-05, "epoch": 0.4404396285058014, "percentage": 44.04, "elapsed_time": "12:12:24", "remaining_time": "15:30:27"} +{"current_steps": 19915, "total_steps": 45204, "loss": 0.4563, "learning_rate": 1.18565796534539e-05, "epoch": 0.44055023614731464, "percentage": 44.06, "elapsed_time": "12:12:37", "remaining_time": "15:30:19"} +{"current_steps": 19920, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.1853165049044539e-05, "epoch": 0.4406608437888279, "percentage": 44.07, "elapsed_time": "12:12:49", "remaining_time": "15:30:09"} +{"current_steps": 19925, "total_steps": 45204, "loss": 0.3605, "learning_rate": 1.1849750220866078e-05, "epoch": 0.44077145143034113, "percentage": 44.08, "elapsed_time": "12:12:58", "remaining_time": "15:29:55"} +{"current_steps": 19930, "total_steps": 45204, "loss": 0.3731, "learning_rate": 1.1846335169330857e-05, "epoch": 0.4408820590718544, "percentage": 44.09, "elapsed_time": "12:13:07", "remaining_time": "15:29:42"} +{"current_steps": 19935, "total_steps": 45204, "loss": 0.3016, "learning_rate": 1.1842919894851239e-05, "epoch": 0.4409926667133677, "percentage": 44.1, "elapsed_time": "12:13:19", "remaining_time": "15:29:32"} +{"current_steps": 19940, "total_steps": 45204, "loss": 0.3816, "learning_rate": 1.1839504397839619e-05, "epoch": 0.44110327435488095, "percentage": 44.11, "elapsed_time": "12:13:31", "remaining_time": "15:29:22"} +{"current_steps": 19945, "total_steps": 45204, "loss": 0.3766, "learning_rate": 1.1836088678708418e-05, "epoch": 0.44121388199639416, "percentage": 44.12, "elapsed_time": "12:13:42", "remaining_time": "15:29:11"} +{"current_steps": 19950, "total_steps": 45204, "loss": 0.3851, "learning_rate": 1.1832672737870081e-05, "epoch": 0.44132448963790744, "percentage": 44.13, "elapsed_time": "12:13:52", "remaining_time": "15:28:59"} +{"current_steps": 19955, "total_steps": 45204, "loss": 0.2981, "learning_rate": 1.182925657573708e-05, "epoch": 0.4414350972794207, "percentage": 44.14, "elapsed_time": "12:14:05", "remaining_time": "15:28:50"} +{"current_steps": 19960, "total_steps": 45204, "loss": 0.3727, "learning_rate": 1.182584019272192e-05, "epoch": 0.441545704920934, "percentage": 44.16, "elapsed_time": "12:14:15", "remaining_time": "15:28:38"} +{"current_steps": 19965, "total_steps": 45204, "loss": 0.452, "learning_rate": 1.1822423589237132e-05, "epoch": 0.44165631256244725, "percentage": 44.17, "elapsed_time": "12:14:27", "remaining_time": "15:28:29"} +{"current_steps": 19970, "total_steps": 45204, "loss": 0.3483, "learning_rate": 1.1819006765695256e-05, "epoch": 0.44176692020396047, "percentage": 44.18, "elapsed_time": "12:14:41", "remaining_time": "15:28:21"} +{"current_steps": 19975, "total_steps": 45204, "loss": 0.3573, "learning_rate": 1.1815589722508883e-05, "epoch": 0.44187752784547374, "percentage": 44.19, "elapsed_time": "12:14:53", "remaining_time": "15:28:11"} +{"current_steps": 19980, "total_steps": 45204, "loss": 0.2014, "learning_rate": 1.1812172460090621e-05, "epoch": 0.441988135486987, "percentage": 44.2, "elapsed_time": "12:15:03", "remaining_time": "15:27:59"} +{"current_steps": 19985, "total_steps": 45204, "loss": 0.3327, "learning_rate": 1.1808754978853094e-05, "epoch": 0.4420987431285003, "percentage": 44.21, "elapsed_time": "12:15:14", "remaining_time": "15:27:47"} +{"current_steps": 19990, "total_steps": 45204, "loss": 0.3436, "learning_rate": 1.1805337279208973e-05, "epoch": 0.44220935077001355, "percentage": 44.22, "elapsed_time": "12:15:23", "remaining_time": "15:27:34"} +{"current_steps": 19995, "total_steps": 45204, "loss": 0.3924, "learning_rate": 1.180191936157094e-05, "epoch": 0.44231995841152677, "percentage": 44.23, "elapsed_time": "12:15:36", "remaining_time": "15:27:25"} +{"current_steps": 20000, "total_steps": 45204, "loss": 0.346, "learning_rate": 1.1798501226351701e-05, "epoch": 0.44243056605304004, "percentage": 44.24, "elapsed_time": "12:15:46", "remaining_time": "15:27:13"} +{"current_steps": 20005, "total_steps": 45204, "loss": 0.3884, "learning_rate": 1.1795082873964001e-05, "epoch": 0.4425411736945533, "percentage": 44.25, "elapsed_time": "12:15:57", "remaining_time": "15:27:02"} +{"current_steps": 20010, "total_steps": 45204, "loss": 0.2926, "learning_rate": 1.1791664304820604e-05, "epoch": 0.4426517813360666, "percentage": 44.27, "elapsed_time": "12:16:08", "remaining_time": "15:26:51"} +{"current_steps": 20015, "total_steps": 45204, "loss": 0.4376, "learning_rate": 1.1788245519334304e-05, "epoch": 0.44276238897757986, "percentage": 44.28, "elapsed_time": "12:16:18", "remaining_time": "15:26:38"} +{"current_steps": 20020, "total_steps": 45204, "loss": 0.3128, "learning_rate": 1.1784826517917913e-05, "epoch": 0.4428729966190931, "percentage": 44.29, "elapsed_time": "12:16:28", "remaining_time": "15:26:26"} +{"current_steps": 20025, "total_steps": 45204, "loss": 0.3935, "learning_rate": 1.1781407300984277e-05, "epoch": 0.44298360426060635, "percentage": 44.3, "elapsed_time": "12:16:37", "remaining_time": "15:26:12"} +{"current_steps": 20030, "total_steps": 45204, "loss": 0.5173, "learning_rate": 1.177798786894627e-05, "epoch": 0.4430942119021196, "percentage": 44.31, "elapsed_time": "12:16:49", "remaining_time": "15:26:02"} +{"current_steps": 20035, "total_steps": 45204, "loss": 0.42, "learning_rate": 1.1774568222216778e-05, "epoch": 0.4432048195436329, "percentage": 44.32, "elapsed_time": "12:16:58", "remaining_time": "15:25:49"} +{"current_steps": 20040, "total_steps": 45204, "loss": 0.3876, "learning_rate": 1.1771148361208726e-05, "epoch": 0.4433154271851461, "percentage": 44.33, "elapsed_time": "12:17:08", "remaining_time": "15:25:37"} +{"current_steps": 20045, "total_steps": 45204, "loss": 0.4411, "learning_rate": 1.1767728286335067e-05, "epoch": 0.4434260348266594, "percentage": 44.34, "elapsed_time": "12:17:22", "remaining_time": "15:25:29"} +{"current_steps": 20050, "total_steps": 45204, "loss": 0.3649, "learning_rate": 1.1764307998008767e-05, "epoch": 0.44353664246817265, "percentage": 44.35, "elapsed_time": "12:17:33", "remaining_time": "15:25:19"} +{"current_steps": 20055, "total_steps": 45204, "loss": 0.4094, "learning_rate": 1.176088749664282e-05, "epoch": 0.4436472501096859, "percentage": 44.37, "elapsed_time": "12:17:46", "remaining_time": "15:25:09"} +{"current_steps": 20060, "total_steps": 45204, "loss": 0.2503, "learning_rate": 1.1757466782650263e-05, "epoch": 0.4437578577511992, "percentage": 44.38, "elapsed_time": "12:17:57", "remaining_time": "15:24:58"} +{"current_steps": 20065, "total_steps": 45204, "loss": 0.2226, "learning_rate": 1.1754045856444143e-05, "epoch": 0.4438684653927124, "percentage": 44.39, "elapsed_time": "12:18:06", "remaining_time": "15:24:45"} +{"current_steps": 20070, "total_steps": 45204, "loss": 0.1442, "learning_rate": 1.175062471843753e-05, "epoch": 0.4439790730342257, "percentage": 44.4, "elapsed_time": "12:18:14", "remaining_time": "15:24:30"} +{"current_steps": 20075, "total_steps": 45204, "loss": 0.3805, "learning_rate": 1.1747203369043527e-05, "epoch": 0.44408968067573895, "percentage": 44.41, "elapsed_time": "12:18:25", "remaining_time": "15:24:20"} +{"current_steps": 20080, "total_steps": 45204, "loss": 0.3621, "learning_rate": 1.1743781808675266e-05, "epoch": 0.4442002883172522, "percentage": 44.42, "elapsed_time": "12:18:34", "remaining_time": "15:24:06"} +{"current_steps": 20085, "total_steps": 45204, "loss": 0.3811, "learning_rate": 1.1740360037745893e-05, "epoch": 0.4443108959587655, "percentage": 44.43, "elapsed_time": "12:18:46", "remaining_time": "15:23:55"} +{"current_steps": 20090, "total_steps": 45204, "loss": 0.2145, "learning_rate": 1.1736938056668588e-05, "epoch": 0.4444215036002787, "percentage": 44.44, "elapsed_time": "12:18:54", "remaining_time": "15:23:41"} +{"current_steps": 20095, "total_steps": 45204, "loss": 0.2151, "learning_rate": 1.1733515865856557e-05, "epoch": 0.444532111241792, "percentage": 44.45, "elapsed_time": "12:19:06", "remaining_time": "15:23:31"} +{"current_steps": 20100, "total_steps": 45204, "loss": 0.4814, "learning_rate": 1.1730093465723025e-05, "epoch": 0.44464271888330525, "percentage": 44.47, "elapsed_time": "12:19:17", "remaining_time": "15:23:20"} +{"current_steps": 20105, "total_steps": 45204, "loss": 0.2868, "learning_rate": 1.1726670856681246e-05, "epoch": 0.4447533265248185, "percentage": 44.48, "elapsed_time": "12:19:27", "remaining_time": "15:23:08"} +{"current_steps": 20110, "total_steps": 45204, "loss": 0.5454, "learning_rate": 1.17232480391445e-05, "epoch": 0.4448639341663318, "percentage": 44.49, "elapsed_time": "12:19:40", "remaining_time": "15:22:59"} +{"current_steps": 20115, "total_steps": 45204, "loss": 0.3625, "learning_rate": 1.1719825013526094e-05, "epoch": 0.444974541807845, "percentage": 44.5, "elapsed_time": "12:19:53", "remaining_time": "15:22:51"} +{"current_steps": 20120, "total_steps": 45204, "loss": 0.271, "learning_rate": 1.1716401780239349e-05, "epoch": 0.4450851494493583, "percentage": 44.51, "elapsed_time": "12:20:04", "remaining_time": "15:22:39"} +{"current_steps": 20125, "total_steps": 45204, "loss": 0.2643, "learning_rate": 1.1712978339697626e-05, "epoch": 0.44519575709087156, "percentage": 44.52, "elapsed_time": "12:20:15", "remaining_time": "15:22:28"} +{"current_steps": 20130, "total_steps": 45204, "loss": 0.4021, "learning_rate": 1.1709554692314309e-05, "epoch": 0.44530636473238483, "percentage": 44.53, "elapsed_time": "12:20:25", "remaining_time": "15:22:16"} +{"current_steps": 20135, "total_steps": 45204, "loss": 0.2475, "learning_rate": 1.170613083850279e-05, "epoch": 0.44541697237389805, "percentage": 44.54, "elapsed_time": "12:20:35", "remaining_time": "15:22:04"} +{"current_steps": 20140, "total_steps": 45204, "loss": 0.4262, "learning_rate": 1.1702706778676504e-05, "epoch": 0.4455275800154113, "percentage": 44.55, "elapsed_time": "12:20:45", "remaining_time": "15:21:51"} +{"current_steps": 20145, "total_steps": 45204, "loss": 0.3112, "learning_rate": 1.169928251324891e-05, "epoch": 0.4456381876569246, "percentage": 44.56, "elapsed_time": "12:20:55", "remaining_time": "15:21:39"} +{"current_steps": 20150, "total_steps": 45204, "loss": 0.5383, "learning_rate": 1.1695858042633478e-05, "epoch": 0.44574879529843786, "percentage": 44.58, "elapsed_time": "12:21:10", "remaining_time": "15:21:34"} +{"current_steps": 20155, "total_steps": 45204, "loss": 0.3768, "learning_rate": 1.1692433367243722e-05, "epoch": 0.44585940293995113, "percentage": 44.59, "elapsed_time": "12:21:22", "remaining_time": "15:21:23"} +{"current_steps": 20160, "total_steps": 45204, "loss": 0.3656, "learning_rate": 1.1689008487493163e-05, "epoch": 0.44597001058146435, "percentage": 44.6, "elapsed_time": "12:21:32", "remaining_time": "15:21:10"} +{"current_steps": 20165, "total_steps": 45204, "loss": 0.3675, "learning_rate": 1.1685583403795355e-05, "epoch": 0.4460806182229776, "percentage": 44.61, "elapsed_time": "12:21:41", "remaining_time": "15:20:58"} +{"current_steps": 20170, "total_steps": 45204, "loss": 0.4075, "learning_rate": 1.1682158116563875e-05, "epoch": 0.4461912258644909, "percentage": 44.62, "elapsed_time": "12:21:53", "remaining_time": "15:20:47"} +{"current_steps": 20175, "total_steps": 45204, "loss": 0.336, "learning_rate": 1.167873262621233e-05, "epoch": 0.44630183350600416, "percentage": 44.63, "elapsed_time": "12:22:04", "remaining_time": "15:20:36"} +{"current_steps": 20180, "total_steps": 45204, "loss": 0.3615, "learning_rate": 1.1675306933154348e-05, "epoch": 0.44641244114751744, "percentage": 44.64, "elapsed_time": "12:22:15", "remaining_time": "15:20:25"} +{"current_steps": 20185, "total_steps": 45204, "loss": 0.2225, "learning_rate": 1.1671881037803569e-05, "epoch": 0.44652304878903065, "percentage": 44.65, "elapsed_time": "12:22:26", "remaining_time": "15:20:14"} +{"current_steps": 20190, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.166845494057368e-05, "epoch": 0.4466336564305439, "percentage": 44.66, "elapsed_time": "12:22:37", "remaining_time": "15:20:03"} +{"current_steps": 20195, "total_steps": 45204, "loss": 0.3637, "learning_rate": 1.1665028641878378e-05, "epoch": 0.4467442640720572, "percentage": 44.68, "elapsed_time": "12:22:47", "remaining_time": "15:19:51"} +{"current_steps": 20200, "total_steps": 45204, "loss": 0.3807, "learning_rate": 1.1661602142131386e-05, "epoch": 0.44685487171357047, "percentage": 44.69, "elapsed_time": "12:23:00", "remaining_time": "15:19:42"} +{"current_steps": 20205, "total_steps": 45204, "loss": 0.2962, "learning_rate": 1.1658175441746453e-05, "epoch": 0.44696547935508374, "percentage": 44.7, "elapsed_time": "12:23:10", "remaining_time": "15:19:30"} +{"current_steps": 20210, "total_steps": 45204, "loss": 0.3453, "learning_rate": 1.1654748541137356e-05, "epoch": 0.44707608699659696, "percentage": 44.71, "elapsed_time": "12:23:22", "remaining_time": "15:19:20"} +{"current_steps": 20215, "total_steps": 45204, "loss": 0.3536, "learning_rate": 1.1651321440717887e-05, "epoch": 0.4471866946381102, "percentage": 44.72, "elapsed_time": "12:23:34", "remaining_time": "15:19:10"} +{"current_steps": 20220, "total_steps": 45204, "loss": 0.3934, "learning_rate": 1.1647894140901867e-05, "epoch": 0.4472973022796235, "percentage": 44.73, "elapsed_time": "12:23:46", "remaining_time": "15:19:00"} +{"current_steps": 20225, "total_steps": 45204, "loss": 0.3585, "learning_rate": 1.1644466642103145e-05, "epoch": 0.44740790992113677, "percentage": 44.74, "elapsed_time": "12:23:57", "remaining_time": "15:18:49"} +{"current_steps": 20230, "total_steps": 45204, "loss": 0.4024, "learning_rate": 1.1641038944735592e-05, "epoch": 0.44751851756265, "percentage": 44.75, "elapsed_time": "12:24:07", "remaining_time": "15:18:37"} +{"current_steps": 20235, "total_steps": 45204, "loss": 0.2644, "learning_rate": 1.1637611049213096e-05, "epoch": 0.44762912520416326, "percentage": 44.76, "elapsed_time": "12:24:19", "remaining_time": "15:18:27"} +{"current_steps": 20240, "total_steps": 45204, "loss": 0.3174, "learning_rate": 1.1634182955949575e-05, "epoch": 0.44773973284567653, "percentage": 44.77, "elapsed_time": "12:24:29", "remaining_time": "15:18:14"} +{"current_steps": 20245, "total_steps": 45204, "loss": 0.2897, "learning_rate": 1.1630754665358976e-05, "epoch": 0.4478503404871898, "percentage": 44.79, "elapsed_time": "12:24:39", "remaining_time": "15:18:02"} +{"current_steps": 20250, "total_steps": 45204, "loss": 0.3988, "learning_rate": 1.1627326177855256e-05, "epoch": 0.4479609481287031, "percentage": 44.8, "elapsed_time": "12:24:53", "remaining_time": "15:17:55"} +{"current_steps": 20255, "total_steps": 45204, "loss": 0.5742, "learning_rate": 1.1623897493852412e-05, "epoch": 0.4480715557702163, "percentage": 44.81, "elapsed_time": "12:25:06", "remaining_time": "15:17:46"} +{"current_steps": 20260, "total_steps": 45204, "loss": 0.3594, "learning_rate": 1.162046861376445e-05, "epoch": 0.44818216341172956, "percentage": 44.82, "elapsed_time": "12:25:17", "remaining_time": "15:17:35"} +{"current_steps": 20265, "total_steps": 45204, "loss": 0.4968, "learning_rate": 1.161703953800541e-05, "epoch": 0.44829277105324283, "percentage": 44.83, "elapsed_time": "12:25:29", "remaining_time": "15:17:26"} +{"current_steps": 20270, "total_steps": 45204, "loss": 0.2914, "learning_rate": 1.1613610266989346e-05, "epoch": 0.4484033786947561, "percentage": 44.84, "elapsed_time": "12:25:40", "remaining_time": "15:17:14"} +{"current_steps": 20275, "total_steps": 45204, "loss": 0.2907, "learning_rate": 1.1610180801130351e-05, "epoch": 0.4485139863362694, "percentage": 44.85, "elapsed_time": "12:25:52", "remaining_time": "15:17:05"} +{"current_steps": 20280, "total_steps": 45204, "loss": 0.3383, "learning_rate": 1.1606751140842526e-05, "epoch": 0.4486245939777826, "percentage": 44.86, "elapsed_time": "12:26:03", "remaining_time": "15:16:54"} +{"current_steps": 20285, "total_steps": 45204, "loss": 0.4069, "learning_rate": 1.1603321286539996e-05, "epoch": 0.44873520161929586, "percentage": 44.87, "elapsed_time": "12:26:15", "remaining_time": "15:16:44"} +{"current_steps": 20290, "total_steps": 45204, "loss": 0.4257, "learning_rate": 1.1599891238636926e-05, "epoch": 0.44884580926080914, "percentage": 44.89, "elapsed_time": "12:26:26", "remaining_time": "15:16:33"} +{"current_steps": 20295, "total_steps": 45204, "loss": 0.2992, "learning_rate": 1.1596460997547489e-05, "epoch": 0.4489564169023224, "percentage": 44.9, "elapsed_time": "12:26:37", "remaining_time": "15:16:21"} +{"current_steps": 20300, "total_steps": 45204, "loss": 0.5028, "learning_rate": 1.1593030563685884e-05, "epoch": 0.4490670245438356, "percentage": 44.91, "elapsed_time": "12:26:48", "remaining_time": "15:16:10"} +{"current_steps": 20305, "total_steps": 45204, "loss": 0.2802, "learning_rate": 1.1589599937466334e-05, "epoch": 0.4491776321853489, "percentage": 44.92, "elapsed_time": "12:26:57", "remaining_time": "15:15:57"} +{"current_steps": 20310, "total_steps": 45204, "loss": 0.2656, "learning_rate": 1.1586169119303091e-05, "epoch": 0.44928823982686217, "percentage": 44.93, "elapsed_time": "12:27:06", "remaining_time": "15:15:43"} +{"current_steps": 20315, "total_steps": 45204, "loss": 0.3428, "learning_rate": 1.1582738109610416e-05, "epoch": 0.44939884746837544, "percentage": 44.94, "elapsed_time": "12:27:16", "remaining_time": "15:15:31"} +{"current_steps": 20320, "total_steps": 45204, "loss": 0.276, "learning_rate": 1.157930690880261e-05, "epoch": 0.4495094551098887, "percentage": 44.95, "elapsed_time": "12:27:26", "remaining_time": "15:15:18"} +{"current_steps": 20325, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.157587551729399e-05, "epoch": 0.4496200627514019, "percentage": 44.96, "elapsed_time": "12:27:36", "remaining_time": "15:15:07"} +{"current_steps": 20330, "total_steps": 45204, "loss": 0.4794, "learning_rate": 1.1572443935498893e-05, "epoch": 0.4497306703929152, "percentage": 44.97, "elapsed_time": "12:27:52", "remaining_time": "15:15:02"} +{"current_steps": 20335, "total_steps": 45204, "loss": 0.3572, "learning_rate": 1.156901216383168e-05, "epoch": 0.44984127803442847, "percentage": 44.98, "elapsed_time": "12:28:03", "remaining_time": "15:14:50"} +{"current_steps": 20340, "total_steps": 45204, "loss": 0.5143, "learning_rate": 1.1565580202706736e-05, "epoch": 0.44995188567594174, "percentage": 45.0, "elapsed_time": "12:28:16", "remaining_time": "15:14:42"} +{"current_steps": 20345, "total_steps": 45204, "loss": 0.3623, "learning_rate": 1.1562148052538476e-05, "epoch": 0.450062493317455, "percentage": 45.01, "elapsed_time": "12:28:27", "remaining_time": "15:14:31"} +{"current_steps": 20350, "total_steps": 45204, "loss": 0.2709, "learning_rate": 1.155871571374132e-05, "epoch": 0.45017310095896823, "percentage": 45.02, "elapsed_time": "12:28:37", "remaining_time": "15:14:18"} +{"current_steps": 20355, "total_steps": 45204, "loss": 0.4167, "learning_rate": 1.155528318672973e-05, "epoch": 0.4502837086004815, "percentage": 45.03, "elapsed_time": "12:28:49", "remaining_time": "15:14:08"} +{"current_steps": 20360, "total_steps": 45204, "loss": 0.4254, "learning_rate": 1.1551850471918184e-05, "epoch": 0.4503943162419948, "percentage": 45.04, "elapsed_time": "12:28:59", "remaining_time": "15:13:57"} +{"current_steps": 20365, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.1548417569721173e-05, "epoch": 0.45050492388350805, "percentage": 45.05, "elapsed_time": "12:29:09", "remaining_time": "15:13:44"} +{"current_steps": 20370, "total_steps": 45204, "loss": 0.3862, "learning_rate": 1.1544984480553224e-05, "epoch": 0.4506155315250213, "percentage": 45.06, "elapsed_time": "12:29:22", "remaining_time": "15:13:35"} +{"current_steps": 20375, "total_steps": 45204, "loss": 0.4146, "learning_rate": 1.1541551204828886e-05, "epoch": 0.45072613916653453, "percentage": 45.07, "elapsed_time": "12:29:34", "remaining_time": "15:13:26"} +{"current_steps": 20380, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.153811774296272e-05, "epoch": 0.4508367468080478, "percentage": 45.08, "elapsed_time": "12:29:49", "remaining_time": "15:13:19"} +{"current_steps": 20385, "total_steps": 45204, "loss": 0.2354, "learning_rate": 1.1534684095369311e-05, "epoch": 0.4509473544495611, "percentage": 45.1, "elapsed_time": "12:29:59", "remaining_time": "15:13:07"} +{"current_steps": 20390, "total_steps": 45204, "loss": 0.4012, "learning_rate": 1.153125026246328e-05, "epoch": 0.45105796209107435, "percentage": 45.11, "elapsed_time": "12:30:08", "remaining_time": "15:12:53"} +{"current_steps": 20395, "total_steps": 45204, "loss": 0.3491, "learning_rate": 1.152781624465926e-05, "epoch": 0.45116856973258757, "percentage": 45.12, "elapsed_time": "12:30:18", "remaining_time": "15:12:41"} +{"current_steps": 20400, "total_steps": 45204, "loss": 0.3945, "learning_rate": 1.15243820423719e-05, "epoch": 0.45127917737410084, "percentage": 45.13, "elapsed_time": "12:30:29", "remaining_time": "15:12:30"} +{"current_steps": 20405, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.1520947656015886e-05, "epoch": 0.4513897850156141, "percentage": 45.14, "elapsed_time": "12:30:40", "remaining_time": "15:12:19"} +{"current_steps": 20410, "total_steps": 45204, "loss": 0.3545, "learning_rate": 1.151751308600592e-05, "epoch": 0.4515003926571274, "percentage": 45.15, "elapsed_time": "12:30:50", "remaining_time": "15:12:06"} +{"current_steps": 20415, "total_steps": 45204, "loss": 0.268, "learning_rate": 1.1514078332756717e-05, "epoch": 0.45161100029864065, "percentage": 45.16, "elapsed_time": "12:31:01", "remaining_time": "15:11:55"} +{"current_steps": 20420, "total_steps": 45204, "loss": 0.3053, "learning_rate": 1.151064339668303e-05, "epoch": 0.45172160794015387, "percentage": 45.17, "elapsed_time": "12:31:11", "remaining_time": "15:11:44"} +{"current_steps": 20425, "total_steps": 45204, "loss": 0.3807, "learning_rate": 1.1507208278199629e-05, "epoch": 0.45183221558166714, "percentage": 45.18, "elapsed_time": "12:31:23", "remaining_time": "15:11:34"} +{"current_steps": 20430, "total_steps": 45204, "loss": 0.4238, "learning_rate": 1.1503772977721293e-05, "epoch": 0.4519428232231804, "percentage": 45.2, "elapsed_time": "12:31:35", "remaining_time": "15:11:24"} +{"current_steps": 20435, "total_steps": 45204, "loss": 0.4143, "learning_rate": 1.1500337495662839e-05, "epoch": 0.4520534308646937, "percentage": 45.21, "elapsed_time": "12:31:45", "remaining_time": "15:11:11"} +{"current_steps": 20440, "total_steps": 45204, "loss": 0.2192, "learning_rate": 1.1496901832439104e-05, "epoch": 0.45216403850620696, "percentage": 45.22, "elapsed_time": "12:31:55", "remaining_time": "15:10:59"} +{"current_steps": 20445, "total_steps": 45204, "loss": 0.2973, "learning_rate": 1.1493465988464937e-05, "epoch": 0.45227464614772017, "percentage": 45.23, "elapsed_time": "12:32:07", "remaining_time": "15:10:49"} +{"current_steps": 20450, "total_steps": 45204, "loss": 0.3551, "learning_rate": 1.1490029964155218e-05, "epoch": 0.45238525378923344, "percentage": 45.24, "elapsed_time": "12:32:21", "remaining_time": "15:10:42"} +{"current_steps": 20455, "total_steps": 45204, "loss": 0.3189, "learning_rate": 1.1486593759924847e-05, "epoch": 0.4524958614307467, "percentage": 45.25, "elapsed_time": "12:32:31", "remaining_time": "15:10:29"} +{"current_steps": 20460, "total_steps": 45204, "loss": 0.4409, "learning_rate": 1.1483157376188744e-05, "epoch": 0.45260646907226, "percentage": 45.26, "elapsed_time": "12:32:41", "remaining_time": "15:10:17"} +{"current_steps": 20465, "total_steps": 45204, "loss": 0.3055, "learning_rate": 1.1479720813361847e-05, "epoch": 0.45271707671377326, "percentage": 45.27, "elapsed_time": "12:32:52", "remaining_time": "15:10:06"} +{"current_steps": 20470, "total_steps": 45204, "loss": 0.3275, "learning_rate": 1.1476284071859128e-05, "epoch": 0.4528276843552865, "percentage": 45.28, "elapsed_time": "12:33:02", "remaining_time": "15:09:54"} +{"current_steps": 20475, "total_steps": 45204, "loss": 0.2427, "learning_rate": 1.1472847152095567e-05, "epoch": 0.45293829199679975, "percentage": 45.29, "elapsed_time": "12:33:12", "remaining_time": "15:09:42"} +{"current_steps": 20480, "total_steps": 45204, "loss": 0.35, "learning_rate": 1.1469410054486172e-05, "epoch": 0.453048899638313, "percentage": 45.31, "elapsed_time": "12:33:24", "remaining_time": "15:09:31"} +{"current_steps": 20485, "total_steps": 45204, "loss": 0.3322, "learning_rate": 1.1465972779445966e-05, "epoch": 0.4531595072798263, "percentage": 45.32, "elapsed_time": "12:33:34", "remaining_time": "15:09:20"} +{"current_steps": 20490, "total_steps": 45204, "loss": 0.2871, "learning_rate": 1.1462535327390011e-05, "epoch": 0.4532701149213395, "percentage": 45.33, "elapsed_time": "12:33:43", "remaining_time": "15:09:06"} +{"current_steps": 20495, "total_steps": 45204, "loss": 0.3581, "learning_rate": 1.145909769873337e-05, "epoch": 0.4533807225628528, "percentage": 45.34, "elapsed_time": "12:33:54", "remaining_time": "15:08:54"} +{"current_steps": 20500, "total_steps": 45204, "loss": 0.3379, "learning_rate": 1.1455659893891136e-05, "epoch": 0.45349133020436605, "percentage": 45.35, "elapsed_time": "12:34:05", "remaining_time": "15:08:43"} +{"current_steps": 20505, "total_steps": 45204, "loss": 0.3453, "learning_rate": 1.1452221913278423e-05, "epoch": 0.4536019378458793, "percentage": 45.36, "elapsed_time": "12:34:18", "remaining_time": "15:08:35"} +{"current_steps": 20510, "total_steps": 45204, "loss": 0.4072, "learning_rate": 1.144878375731037e-05, "epoch": 0.4537125454873926, "percentage": 45.37, "elapsed_time": "12:34:30", "remaining_time": "15:08:25"} +{"current_steps": 20515, "total_steps": 45204, "loss": 0.419, "learning_rate": 1.1445345426402129e-05, "epoch": 0.4538231531289058, "percentage": 45.38, "elapsed_time": "12:34:40", "remaining_time": "15:08:13"} +{"current_steps": 20520, "total_steps": 45204, "loss": 0.4622, "learning_rate": 1.1441906920968877e-05, "epoch": 0.4539337607704191, "percentage": 45.39, "elapsed_time": "12:34:51", "remaining_time": "15:08:02"} +{"current_steps": 20525, "total_steps": 45204, "loss": 0.4288, "learning_rate": 1.1438468241425818e-05, "epoch": 0.45404436841193235, "percentage": 45.41, "elapsed_time": "12:35:03", "remaining_time": "15:07:52"} +{"current_steps": 20530, "total_steps": 45204, "loss": 0.3262, "learning_rate": 1.1435029388188163e-05, "epoch": 0.4541549760534456, "percentage": 45.42, "elapsed_time": "12:35:13", "remaining_time": "15:07:40"} +{"current_steps": 20535, "total_steps": 45204, "loss": 0.3695, "learning_rate": 1.1431590361671161e-05, "epoch": 0.4542655836949589, "percentage": 45.43, "elapsed_time": "12:35:24", "remaining_time": "15:07:28"} +{"current_steps": 20540, "total_steps": 45204, "loss": 0.4619, "learning_rate": 1.1428151162290069e-05, "epoch": 0.4543761913364721, "percentage": 45.44, "elapsed_time": "12:35:38", "remaining_time": "15:07:21"} +{"current_steps": 20545, "total_steps": 45204, "loss": 0.5778, "learning_rate": 1.142471179046017e-05, "epoch": 0.4544867989779854, "percentage": 45.45, "elapsed_time": "12:35:52", "remaining_time": "15:07:13"} +{"current_steps": 20550, "total_steps": 45204, "loss": 0.4229, "learning_rate": 1.1421272246596762e-05, "epoch": 0.45459740661949866, "percentage": 45.46, "elapsed_time": "12:36:03", "remaining_time": "15:07:02"} +{"current_steps": 20555, "total_steps": 45204, "loss": 0.2996, "learning_rate": 1.1417832531115178e-05, "epoch": 0.45470801426101193, "percentage": 45.47, "elapsed_time": "12:36:15", "remaining_time": "15:06:53"} +{"current_steps": 20560, "total_steps": 45204, "loss": 0.4236, "learning_rate": 1.141439264443076e-05, "epoch": 0.4548186219025252, "percentage": 45.48, "elapsed_time": "12:36:25", "remaining_time": "15:06:40"} +{"current_steps": 20565, "total_steps": 45204, "loss": 0.4958, "learning_rate": 1.1410952586958867e-05, "epoch": 0.4549292295440384, "percentage": 45.49, "elapsed_time": "12:36:36", "remaining_time": "15:06:30"} +{"current_steps": 20570, "total_steps": 45204, "loss": 0.6291, "learning_rate": 1.1407512359114892e-05, "epoch": 0.4550398371855517, "percentage": 45.5, "elapsed_time": "12:36:50", "remaining_time": "15:06:22"} +{"current_steps": 20575, "total_steps": 45204, "loss": 0.517, "learning_rate": 1.140407196131424e-05, "epoch": 0.45515044482706496, "percentage": 45.52, "elapsed_time": "12:37:02", "remaining_time": "15:06:11"} +{"current_steps": 20580, "total_steps": 45204, "loss": 0.458, "learning_rate": 1.1400631393972334e-05, "epoch": 0.45526105246857823, "percentage": 45.53, "elapsed_time": "12:37:15", "remaining_time": "15:06:03"} +{"current_steps": 20585, "total_steps": 45204, "loss": 0.3531, "learning_rate": 1.1397190657504623e-05, "epoch": 0.45537166011009145, "percentage": 45.54, "elapsed_time": "12:37:26", "remaining_time": "15:05:52"} +{"current_steps": 20590, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.1393749752326581e-05, "epoch": 0.4554822677516047, "percentage": 45.55, "elapsed_time": "12:37:39", "remaining_time": "15:05:43"} +{"current_steps": 20595, "total_steps": 45204, "loss": 0.4093, "learning_rate": 1.139030867885369e-05, "epoch": 0.455592875393118, "percentage": 45.56, "elapsed_time": "12:37:48", "remaining_time": "15:05:30"} +{"current_steps": 20600, "total_steps": 45204, "loss": 0.5163, "learning_rate": 1.1386867437501456e-05, "epoch": 0.45570348303463126, "percentage": 45.57, "elapsed_time": "12:38:00", "remaining_time": "15:05:20"} +{"current_steps": 20605, "total_steps": 45204, "loss": 0.2559, "learning_rate": 1.1383426028685416e-05, "epoch": 0.45581409067614453, "percentage": 45.58, "elapsed_time": "12:38:10", "remaining_time": "15:05:08"} +{"current_steps": 20610, "total_steps": 45204, "loss": 0.5298, "learning_rate": 1.1379984452821114e-05, "epoch": 0.45592469831765775, "percentage": 45.59, "elapsed_time": "12:38:23", "remaining_time": "15:04:59"} +{"current_steps": 20615, "total_steps": 45204, "loss": 0.4803, "learning_rate": 1.1376542710324117e-05, "epoch": 0.456035305959171, "percentage": 45.6, "elapsed_time": "12:38:38", "remaining_time": "15:04:52"} +{"current_steps": 20620, "total_steps": 45204, "loss": 0.39, "learning_rate": 1.1373100801610017e-05, "epoch": 0.4561459136006843, "percentage": 45.62, "elapsed_time": "12:38:49", "remaining_time": "15:04:41"} +{"current_steps": 20625, "total_steps": 45204, "loss": 0.3812, "learning_rate": 1.1369658727094431e-05, "epoch": 0.45625652124219757, "percentage": 45.63, "elapsed_time": "12:39:00", "remaining_time": "15:04:30"} +{"current_steps": 20630, "total_steps": 45204, "loss": 0.3544, "learning_rate": 1.1366216487192972e-05, "epoch": 0.45636712888371084, "percentage": 45.64, "elapsed_time": "12:39:11", "remaining_time": "15:04:19"} +{"current_steps": 20635, "total_steps": 45204, "loss": 0.3033, "learning_rate": 1.1362774082321302e-05, "epoch": 0.45647773652522405, "percentage": 45.65, "elapsed_time": "12:39:21", "remaining_time": "15:04:07"} +{"current_steps": 20640, "total_steps": 45204, "loss": 0.3162, "learning_rate": 1.1359331512895092e-05, "epoch": 0.4565883441667373, "percentage": 45.66, "elapsed_time": "12:39:32", "remaining_time": "15:03:56"} +{"current_steps": 20645, "total_steps": 45204, "loss": 0.4536, "learning_rate": 1.1355888779330018e-05, "epoch": 0.4566989518082506, "percentage": 45.67, "elapsed_time": "12:39:42", "remaining_time": "15:03:44"} +{"current_steps": 20650, "total_steps": 45204, "loss": 0.3145, "learning_rate": 1.1352445882041798e-05, "epoch": 0.45680955944976387, "percentage": 45.68, "elapsed_time": "12:39:54", "remaining_time": "15:03:34"} +{"current_steps": 20655, "total_steps": 45204, "loss": 0.3848, "learning_rate": 1.1349002821446164e-05, "epoch": 0.4569201670912771, "percentage": 45.69, "elapsed_time": "12:40:07", "remaining_time": "15:03:25"} +{"current_steps": 20660, "total_steps": 45204, "loss": 0.433, "learning_rate": 1.1345559597958857e-05, "epoch": 0.45703077473279036, "percentage": 45.7, "elapsed_time": "12:40:20", "remaining_time": "15:03:16"} +{"current_steps": 20665, "total_steps": 45204, "loss": 0.3858, "learning_rate": 1.1342116211995648e-05, "epoch": 0.45714138237430363, "percentage": 45.71, "elapsed_time": "12:40:30", "remaining_time": "15:03:04"} +{"current_steps": 20670, "total_steps": 45204, "loss": 0.3675, "learning_rate": 1.1338672663972328e-05, "epoch": 0.4572519900158169, "percentage": 45.73, "elapsed_time": "12:40:40", "remaining_time": "15:02:52"} +{"current_steps": 20675, "total_steps": 45204, "loss": 0.4642, "learning_rate": 1.13352289543047e-05, "epoch": 0.45736259765733017, "percentage": 45.74, "elapsed_time": "12:40:52", "remaining_time": "15:02:42"} +{"current_steps": 20680, "total_steps": 45204, "loss": 0.4399, "learning_rate": 1.133178508340859e-05, "epoch": 0.4574732052988434, "percentage": 45.75, "elapsed_time": "12:41:03", "remaining_time": "15:02:31"} +{"current_steps": 20685, "total_steps": 45204, "loss": 0.5101, "learning_rate": 1.1328341051699852e-05, "epoch": 0.45758381294035666, "percentage": 45.76, "elapsed_time": "12:41:18", "remaining_time": "15:02:24"} +{"current_steps": 20690, "total_steps": 45204, "loss": 0.3008, "learning_rate": 1.1324896859594344e-05, "epoch": 0.45769442058186993, "percentage": 45.77, "elapsed_time": "12:41:30", "remaining_time": "15:02:14"} +{"current_steps": 20695, "total_steps": 45204, "loss": 0.2929, "learning_rate": 1.1321452507507953e-05, "epoch": 0.4578050282233832, "percentage": 45.78, "elapsed_time": "12:41:38", "remaining_time": "15:02:00"} +{"current_steps": 20700, "total_steps": 45204, "loss": 0.2902, "learning_rate": 1.1318007995856583e-05, "epoch": 0.4579156358648965, "percentage": 45.79, "elapsed_time": "12:41:47", "remaining_time": "15:01:47"} +{"current_steps": 20705, "total_steps": 45204, "loss": 0.3677, "learning_rate": 1.131456332505616e-05, "epoch": 0.4580262435064097, "percentage": 45.8, "elapsed_time": "12:42:03", "remaining_time": "15:01:41"} +{"current_steps": 20710, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.1311118495522626e-05, "epoch": 0.45813685114792296, "percentage": 45.81, "elapsed_time": "12:42:14", "remaining_time": "15:01:30"} +{"current_steps": 20715, "total_steps": 45204, "loss": 0.5034, "learning_rate": 1.1307673507671941e-05, "epoch": 0.45824745878943624, "percentage": 45.83, "elapsed_time": "12:42:26", "remaining_time": "15:01:20"} +{"current_steps": 20720, "total_steps": 45204, "loss": 0.3477, "learning_rate": 1.130422836192009e-05, "epoch": 0.4583580664309495, "percentage": 45.84, "elapsed_time": "12:42:35", "remaining_time": "15:01:08"} +{"current_steps": 20725, "total_steps": 45204, "loss": 0.3645, "learning_rate": 1.1300783058683073e-05, "epoch": 0.4584686740724628, "percentage": 45.85, "elapsed_time": "12:42:48", "remaining_time": "15:00:58"} +{"current_steps": 20730, "total_steps": 45204, "loss": 0.3239, "learning_rate": 1.1297337598376902e-05, "epoch": 0.458579281713976, "percentage": 45.86, "elapsed_time": "12:43:00", "remaining_time": "15:00:48"} +{"current_steps": 20735, "total_steps": 45204, "loss": 0.3646, "learning_rate": 1.1293891981417624e-05, "epoch": 0.45868988935548927, "percentage": 45.87, "elapsed_time": "12:43:09", "remaining_time": "15:00:35"} +{"current_steps": 20740, "total_steps": 45204, "loss": 0.4771, "learning_rate": 1.1290446208221295e-05, "epoch": 0.45880049699700254, "percentage": 45.88, "elapsed_time": "12:43:24", "remaining_time": "15:00:28"} +{"current_steps": 20745, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.1287000279203986e-05, "epoch": 0.4589111046385158, "percentage": 45.89, "elapsed_time": "12:43:34", "remaining_time": "15:00:16"} +{"current_steps": 20750, "total_steps": 45204, "loss": 0.3076, "learning_rate": 1.1283554194781797e-05, "epoch": 0.459021712280029, "percentage": 45.9, "elapsed_time": "12:43:45", "remaining_time": "15:00:05"} +{"current_steps": 20755, "total_steps": 45204, "loss": 0.3308, "learning_rate": 1.1280107955370838e-05, "epoch": 0.4591323199215423, "percentage": 45.91, "elapsed_time": "12:43:55", "remaining_time": "14:59:52"} +{"current_steps": 20760, "total_steps": 45204, "loss": 0.3795, "learning_rate": 1.1276661561387244e-05, "epoch": 0.45924292756305557, "percentage": 45.93, "elapsed_time": "12:44:08", "remaining_time": "14:59:44"} +{"current_steps": 20765, "total_steps": 45204, "loss": 0.265, "learning_rate": 1.1273215013247163e-05, "epoch": 0.45935353520456884, "percentage": 45.94, "elapsed_time": "12:44:20", "remaining_time": "14:59:34"} +{"current_steps": 20770, "total_steps": 45204, "loss": 0.3585, "learning_rate": 1.1269768311366766e-05, "epoch": 0.4594641428460821, "percentage": 45.95, "elapsed_time": "12:44:32", "remaining_time": "14:59:24"} +{"current_steps": 20775, "total_steps": 45204, "loss": 0.4625, "learning_rate": 1.1266321456162247e-05, "epoch": 0.45957475048759533, "percentage": 45.96, "elapsed_time": "12:44:44", "remaining_time": "14:59:15"} +{"current_steps": 20780, "total_steps": 45204, "loss": 0.3133, "learning_rate": 1.12628744480498e-05, "epoch": 0.4596853581291086, "percentage": 45.97, "elapsed_time": "12:44:53", "remaining_time": "14:59:01"} +{"current_steps": 20785, "total_steps": 45204, "loss": 0.2547, "learning_rate": 1.1259427287445658e-05, "epoch": 0.4597959657706219, "percentage": 45.98, "elapsed_time": "12:45:04", "remaining_time": "14:58:49"} +{"current_steps": 20790, "total_steps": 45204, "loss": 0.3892, "learning_rate": 1.1255979974766071e-05, "epoch": 0.45990657341213514, "percentage": 45.99, "elapsed_time": "12:45:15", "remaining_time": "14:58:39"} +{"current_steps": 20795, "total_steps": 45204, "loss": 0.3307, "learning_rate": 1.1252532510427287e-05, "epoch": 0.4600171810536484, "percentage": 46.0, "elapsed_time": "12:45:25", "remaining_time": "14:58:26"} +{"current_steps": 20800, "total_steps": 45204, "loss": 0.2653, "learning_rate": 1.1249084894845597e-05, "epoch": 0.46012778869516163, "percentage": 46.01, "elapsed_time": "12:45:35", "remaining_time": "14:58:14"} +{"current_steps": 20805, "total_steps": 45204, "loss": 0.3071, "learning_rate": 1.1245637128437297e-05, "epoch": 0.4602383963366749, "percentage": 46.02, "elapsed_time": "12:45:44", "remaining_time": "14:58:01"} +{"current_steps": 20810, "total_steps": 45204, "loss": 0.2109, "learning_rate": 1.1242189211618699e-05, "epoch": 0.4603490039781882, "percentage": 46.04, "elapsed_time": "12:45:54", "remaining_time": "14:57:48"} +{"current_steps": 20815, "total_steps": 45204, "loss": 0.3983, "learning_rate": 1.123874114480614e-05, "epoch": 0.46045961161970145, "percentage": 46.05, "elapsed_time": "12:46:03", "remaining_time": "14:57:35"} +{"current_steps": 20820, "total_steps": 45204, "loss": 0.4039, "learning_rate": 1.1235292928415977e-05, "epoch": 0.4605702192612147, "percentage": 46.06, "elapsed_time": "12:46:15", "remaining_time": "14:57:25"} +{"current_steps": 20825, "total_steps": 45204, "loss": 0.3658, "learning_rate": 1.123184456286458e-05, "epoch": 0.46068082690272794, "percentage": 46.07, "elapsed_time": "12:46:25", "remaining_time": "14:57:13"} +{"current_steps": 20830, "total_steps": 45204, "loss": 0.3664, "learning_rate": 1.122839604856833e-05, "epoch": 0.4607914345442412, "percentage": 46.08, "elapsed_time": "12:46:35", "remaining_time": "14:57:01"} +{"current_steps": 20835, "total_steps": 45204, "loss": 0.3505, "learning_rate": 1.1224947385943646e-05, "epoch": 0.4609020421857545, "percentage": 46.09, "elapsed_time": "12:46:46", "remaining_time": "14:56:50"} +{"current_steps": 20840, "total_steps": 45204, "loss": 0.2378, "learning_rate": 1.1221498575406949e-05, "epoch": 0.46101264982726775, "percentage": 46.1, "elapsed_time": "12:46:57", "remaining_time": "14:56:38"} +{"current_steps": 20845, "total_steps": 45204, "loss": 0.4095, "learning_rate": 1.1218049617374674e-05, "epoch": 0.46112325746878097, "percentage": 46.11, "elapsed_time": "12:47:07", "remaining_time": "14:56:26"} +{"current_steps": 20850, "total_steps": 45204, "loss": 0.3891, "learning_rate": 1.121460051226329e-05, "epoch": 0.46123386511029424, "percentage": 46.12, "elapsed_time": "12:47:18", "remaining_time": "14:56:16"} +{"current_steps": 20855, "total_steps": 45204, "loss": 0.3346, "learning_rate": 1.1211151260489277e-05, "epoch": 0.4613444727518075, "percentage": 46.14, "elapsed_time": "12:47:30", "remaining_time": "14:56:05"} +{"current_steps": 20860, "total_steps": 45204, "loss": 0.3945, "learning_rate": 1.1207701862469125e-05, "epoch": 0.4614550803933208, "percentage": 46.15, "elapsed_time": "12:47:40", "remaining_time": "14:55:53"} +{"current_steps": 20865, "total_steps": 45204, "loss": 0.4188, "learning_rate": 1.1204252318619347e-05, "epoch": 0.46156568803483405, "percentage": 46.16, "elapsed_time": "12:47:53", "remaining_time": "14:55:44"} +{"current_steps": 20870, "total_steps": 45204, "loss": 0.366, "learning_rate": 1.120080262935648e-05, "epoch": 0.46167629567634727, "percentage": 46.17, "elapsed_time": "12:48:04", "remaining_time": "14:55:33"} +{"current_steps": 20875, "total_steps": 45204, "loss": 0.2806, "learning_rate": 1.1197352795097069e-05, "epoch": 0.46178690331786054, "percentage": 46.18, "elapsed_time": "12:48:14", "remaining_time": "14:55:21"} +{"current_steps": 20880, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.1193902816257682e-05, "epoch": 0.4618975109593738, "percentage": 46.19, "elapsed_time": "12:48:24", "remaining_time": "14:55:09"} +{"current_steps": 20885, "total_steps": 45204, "loss": 0.3688, "learning_rate": 1.1190452693254903e-05, "epoch": 0.4620081186008871, "percentage": 46.2, "elapsed_time": "12:48:37", "remaining_time": "14:55:00"} +{"current_steps": 20890, "total_steps": 45204, "loss": 0.452, "learning_rate": 1.1187002426505333e-05, "epoch": 0.46211872624240036, "percentage": 46.21, "elapsed_time": "12:48:46", "remaining_time": "14:54:47"} +{"current_steps": 20895, "total_steps": 45204, "loss": 0.4196, "learning_rate": 1.1183552016425588e-05, "epoch": 0.4622293338839136, "percentage": 46.22, "elapsed_time": "12:48:56", "remaining_time": "14:54:34"} +{"current_steps": 20900, "total_steps": 45204, "loss": 0.2451, "learning_rate": 1.118010146343231e-05, "epoch": 0.46233994152542685, "percentage": 46.23, "elapsed_time": "12:49:07", "remaining_time": "14:54:24"} +{"current_steps": 20905, "total_steps": 45204, "loss": 0.3649, "learning_rate": 1.1176650767942148e-05, "epoch": 0.4624505491669401, "percentage": 46.25, "elapsed_time": "12:49:18", "remaining_time": "14:54:12"} +{"current_steps": 20910, "total_steps": 45204, "loss": 0.3091, "learning_rate": 1.1173199930371769e-05, "epoch": 0.4625611568084534, "percentage": 46.26, "elapsed_time": "12:49:27", "remaining_time": "14:53:58"} +{"current_steps": 20915, "total_steps": 45204, "loss": 0.3642, "learning_rate": 1.1169748951137866e-05, "epoch": 0.46267176444996666, "percentage": 46.27, "elapsed_time": "12:49:37", "remaining_time": "14:53:46"} +{"current_steps": 20920, "total_steps": 45204, "loss": 0.2045, "learning_rate": 1.1166297830657146e-05, "epoch": 0.4627823720914799, "percentage": 46.28, "elapsed_time": "12:49:46", "remaining_time": "14:53:33"} +{"current_steps": 20925, "total_steps": 45204, "loss": 0.3856, "learning_rate": 1.1162846569346325e-05, "epoch": 0.46289297973299315, "percentage": 46.29, "elapsed_time": "12:49:59", "remaining_time": "14:53:24"} +{"current_steps": 20930, "total_steps": 45204, "loss": 0.4138, "learning_rate": 1.115939516762214e-05, "epoch": 0.4630035873745064, "percentage": 46.3, "elapsed_time": "12:50:10", "remaining_time": "14:53:13"} +{"current_steps": 20935, "total_steps": 45204, "loss": 0.3345, "learning_rate": 1.1155943625901351e-05, "epoch": 0.4631141950160197, "percentage": 46.31, "elapsed_time": "12:50:20", "remaining_time": "14:53:00"} +{"current_steps": 20940, "total_steps": 45204, "loss": 0.2406, "learning_rate": 1.1152491944600734e-05, "epoch": 0.4632248026575329, "percentage": 46.32, "elapsed_time": "12:50:30", "remaining_time": "14:52:49"} +{"current_steps": 20945, "total_steps": 45204, "loss": 0.3778, "learning_rate": 1.1149040124137072e-05, "epoch": 0.4633354102990462, "percentage": 46.33, "elapsed_time": "12:50:41", "remaining_time": "14:52:37"} +{"current_steps": 20950, "total_steps": 45204, "loss": 0.2673, "learning_rate": 1.1145588164927172e-05, "epoch": 0.46344601794055945, "percentage": 46.35, "elapsed_time": "12:50:51", "remaining_time": "14:52:25"} +{"current_steps": 20955, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.1142136067387862e-05, "epoch": 0.4635566255820727, "percentage": 46.36, "elapsed_time": "12:51:02", "remaining_time": "14:52:14"} +{"current_steps": 20960, "total_steps": 45204, "loss": 0.288, "learning_rate": 1.1138683831935975e-05, "epoch": 0.463667233223586, "percentage": 46.37, "elapsed_time": "12:51:12", "remaining_time": "14:52:02"} +{"current_steps": 20965, "total_steps": 45204, "loss": 0.2689, "learning_rate": 1.1135231458988372e-05, "epoch": 0.4637778408650992, "percentage": 46.38, "elapsed_time": "12:51:22", "remaining_time": "14:51:49"} +{"current_steps": 20970, "total_steps": 45204, "loss": 0.2491, "learning_rate": 1.1131778948961926e-05, "epoch": 0.4638884485066125, "percentage": 46.39, "elapsed_time": "12:51:33", "remaining_time": "14:51:38"} +{"current_steps": 20975, "total_steps": 45204, "loss": 0.5043, "learning_rate": 1.1128326302273524e-05, "epoch": 0.46399905614812575, "percentage": 46.4, "elapsed_time": "12:51:44", "remaining_time": "14:51:27"} +{"current_steps": 20980, "total_steps": 45204, "loss": 0.4207, "learning_rate": 1.112487351934007e-05, "epoch": 0.464109663789639, "percentage": 46.41, "elapsed_time": "12:51:55", "remaining_time": "14:51:16"} +{"current_steps": 20985, "total_steps": 45204, "loss": 0.5263, "learning_rate": 1.1121420600578494e-05, "epoch": 0.4642202714311523, "percentage": 46.42, "elapsed_time": "12:52:09", "remaining_time": "14:51:09"} +{"current_steps": 20990, "total_steps": 45204, "loss": 0.3234, "learning_rate": 1.1117967546405729e-05, "epoch": 0.4643308790726655, "percentage": 46.43, "elapsed_time": "12:52:19", "remaining_time": "14:50:56"} +{"current_steps": 20995, "total_steps": 45204, "loss": 0.4248, "learning_rate": 1.1114514357238729e-05, "epoch": 0.4644414867141788, "percentage": 46.45, "elapsed_time": "12:52:32", "remaining_time": "14:50:47"} +{"current_steps": 21000, "total_steps": 45204, "loss": 0.2708, "learning_rate": 1.111106103349447e-05, "epoch": 0.46455209435569206, "percentage": 46.46, "elapsed_time": "12:52:42", "remaining_time": "14:50:35"} +{"current_steps": 21005, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.1107607575589941e-05, "epoch": 0.46466270199720533, "percentage": 46.47, "elapsed_time": "12:52:53", "remaining_time": "14:50:25"} +{"current_steps": 21010, "total_steps": 45204, "loss": 0.4769, "learning_rate": 1.1104153983942136e-05, "epoch": 0.46477330963871855, "percentage": 46.48, "elapsed_time": "12:53:06", "remaining_time": "14:50:16"} +{"current_steps": 21015, "total_steps": 45204, "loss": 0.3495, "learning_rate": 1.1100700258968086e-05, "epoch": 0.4648839172802318, "percentage": 46.49, "elapsed_time": "12:53:16", "remaining_time": "14:50:04"} +{"current_steps": 21020, "total_steps": 45204, "loss": 0.3982, "learning_rate": 1.1097246401084827e-05, "epoch": 0.4649945249217451, "percentage": 46.5, "elapsed_time": "12:53:27", "remaining_time": "14:49:52"} +{"current_steps": 21025, "total_steps": 45204, "loss": 0.3384, "learning_rate": 1.1093792410709403e-05, "epoch": 0.46510513256325836, "percentage": 46.51, "elapsed_time": "12:53:38", "remaining_time": "14:49:42"} +{"current_steps": 21030, "total_steps": 45204, "loss": 0.2833, "learning_rate": 1.1090338288258883e-05, "epoch": 0.46521574020477163, "percentage": 46.52, "elapsed_time": "12:53:47", "remaining_time": "14:49:28"} +{"current_steps": 21035, "total_steps": 45204, "loss": 0.3794, "learning_rate": 1.1086884034150363e-05, "epoch": 0.46532634784628485, "percentage": 46.53, "elapsed_time": "12:53:59", "remaining_time": "14:49:18"} +{"current_steps": 21040, "total_steps": 45204, "loss": 0.3353, "learning_rate": 1.108342964880093e-05, "epoch": 0.4654369554877981, "percentage": 46.54, "elapsed_time": "12:54:10", "remaining_time": "14:49:06"} +{"current_steps": 21045, "total_steps": 45204, "loss": 0.2712, "learning_rate": 1.1079975132627705e-05, "epoch": 0.4655475631293114, "percentage": 46.56, "elapsed_time": "12:54:19", "remaining_time": "14:48:53"} +{"current_steps": 21050, "total_steps": 45204, "loss": 0.4085, "learning_rate": 1.107652048604782e-05, "epoch": 0.46565817077082466, "percentage": 46.57, "elapsed_time": "12:54:30", "remaining_time": "14:48:42"} +{"current_steps": 21055, "total_steps": 45204, "loss": 0.4283, "learning_rate": 1.1073065709478425e-05, "epoch": 0.46576877841233794, "percentage": 46.58, "elapsed_time": "12:54:42", "remaining_time": "14:48:32"} +{"current_steps": 21060, "total_steps": 45204, "loss": 0.3361, "learning_rate": 1.1069610803336676e-05, "epoch": 0.46587938605385115, "percentage": 46.59, "elapsed_time": "12:54:53", "remaining_time": "14:48:21"} +{"current_steps": 21065, "total_steps": 45204, "loss": 0.2822, "learning_rate": 1.1066155768039759e-05, "epoch": 0.4659899936953644, "percentage": 46.6, "elapsed_time": "12:55:05", "remaining_time": "14:48:11"} +{"current_steps": 21070, "total_steps": 45204, "loss": 0.3565, "learning_rate": 1.1062700604004868e-05, "epoch": 0.4661006013368777, "percentage": 46.61, "elapsed_time": "12:55:17", "remaining_time": "14:48:01"} +{"current_steps": 21075, "total_steps": 45204, "loss": 0.4333, "learning_rate": 1.1059245311649207e-05, "epoch": 0.46621120897839097, "percentage": 46.62, "elapsed_time": "12:55:30", "remaining_time": "14:47:53"} +{"current_steps": 21080, "total_steps": 45204, "loss": 0.4012, "learning_rate": 1.1055789891390004e-05, "epoch": 0.46632181661990424, "percentage": 46.63, "elapsed_time": "12:55:42", "remaining_time": "14:47:42"} +{"current_steps": 21085, "total_steps": 45204, "loss": 0.311, "learning_rate": 1.1052334343644506e-05, "epoch": 0.46643242426141746, "percentage": 46.64, "elapsed_time": "12:55:52", "remaining_time": "14:47:30"} +{"current_steps": 21090, "total_steps": 45204, "loss": 0.4249, "learning_rate": 1.1048878668829961e-05, "epoch": 0.4665430319029307, "percentage": 46.66, "elapsed_time": "12:56:02", "remaining_time": "14:47:19"} +{"current_steps": 21095, "total_steps": 45204, "loss": 0.3753, "learning_rate": 1.1045422867363642e-05, "epoch": 0.466653639544444, "percentage": 46.67, "elapsed_time": "12:56:11", "remaining_time": "14:47:05"} +{"current_steps": 21100, "total_steps": 45204, "loss": 0.4114, "learning_rate": 1.104196693966284e-05, "epoch": 0.46676424718595727, "percentage": 46.68, "elapsed_time": "12:56:22", "remaining_time": "14:46:54"} +{"current_steps": 21105, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.103851088614486e-05, "epoch": 0.4668748548274705, "percentage": 46.69, "elapsed_time": "12:56:34", "remaining_time": "14:46:44"} +{"current_steps": 21110, "total_steps": 45204, "loss": 0.3793, "learning_rate": 1.1035054707227006e-05, "epoch": 0.46698546246898376, "percentage": 46.7, "elapsed_time": "12:56:46", "remaining_time": "14:46:34"} +{"current_steps": 21115, "total_steps": 45204, "loss": 0.2838, "learning_rate": 1.1031598403326624e-05, "epoch": 0.46709607011049703, "percentage": 46.71, "elapsed_time": "12:56:56", "remaining_time": "14:46:22"} +{"current_steps": 21120, "total_steps": 45204, "loss": 0.4475, "learning_rate": 1.1028141974861057e-05, "epoch": 0.4672066777520103, "percentage": 46.72, "elapsed_time": "12:57:08", "remaining_time": "14:46:12"} +{"current_steps": 21125, "total_steps": 45204, "loss": 0.4372, "learning_rate": 1.1024685422247668e-05, "epoch": 0.4673172853935236, "percentage": 46.73, "elapsed_time": "12:57:19", "remaining_time": "14:46:01"} +{"current_steps": 21130, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.1021228745903829e-05, "epoch": 0.4674278930350368, "percentage": 46.74, "elapsed_time": "12:57:28", "remaining_time": "14:45:48"} +{"current_steps": 21135, "total_steps": 45204, "loss": 0.343, "learning_rate": 1.1017771946246942e-05, "epoch": 0.46753850067655006, "percentage": 46.75, "elapsed_time": "12:57:38", "remaining_time": "14:45:35"} +{"current_steps": 21140, "total_steps": 45204, "loss": 0.3589, "learning_rate": 1.101431502369441e-05, "epoch": 0.46764910831806333, "percentage": 46.77, "elapsed_time": "12:57:48", "remaining_time": "14:45:23"} +{"current_steps": 21145, "total_steps": 45204, "loss": 0.3325, "learning_rate": 1.1010857978663652e-05, "epoch": 0.4677597159595766, "percentage": 46.78, "elapsed_time": "12:57:57", "remaining_time": "14:45:10"} +{"current_steps": 21150, "total_steps": 45204, "loss": 0.3887, "learning_rate": 1.100740081157211e-05, "epoch": 0.4678703236010899, "percentage": 46.79, "elapsed_time": "12:58:12", "remaining_time": "14:45:03"} +{"current_steps": 21155, "total_steps": 45204, "loss": 0.3077, "learning_rate": 1.1003943522837237e-05, "epoch": 0.4679809312426031, "percentage": 46.8, "elapsed_time": "12:58:22", "remaining_time": "14:44:50"} +{"current_steps": 21160, "total_steps": 45204, "loss": 0.3961, "learning_rate": 1.1000486112876494e-05, "epoch": 0.46809153888411636, "percentage": 46.81, "elapsed_time": "12:58:35", "remaining_time": "14:44:42"} +{"current_steps": 21165, "total_steps": 45204, "loss": 0.318, "learning_rate": 1.0997028582107365e-05, "epoch": 0.46820214652562964, "percentage": 46.82, "elapsed_time": "12:58:45", "remaining_time": "14:44:30"} +{"current_steps": 21170, "total_steps": 45204, "loss": 0.2972, "learning_rate": 1.099357093094735e-05, "epoch": 0.4683127541671429, "percentage": 46.83, "elapsed_time": "12:58:54", "remaining_time": "14:44:17"} +{"current_steps": 21175, "total_steps": 45204, "loss": 0.2281, "learning_rate": 1.0990113159813949e-05, "epoch": 0.4684233618086562, "percentage": 46.84, "elapsed_time": "12:59:03", "remaining_time": "14:44:04"} +{"current_steps": 21180, "total_steps": 45204, "loss": 0.299, "learning_rate": 1.0986655269124695e-05, "epoch": 0.4685339694501694, "percentage": 46.85, "elapsed_time": "12:59:13", "remaining_time": "14:43:52"} +{"current_steps": 21185, "total_steps": 45204, "loss": 0.2413, "learning_rate": 1.098319725929713e-05, "epoch": 0.46864457709168267, "percentage": 46.87, "elapsed_time": "12:59:24", "remaining_time": "14:43:40"} +{"current_steps": 21190, "total_steps": 45204, "loss": 0.4362, "learning_rate": 1.09797391307488e-05, "epoch": 0.46875518473319594, "percentage": 46.88, "elapsed_time": "12:59:36", "remaining_time": "14:43:30"} +{"current_steps": 21195, "total_steps": 45204, "loss": 0.4235, "learning_rate": 1.097628088389727e-05, "epoch": 0.4688657923747092, "percentage": 46.89, "elapsed_time": "12:59:51", "remaining_time": "14:43:23"} +{"current_steps": 21200, "total_steps": 45204, "loss": 0.316, "learning_rate": 1.0972822519160134e-05, "epoch": 0.46897640001622243, "percentage": 46.9, "elapsed_time": "13:00:01", "remaining_time": "14:43:11"} +{"current_steps": 21205, "total_steps": 45204, "loss": 0.5022, "learning_rate": 1.0969364036954982e-05, "epoch": 0.4690870076577357, "percentage": 46.91, "elapsed_time": "13:00:12", "remaining_time": "14:43:00"} +{"current_steps": 21210, "total_steps": 45204, "loss": 0.3041, "learning_rate": 1.096590543769942e-05, "epoch": 0.46919761529924897, "percentage": 46.92, "elapsed_time": "13:00:23", "remaining_time": "14:42:49"} +{"current_steps": 21215, "total_steps": 45204, "loss": 0.2445, "learning_rate": 1.0962446721811082e-05, "epoch": 0.46930822294076224, "percentage": 46.93, "elapsed_time": "13:00:34", "remaining_time": "14:42:38"} +{"current_steps": 21220, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.0958987889707605e-05, "epoch": 0.4694188305822755, "percentage": 46.94, "elapsed_time": "13:00:46", "remaining_time": "14:42:28"} +{"current_steps": 21225, "total_steps": 45204, "loss": 0.4223, "learning_rate": 1.0955528941806632e-05, "epoch": 0.46952943822378873, "percentage": 46.95, "elapsed_time": "13:00:58", "remaining_time": "14:42:18"} +{"current_steps": 21230, "total_steps": 45204, "loss": 0.3785, "learning_rate": 1.0952069878525842e-05, "epoch": 0.469640045865302, "percentage": 46.96, "elapsed_time": "13:01:11", "remaining_time": "14:42:09"} +{"current_steps": 21235, "total_steps": 45204, "loss": 0.2545, "learning_rate": 1.0948610700282913e-05, "epoch": 0.4697506535068153, "percentage": 46.98, "elapsed_time": "13:01:21", "remaining_time": "14:41:57"} +{"current_steps": 21240, "total_steps": 45204, "loss": 0.2721, "learning_rate": 1.0945151407495537e-05, "epoch": 0.46986126114832855, "percentage": 46.99, "elapsed_time": "13:01:30", "remaining_time": "14:41:44"} +{"current_steps": 21245, "total_steps": 45204, "loss": 0.2764, "learning_rate": 1.094169200058142e-05, "epoch": 0.4699718687898418, "percentage": 47.0, "elapsed_time": "13:01:40", "remaining_time": "14:41:31"} +{"current_steps": 21250, "total_steps": 45204, "loss": 0.4328, "learning_rate": 1.0938232479958293e-05, "epoch": 0.47008247643135503, "percentage": 47.01, "elapsed_time": "13:01:53", "remaining_time": "14:41:22"} +{"current_steps": 21255, "total_steps": 45204, "loss": 0.3518, "learning_rate": 1.0934772846043885e-05, "epoch": 0.4701930840728683, "percentage": 47.02, "elapsed_time": "13:02:02", "remaining_time": "14:41:09"} +{"current_steps": 21260, "total_steps": 45204, "loss": 0.4531, "learning_rate": 1.0931313099255943e-05, "epoch": 0.4703036917143816, "percentage": 47.03, "elapsed_time": "13:02:15", "remaining_time": "14:41:01"} +{"current_steps": 21265, "total_steps": 45204, "loss": 0.2635, "learning_rate": 1.0927853240012238e-05, "epoch": 0.47041429935589485, "percentage": 47.04, "elapsed_time": "13:02:25", "remaining_time": "14:40:48"} +{"current_steps": 21270, "total_steps": 45204, "loss": 0.3158, "learning_rate": 1.0924393268730546e-05, "epoch": 0.4705249069974081, "percentage": 47.05, "elapsed_time": "13:02:36", "remaining_time": "14:40:37"} +{"current_steps": 21275, "total_steps": 45204, "loss": 0.492, "learning_rate": 1.0920933185828654e-05, "epoch": 0.47063551463892134, "percentage": 47.06, "elapsed_time": "13:02:48", "remaining_time": "14:40:27"} +{"current_steps": 21280, "total_steps": 45204, "loss": 0.3355, "learning_rate": 1.0917472991724366e-05, "epoch": 0.4707461222804346, "percentage": 47.08, "elapsed_time": "13:02:59", "remaining_time": "14:40:16"} +{"current_steps": 21285, "total_steps": 45204, "loss": 0.4204, "learning_rate": 1.0914012686835502e-05, "epoch": 0.4708567299219479, "percentage": 47.09, "elapsed_time": "13:03:12", "remaining_time": "14:40:07"} +{"current_steps": 21290, "total_steps": 45204, "loss": 0.2806, "learning_rate": 1.091055227157989e-05, "epoch": 0.47096733756346115, "percentage": 47.1, "elapsed_time": "13:03:24", "remaining_time": "14:39:58"} +{"current_steps": 21295, "total_steps": 45204, "loss": 0.3789, "learning_rate": 1.0907091746375373e-05, "epoch": 0.47107794520497437, "percentage": 47.11, "elapsed_time": "13:03:34", "remaining_time": "14:39:45"} +{"current_steps": 21300, "total_steps": 45204, "loss": 0.2995, "learning_rate": 1.0903631111639816e-05, "epoch": 0.47118855284648764, "percentage": 47.12, "elapsed_time": "13:03:43", "remaining_time": "14:39:31"} +{"current_steps": 21305, "total_steps": 45204, "loss": 0.309, "learning_rate": 1.0900170367791083e-05, "epoch": 0.4712991604880009, "percentage": 47.13, "elapsed_time": "13:03:53", "remaining_time": "14:39:19"} +{"current_steps": 21310, "total_steps": 45204, "loss": 0.3874, "learning_rate": 1.0896709515247055e-05, "epoch": 0.4714097681295142, "percentage": 47.14, "elapsed_time": "13:04:04", "remaining_time": "14:39:08"} +{"current_steps": 21315, "total_steps": 45204, "loss": 0.3985, "learning_rate": 1.0893248554425635e-05, "epoch": 0.47152037577102746, "percentage": 47.15, "elapsed_time": "13:04:15", "remaining_time": "14:38:57"} +{"current_steps": 21320, "total_steps": 45204, "loss": 0.4079, "learning_rate": 1.0889787485744733e-05, "epoch": 0.47163098341254067, "percentage": 47.16, "elapsed_time": "13:04:26", "remaining_time": "14:38:47"} +{"current_steps": 21325, "total_steps": 45204, "loss": 0.2749, "learning_rate": 1.0886326309622266e-05, "epoch": 0.47174159105405394, "percentage": 47.18, "elapsed_time": "13:04:38", "remaining_time": "14:38:37"} +{"current_steps": 21330, "total_steps": 45204, "loss": 0.3837, "learning_rate": 1.0882865026476174e-05, "epoch": 0.4718521986955672, "percentage": 47.19, "elapsed_time": "13:04:49", "remaining_time": "14:38:25"} +{"current_steps": 21335, "total_steps": 45204, "loss": 0.2932, "learning_rate": 1.087940363672441e-05, "epoch": 0.4719628063370805, "percentage": 47.2, "elapsed_time": "13:05:00", "remaining_time": "14:38:14"} +{"current_steps": 21340, "total_steps": 45204, "loss": 0.3698, "learning_rate": 1.087594214078493e-05, "epoch": 0.47207341397859376, "percentage": 47.21, "elapsed_time": "13:05:12", "remaining_time": "14:38:05"} +{"current_steps": 21345, "total_steps": 45204, "loss": 0.333, "learning_rate": 1.0872480539075705e-05, "epoch": 0.472184021620107, "percentage": 47.22, "elapsed_time": "13:05:25", "remaining_time": "14:37:55"} +{"current_steps": 21350, "total_steps": 45204, "loss": 0.3002, "learning_rate": 1.0869018832014733e-05, "epoch": 0.47229462926162025, "percentage": 47.23, "elapsed_time": "13:05:36", "remaining_time": "14:37:45"} +{"current_steps": 21355, "total_steps": 45204, "loss": 0.4439, "learning_rate": 1.0865557020020005e-05, "epoch": 0.4724052369031335, "percentage": 47.24, "elapsed_time": "13:05:48", "remaining_time": "14:37:35"} +{"current_steps": 21360, "total_steps": 45204, "loss": 0.4269, "learning_rate": 1.0862095103509535e-05, "epoch": 0.4725158445446468, "percentage": 47.25, "elapsed_time": "13:06:03", "remaining_time": "14:37:27"} +{"current_steps": 21365, "total_steps": 45204, "loss": 0.3525, "learning_rate": 1.0858633082901356e-05, "epoch": 0.47262645218616006, "percentage": 47.26, "elapsed_time": "13:06:13", "remaining_time": "14:37:16"} +{"current_steps": 21370, "total_steps": 45204, "loss": 0.2785, "learning_rate": 1.0855170958613494e-05, "epoch": 0.4727370598276733, "percentage": 47.27, "elapsed_time": "13:06:23", "remaining_time": "14:37:03"} +{"current_steps": 21375, "total_steps": 45204, "loss": 0.2529, "learning_rate": 1.0851708731064008e-05, "epoch": 0.47284766746918655, "percentage": 47.29, "elapsed_time": "13:06:33", "remaining_time": "14:36:51"} +{"current_steps": 21380, "total_steps": 45204, "loss": 0.305, "learning_rate": 1.0848246400670958e-05, "epoch": 0.4729582751106998, "percentage": 47.3, "elapsed_time": "13:06:43", "remaining_time": "14:36:39"} +{"current_steps": 21385, "total_steps": 45204, "loss": 0.2926, "learning_rate": 1.0844783967852424e-05, "epoch": 0.4730688827522131, "percentage": 47.31, "elapsed_time": "13:06:55", "remaining_time": "14:36:29"} +{"current_steps": 21390, "total_steps": 45204, "loss": 0.4181, "learning_rate": 1.0841321433026483e-05, "epoch": 0.4731794903937263, "percentage": 47.32, "elapsed_time": "13:07:06", "remaining_time": "14:36:18"} +{"current_steps": 21395, "total_steps": 45204, "loss": 0.3782, "learning_rate": 1.0837858796611244e-05, "epoch": 0.4732900980352396, "percentage": 47.33, "elapsed_time": "13:07:18", "remaining_time": "14:36:08"} +{"current_steps": 21400, "total_steps": 45204, "loss": 0.3096, "learning_rate": 1.0834396059024822e-05, "epoch": 0.47340070567675285, "percentage": 47.34, "elapsed_time": "13:07:28", "remaining_time": "14:35:56"} +{"current_steps": 21405, "total_steps": 45204, "loss": 0.4262, "learning_rate": 1.0830933220685329e-05, "epoch": 0.4735113133182661, "percentage": 47.35, "elapsed_time": "13:07:39", "remaining_time": "14:35:44"} +{"current_steps": 21410, "total_steps": 45204, "loss": 0.4415, "learning_rate": 1.082747028201091e-05, "epoch": 0.4736219209597794, "percentage": 47.36, "elapsed_time": "13:07:49", "remaining_time": "14:35:32"} +{"current_steps": 21415, "total_steps": 45204, "loss": 0.3218, "learning_rate": 1.0824007243419716e-05, "epoch": 0.4737325286012926, "percentage": 47.37, "elapsed_time": "13:07:57", "remaining_time": "14:35:18"} +{"current_steps": 21420, "total_steps": 45204, "loss": 0.2658, "learning_rate": 1.0820544105329902e-05, "epoch": 0.4738431362428059, "percentage": 47.39, "elapsed_time": "13:08:07", "remaining_time": "14:35:06"} +{"current_steps": 21425, "total_steps": 45204, "loss": 0.3869, "learning_rate": 1.0817080868159642e-05, "epoch": 0.47395374388431916, "percentage": 47.4, "elapsed_time": "13:08:17", "remaining_time": "14:34:54"} +{"current_steps": 21430, "total_steps": 45204, "loss": 0.3587, "learning_rate": 1.0813617532327125e-05, "epoch": 0.47406435152583243, "percentage": 47.41, "elapsed_time": "13:08:27", "remaining_time": "14:34:42"} +{"current_steps": 21435, "total_steps": 45204, "loss": 0.3558, "learning_rate": 1.0810154098250544e-05, "epoch": 0.4741749591673457, "percentage": 47.42, "elapsed_time": "13:08:40", "remaining_time": "14:34:33"} +{"current_steps": 21440, "total_steps": 45204, "loss": 0.4574, "learning_rate": 1.0806690566348108e-05, "epoch": 0.4742855668088589, "percentage": 47.43, "elapsed_time": "13:08:50", "remaining_time": "14:34:21"} +{"current_steps": 21445, "total_steps": 45204, "loss": 0.4198, "learning_rate": 1.0803226937038038e-05, "epoch": 0.4743961744503722, "percentage": 47.44, "elapsed_time": "13:09:00", "remaining_time": "14:34:09"} +{"current_steps": 21450, "total_steps": 45204, "loss": 0.2479, "learning_rate": 1.0799763210738567e-05, "epoch": 0.47450678209188546, "percentage": 47.45, "elapsed_time": "13:09:11", "remaining_time": "14:33:57"} +{"current_steps": 21455, "total_steps": 45204, "loss": 0.4937, "learning_rate": 1.0796299387867938e-05, "epoch": 0.47461738973339873, "percentage": 47.46, "elapsed_time": "13:09:24", "remaining_time": "14:33:48"} +{"current_steps": 21460, "total_steps": 45204, "loss": 0.5341, "learning_rate": 1.0792835468844402e-05, "epoch": 0.47472799737491195, "percentage": 47.47, "elapsed_time": "13:09:38", "remaining_time": "14:33:40"} +{"current_steps": 21465, "total_steps": 45204, "loss": 0.3396, "learning_rate": 1.0789371454086238e-05, "epoch": 0.4748386050164252, "percentage": 47.48, "elapsed_time": "13:09:48", "remaining_time": "14:33:29"} +{"current_steps": 21470, "total_steps": 45204, "loss": 0.4011, "learning_rate": 1.0785907344011712e-05, "epoch": 0.4749492126579385, "percentage": 47.5, "elapsed_time": "13:09:59", "remaining_time": "14:33:18"} +{"current_steps": 21475, "total_steps": 45204, "loss": 0.27, "learning_rate": 1.0782443139039118e-05, "epoch": 0.47505982029945176, "percentage": 47.51, "elapsed_time": "13:10:08", "remaining_time": "14:33:05"} +{"current_steps": 21480, "total_steps": 45204, "loss": 0.4715, "learning_rate": 1.077897883958676e-05, "epoch": 0.47517042794096503, "percentage": 47.52, "elapsed_time": "13:10:21", "remaining_time": "14:32:55"} +{"current_steps": 21485, "total_steps": 45204, "loss": 0.2296, "learning_rate": 1.0775514446072955e-05, "epoch": 0.47528103558247825, "percentage": 47.53, "elapsed_time": "13:10:32", "remaining_time": "14:32:44"} +{"current_steps": 21490, "total_steps": 45204, "loss": 0.445, "learning_rate": 1.0772049958916018e-05, "epoch": 0.4753916432239915, "percentage": 47.54, "elapsed_time": "13:10:42", "remaining_time": "14:32:32"} +{"current_steps": 21495, "total_steps": 45204, "loss": 0.2838, "learning_rate": 1.0768585378534289e-05, "epoch": 0.4755022508655048, "percentage": 47.55, "elapsed_time": "13:10:53", "remaining_time": "14:32:20"} +{"current_steps": 21500, "total_steps": 45204, "loss": 0.3849, "learning_rate": 1.0765120705346119e-05, "epoch": 0.47561285850701807, "percentage": 47.56, "elapsed_time": "13:11:06", "remaining_time": "14:32:12"} +{"current_steps": 21505, "total_steps": 45204, "loss": 0.3594, "learning_rate": 1.0761655939769862e-05, "epoch": 0.47572346614853134, "percentage": 47.57, "elapsed_time": "13:11:16", "remaining_time": "14:31:59"} +{"current_steps": 21510, "total_steps": 45204, "loss": 0.4186, "learning_rate": 1.0758191082223884e-05, "epoch": 0.47583407379004455, "percentage": 47.58, "elapsed_time": "13:11:27", "remaining_time": "14:31:48"} +{"current_steps": 21515, "total_steps": 45204, "loss": 0.4022, "learning_rate": 1.0754726133126574e-05, "epoch": 0.4759446814315578, "percentage": 47.6, "elapsed_time": "13:11:38", "remaining_time": "14:31:38"} +{"current_steps": 21520, "total_steps": 45204, "loss": 0.4118, "learning_rate": 1.0751261092896317e-05, "epoch": 0.4760552890730711, "percentage": 47.61, "elapsed_time": "13:11:50", "remaining_time": "14:31:28"} +{"current_steps": 21525, "total_steps": 45204, "loss": 0.3056, "learning_rate": 1.0747795961951515e-05, "epoch": 0.47616589671458437, "percentage": 47.62, "elapsed_time": "13:12:01", "remaining_time": "14:31:17"} +{"current_steps": 21530, "total_steps": 45204, "loss": 0.3102, "learning_rate": 1.0744330740710585e-05, "epoch": 0.47627650435609764, "percentage": 47.63, "elapsed_time": "13:12:11", "remaining_time": "14:31:05"} +{"current_steps": 21535, "total_steps": 45204, "loss": 0.4995, "learning_rate": 1.0740865429591953e-05, "epoch": 0.47638711199761086, "percentage": 47.64, "elapsed_time": "13:12:24", "remaining_time": "14:30:55"} +{"current_steps": 21540, "total_steps": 45204, "loss": 0.4082, "learning_rate": 1.073740002901405e-05, "epoch": 0.47649771963912413, "percentage": 47.65, "elapsed_time": "13:12:36", "remaining_time": "14:30:45"} +{"current_steps": 21545, "total_steps": 45204, "loss": 0.3345, "learning_rate": 1.0733934539395323e-05, "epoch": 0.4766083272806374, "percentage": 47.66, "elapsed_time": "13:12:46", "remaining_time": "14:30:33"} +{"current_steps": 21550, "total_steps": 45204, "loss": 0.3425, "learning_rate": 1.0730468961154232e-05, "epoch": 0.47671893492215067, "percentage": 47.67, "elapsed_time": "13:12:57", "remaining_time": "14:30:22"} +{"current_steps": 21555, "total_steps": 45204, "loss": 0.293, "learning_rate": 1.072700329470924e-05, "epoch": 0.4768295425636639, "percentage": 47.68, "elapsed_time": "13:13:07", "remaining_time": "14:30:10"} +{"current_steps": 21560, "total_steps": 45204, "loss": 0.334, "learning_rate": 1.0723537540478823e-05, "epoch": 0.47694015020517716, "percentage": 47.69, "elapsed_time": "13:13:18", "remaining_time": "14:29:58"} +{"current_steps": 21565, "total_steps": 45204, "loss": 0.3893, "learning_rate": 1.072007169888148e-05, "epoch": 0.47705075784669043, "percentage": 47.71, "elapsed_time": "13:13:31", "remaining_time": "14:29:50"} +{"current_steps": 21570, "total_steps": 45204, "loss": 0.4038, "learning_rate": 1.0716605770335702e-05, "epoch": 0.4771613654882037, "percentage": 47.72, "elapsed_time": "13:13:43", "remaining_time": "14:29:40"} +{"current_steps": 21575, "total_steps": 45204, "loss": 0.3439, "learning_rate": 1.0713139755259998e-05, "epoch": 0.477271973129717, "percentage": 47.73, "elapsed_time": "13:13:52", "remaining_time": "14:29:27"} +{"current_steps": 21580, "total_steps": 45204, "loss": 0.4125, "learning_rate": 1.0709673654072897e-05, "epoch": 0.4773825807712302, "percentage": 47.74, "elapsed_time": "13:14:04", "remaining_time": "14:29:17"} +{"current_steps": 21585, "total_steps": 45204, "loss": 0.3834, "learning_rate": 1.070620746719292e-05, "epoch": 0.47749318841274346, "percentage": 47.75, "elapsed_time": "13:14:16", "remaining_time": "14:29:07"} +{"current_steps": 21590, "total_steps": 45204, "loss": 0.4239, "learning_rate": 1.070274119503861e-05, "epoch": 0.47760379605425674, "percentage": 47.76, "elapsed_time": "13:14:27", "remaining_time": "14:28:56"} +{"current_steps": 21595, "total_steps": 45204, "loss": 0.3628, "learning_rate": 1.0699274838028521e-05, "epoch": 0.47771440369577, "percentage": 47.77, "elapsed_time": "13:14:36", "remaining_time": "14:28:43"} +{"current_steps": 21600, "total_steps": 45204, "loss": 0.4108, "learning_rate": 1.0695808396581218e-05, "epoch": 0.4778250113372833, "percentage": 47.78, "elapsed_time": "13:14:47", "remaining_time": "14:28:31"} +{"current_steps": 21605, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.0692341871115261e-05, "epoch": 0.4779356189787965, "percentage": 47.79, "elapsed_time": "13:14:59", "remaining_time": "14:28:21"} +{"current_steps": 21610, "total_steps": 45204, "loss": 0.3414, "learning_rate": 1.0688875262049243e-05, "epoch": 0.47804622662030977, "percentage": 47.81, "elapsed_time": "13:15:08", "remaining_time": "14:28:09"} +{"current_steps": 21615, "total_steps": 45204, "loss": 0.5128, "learning_rate": 1.0685408569801753e-05, "epoch": 0.47815683426182304, "percentage": 47.82, "elapsed_time": "13:15:20", "remaining_time": "14:27:58"} +{"current_steps": 21620, "total_steps": 45204, "loss": 0.3676, "learning_rate": 1.0681941794791393e-05, "epoch": 0.4782674419033363, "percentage": 47.83, "elapsed_time": "13:15:28", "remaining_time": "14:27:44"} +{"current_steps": 21625, "total_steps": 45204, "loss": 0.1852, "learning_rate": 1.0678474937436769e-05, "epoch": 0.4783780495448496, "percentage": 47.84, "elapsed_time": "13:15:38", "remaining_time": "14:27:32"} +{"current_steps": 21630, "total_steps": 45204, "loss": 0.4324, "learning_rate": 1.0675007998156513e-05, "epoch": 0.4784886571863628, "percentage": 47.85, "elapsed_time": "13:15:50", "remaining_time": "14:27:22"} +{"current_steps": 21635, "total_steps": 45204, "loss": 0.409, "learning_rate": 1.067154097736925e-05, "epoch": 0.47859926482787607, "percentage": 47.86, "elapsed_time": "13:16:03", "remaining_time": "14:27:13"} +{"current_steps": 21640, "total_steps": 45204, "loss": 0.3022, "learning_rate": 1.066807387549362e-05, "epoch": 0.47870987246938934, "percentage": 47.87, "elapsed_time": "13:16:13", "remaining_time": "14:27:01"} +{"current_steps": 21645, "total_steps": 45204, "loss": 0.3988, "learning_rate": 1.0664606692948284e-05, "epoch": 0.4788204801109026, "percentage": 47.88, "elapsed_time": "13:16:24", "remaining_time": "14:26:50"} +{"current_steps": 21650, "total_steps": 45204, "loss": 0.3462, "learning_rate": 1.0661139430151895e-05, "epoch": 0.47893108775241583, "percentage": 47.89, "elapsed_time": "13:16:36", "remaining_time": "14:26:39"} +{"current_steps": 21655, "total_steps": 45204, "loss": 0.3449, "learning_rate": 1.0657672087523123e-05, "epoch": 0.4790416953939291, "percentage": 47.91, "elapsed_time": "13:16:50", "remaining_time": "14:26:31"} +{"current_steps": 21660, "total_steps": 45204, "loss": 0.4097, "learning_rate": 1.0654204665480654e-05, "epoch": 0.4791523030354424, "percentage": 47.92, "elapsed_time": "13:17:02", "remaining_time": "14:26:22"} +{"current_steps": 21665, "total_steps": 45204, "loss": 0.2435, "learning_rate": 1.0650737164443179e-05, "epoch": 0.47926291067695564, "percentage": 47.93, "elapsed_time": "13:17:12", "remaining_time": "14:26:09"} +{"current_steps": 21670, "total_steps": 45204, "loss": 0.3794, "learning_rate": 1.064726958482939e-05, "epoch": 0.4793735183184689, "percentage": 47.94, "elapsed_time": "13:17:23", "remaining_time": "14:25:58"} +{"current_steps": 21675, "total_steps": 45204, "loss": 0.3201, "learning_rate": 1.0643801927058e-05, "epoch": 0.47948412595998213, "percentage": 47.95, "elapsed_time": "13:17:36", "remaining_time": "14:25:50"} +{"current_steps": 21680, "total_steps": 45204, "loss": 0.3028, "learning_rate": 1.0640334191547733e-05, "epoch": 0.4795947336014954, "percentage": 47.96, "elapsed_time": "13:17:46", "remaining_time": "14:25:37"} +{"current_steps": 21685, "total_steps": 45204, "loss": 0.2587, "learning_rate": 1.0636866378717308e-05, "epoch": 0.4797053412430087, "percentage": 47.97, "elapsed_time": "13:17:57", "remaining_time": "14:25:26"} +{"current_steps": 21690, "total_steps": 45204, "loss": 0.3854, "learning_rate": 1.0633398488985466e-05, "epoch": 0.47981594888452195, "percentage": 47.98, "elapsed_time": "13:18:08", "remaining_time": "14:25:15"} +{"current_steps": 21695, "total_steps": 45204, "loss": 0.4175, "learning_rate": 1.0629930522770958e-05, "epoch": 0.4799265565260352, "percentage": 47.99, "elapsed_time": "13:18:19", "remaining_time": "14:25:04"} +{"current_steps": 21700, "total_steps": 45204, "loss": 0.4643, "learning_rate": 1.0626462480492534e-05, "epoch": 0.48003716416754844, "percentage": 48.0, "elapsed_time": "13:18:31", "remaining_time": "14:24:54"} +{"current_steps": 21705, "total_steps": 45204, "loss": 0.3626, "learning_rate": 1.062299436256896e-05, "epoch": 0.4801477718090617, "percentage": 48.02, "elapsed_time": "13:18:42", "remaining_time": "14:24:43"} +{"current_steps": 21710, "total_steps": 45204, "loss": 0.3516, "learning_rate": 1.061952616941901e-05, "epoch": 0.480258379450575, "percentage": 48.03, "elapsed_time": "13:18:55", "remaining_time": "14:24:34"} +{"current_steps": 21715, "total_steps": 45204, "loss": 0.3815, "learning_rate": 1.0616057901461474e-05, "epoch": 0.48036898709208825, "percentage": 48.04, "elapsed_time": "13:19:08", "remaining_time": "14:24:25"} +{"current_steps": 21720, "total_steps": 45204, "loss": 0.2938, "learning_rate": 1.0612589559115134e-05, "epoch": 0.4804795947336015, "percentage": 48.05, "elapsed_time": "13:19:20", "remaining_time": "14:24:15"} +{"current_steps": 21725, "total_steps": 45204, "loss": 0.3888, "learning_rate": 1.0609121142798795e-05, "epoch": 0.48059020237511474, "percentage": 48.06, "elapsed_time": "13:19:31", "remaining_time": "14:24:04"} +{"current_steps": 21730, "total_steps": 45204, "loss": 0.3988, "learning_rate": 1.0605652652931271e-05, "epoch": 0.480700810016628, "percentage": 48.07, "elapsed_time": "13:19:41", "remaining_time": "14:23:52"} +{"current_steps": 21735, "total_steps": 45204, "loss": 0.2518, "learning_rate": 1.0602184089931378e-05, "epoch": 0.4808114176581413, "percentage": 48.08, "elapsed_time": "13:19:52", "remaining_time": "14:23:40"} +{"current_steps": 21740, "total_steps": 45204, "loss": 0.2434, "learning_rate": 1.059871545421794e-05, "epoch": 0.48092202529965455, "percentage": 48.09, "elapsed_time": "13:20:03", "remaining_time": "14:23:30"} +{"current_steps": 21745, "total_steps": 45204, "loss": 0.5043, "learning_rate": 1.0595246746209805e-05, "epoch": 0.48103263294116777, "percentage": 48.1, "elapsed_time": "13:20:16", "remaining_time": "14:23:21"} +{"current_steps": 21750, "total_steps": 45204, "loss": 0.3429, "learning_rate": 1.0591777966325804e-05, "epoch": 0.48114324058268104, "percentage": 48.12, "elapsed_time": "13:20:29", "remaining_time": "14:23:12"} +{"current_steps": 21755, "total_steps": 45204, "loss": 0.3947, "learning_rate": 1.05883091149848e-05, "epoch": 0.4812538482241943, "percentage": 48.13, "elapsed_time": "13:20:40", "remaining_time": "14:23:01"} +{"current_steps": 21760, "total_steps": 45204, "loss": 0.3149, "learning_rate": 1.0584840192605655e-05, "epoch": 0.4813644558657076, "percentage": 48.14, "elapsed_time": "13:20:50", "remaining_time": "14:22:48"} +{"current_steps": 21765, "total_steps": 45204, "loss": 0.4061, "learning_rate": 1.0581371199607242e-05, "epoch": 0.48147506350722086, "percentage": 48.15, "elapsed_time": "13:21:01", "remaining_time": "14:22:38"} +{"current_steps": 21770, "total_steps": 45204, "loss": 0.4665, "learning_rate": 1.0577902136408433e-05, "epoch": 0.4815856711487341, "percentage": 48.16, "elapsed_time": "13:21:12", "remaining_time": "14:22:27"} +{"current_steps": 21775, "total_steps": 45204, "loss": 0.2291, "learning_rate": 1.0574433003428122e-05, "epoch": 0.48169627879024735, "percentage": 48.17, "elapsed_time": "13:21:21", "remaining_time": "14:22:13"} +{"current_steps": 21780, "total_steps": 45204, "loss": 0.3957, "learning_rate": 1.057096380108521e-05, "epoch": 0.4818068864317606, "percentage": 48.18, "elapsed_time": "13:21:31", "remaining_time": "14:22:02"} +{"current_steps": 21785, "total_steps": 45204, "loss": 0.3772, "learning_rate": 1.0567494529798594e-05, "epoch": 0.4819174940732739, "percentage": 48.19, "elapsed_time": "13:21:45", "remaining_time": "14:21:53"} +{"current_steps": 21790, "total_steps": 45204, "loss": 0.3371, "learning_rate": 1.0564025189987189e-05, "epoch": 0.48202810171478716, "percentage": 48.2, "elapsed_time": "13:21:55", "remaining_time": "14:21:41"} +{"current_steps": 21795, "total_steps": 45204, "loss": 0.3094, "learning_rate": 1.0560555782069922e-05, "epoch": 0.4821387093563004, "percentage": 48.21, "elapsed_time": "13:22:05", "remaining_time": "14:21:29"} +{"current_steps": 21800, "total_steps": 45204, "loss": 0.3914, "learning_rate": 1.0557086306465717e-05, "epoch": 0.48224931699781365, "percentage": 48.23, "elapsed_time": "13:22:14", "remaining_time": "14:21:16"} +{"current_steps": 21805, "total_steps": 45204, "loss": 0.2854, "learning_rate": 1.0553616763593511e-05, "epoch": 0.4823599246393269, "percentage": 48.24, "elapsed_time": "13:22:25", "remaining_time": "14:21:05"} +{"current_steps": 21810, "total_steps": 45204, "loss": 0.4173, "learning_rate": 1.0550147153872257e-05, "epoch": 0.4824705322808402, "percentage": 48.25, "elapsed_time": "13:22:35", "remaining_time": "14:20:52"} +{"current_steps": 21815, "total_steps": 45204, "loss": 0.3651, "learning_rate": 1.0546677477720908e-05, "epoch": 0.4825811399223534, "percentage": 48.26, "elapsed_time": "13:22:46", "remaining_time": "14:20:41"} +{"current_steps": 21820, "total_steps": 45204, "loss": 0.2899, "learning_rate": 1.054320773555842e-05, "epoch": 0.4826917475638667, "percentage": 48.27, "elapsed_time": "13:22:59", "remaining_time": "14:20:32"} +{"current_steps": 21825, "total_steps": 45204, "loss": 0.3995, "learning_rate": 1.0539737927803767e-05, "epoch": 0.48280235520537995, "percentage": 48.28, "elapsed_time": "13:23:09", "remaining_time": "14:20:20"} +{"current_steps": 21830, "total_steps": 45204, "loss": 0.3693, "learning_rate": 1.0536268054875933e-05, "epoch": 0.4829129628468932, "percentage": 48.29, "elapsed_time": "13:23:21", "remaining_time": "14:20:11"} +{"current_steps": 21835, "total_steps": 45204, "loss": 0.2422, "learning_rate": 1.0532798117193896e-05, "epoch": 0.4830235704884065, "percentage": 48.3, "elapsed_time": "13:23:31", "remaining_time": "14:19:58"} +{"current_steps": 21840, "total_steps": 45204, "loss": 0.2504, "learning_rate": 1.052932811517665e-05, "epoch": 0.4831341781299197, "percentage": 48.31, "elapsed_time": "13:23:41", "remaining_time": "14:19:46"} +{"current_steps": 21845, "total_steps": 45204, "loss": 0.3944, "learning_rate": 1.0525858049243203e-05, "epoch": 0.483244785771433, "percentage": 48.33, "elapsed_time": "13:23:52", "remaining_time": "14:19:35"} +{"current_steps": 21850, "total_steps": 45204, "loss": 0.6056, "learning_rate": 1.0522387919812558e-05, "epoch": 0.48335539341294625, "percentage": 48.34, "elapsed_time": "13:24:08", "remaining_time": "14:19:29"} +{"current_steps": 21855, "total_steps": 45204, "loss": 0.327, "learning_rate": 1.0518917727303734e-05, "epoch": 0.4834660010544595, "percentage": 48.35, "elapsed_time": "13:24:20", "remaining_time": "14:19:19"} +{"current_steps": 21860, "total_steps": 45204, "loss": 0.258, "learning_rate": 1.0515447472135758e-05, "epoch": 0.4835766086959728, "percentage": 48.36, "elapsed_time": "13:24:29", "remaining_time": "14:19:06"} +{"current_steps": 21865, "total_steps": 45204, "loss": 0.2948, "learning_rate": 1.0511977154727663e-05, "epoch": 0.483687216337486, "percentage": 48.37, "elapsed_time": "13:24:41", "remaining_time": "14:18:55"} +{"current_steps": 21870, "total_steps": 45204, "loss": 0.3384, "learning_rate": 1.0508506775498481e-05, "epoch": 0.4837978239789993, "percentage": 48.38, "elapsed_time": "13:24:51", "remaining_time": "14:18:43"} +{"current_steps": 21875, "total_steps": 45204, "loss": 0.2101, "learning_rate": 1.050503633486727e-05, "epoch": 0.48390843162051256, "percentage": 48.39, "elapsed_time": "13:25:01", "remaining_time": "14:18:32"} +{"current_steps": 21880, "total_steps": 45204, "loss": 0.3346, "learning_rate": 1.0501565833253079e-05, "epoch": 0.48401903926202583, "percentage": 48.4, "elapsed_time": "13:25:13", "remaining_time": "14:18:22"} +{"current_steps": 21885, "total_steps": 45204, "loss": 0.3788, "learning_rate": 1.0498095271074966e-05, "epoch": 0.4841296469035391, "percentage": 48.41, "elapsed_time": "13:25:25", "remaining_time": "14:18:12"} +{"current_steps": 21890, "total_steps": 45204, "loss": 0.2684, "learning_rate": 1.0494624648752003e-05, "epoch": 0.4842402545450523, "percentage": 48.42, "elapsed_time": "13:25:38", "remaining_time": "14:18:02"} +{"current_steps": 21895, "total_steps": 45204, "loss": 0.3362, "learning_rate": 1.0491153966703273e-05, "epoch": 0.4843508621865656, "percentage": 48.44, "elapsed_time": "13:25:49", "remaining_time": "14:17:52"} +{"current_steps": 21900, "total_steps": 45204, "loss": 0.4173, "learning_rate": 1.0487683225347854e-05, "epoch": 0.48446146982807886, "percentage": 48.45, "elapsed_time": "13:26:01", "remaining_time": "14:17:41"} +{"current_steps": 21905, "total_steps": 45204, "loss": 0.3855, "learning_rate": 1.0484212425104833e-05, "epoch": 0.48457207746959213, "percentage": 48.46, "elapsed_time": "13:26:11", "remaining_time": "14:17:29"} +{"current_steps": 21910, "total_steps": 45204, "loss": 0.3548, "learning_rate": 1.048074156639332e-05, "epoch": 0.48468268511110535, "percentage": 48.47, "elapsed_time": "13:26:22", "remaining_time": "14:17:19"} +{"current_steps": 21915, "total_steps": 45204, "loss": 0.1559, "learning_rate": 1.047727064963241e-05, "epoch": 0.4847932927526186, "percentage": 48.48, "elapsed_time": "13:26:32", "remaining_time": "14:17:06"} +{"current_steps": 21920, "total_steps": 45204, "loss": 0.2292, "learning_rate": 1.0473799675241215e-05, "epoch": 0.4849039003941319, "percentage": 48.49, "elapsed_time": "13:26:40", "remaining_time": "14:16:52"} +{"current_steps": 21925, "total_steps": 45204, "loss": 0.3692, "learning_rate": 1.0470328643638858e-05, "epoch": 0.48501450803564516, "percentage": 48.5, "elapsed_time": "13:26:51", "remaining_time": "14:16:41"} +{"current_steps": 21930, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.0466857555244468e-05, "epoch": 0.48512511567715844, "percentage": 48.51, "elapsed_time": "13:27:03", "remaining_time": "14:16:30"} +{"current_steps": 21935, "total_steps": 45204, "loss": 0.3109, "learning_rate": 1.0463386410477173e-05, "epoch": 0.48523572331867165, "percentage": 48.52, "elapsed_time": "13:27:17", "remaining_time": "14:16:23"} +{"current_steps": 21940, "total_steps": 45204, "loss": 0.355, "learning_rate": 1.0459915209756109e-05, "epoch": 0.4853463309601849, "percentage": 48.54, "elapsed_time": "13:27:27", "remaining_time": "14:16:11"} +{"current_steps": 21945, "total_steps": 45204, "loss": 0.48, "learning_rate": 1.045644395350043e-05, "epoch": 0.4854569386016982, "percentage": 48.55, "elapsed_time": "13:27:37", "remaining_time": "14:15:58"} +{"current_steps": 21950, "total_steps": 45204, "loss": 0.3092, "learning_rate": 1.0452972642129287e-05, "epoch": 0.48556754624321147, "percentage": 48.56, "elapsed_time": "13:27:47", "remaining_time": "14:15:46"} +{"current_steps": 21955, "total_steps": 45204, "loss": 0.3324, "learning_rate": 1.0449501276061836e-05, "epoch": 0.48567815388472474, "percentage": 48.57, "elapsed_time": "13:27:59", "remaining_time": "14:15:36"} +{"current_steps": 21960, "total_steps": 45204, "loss": 0.3255, "learning_rate": 1.0446029855717248e-05, "epoch": 0.48578876152623796, "percentage": 48.58, "elapsed_time": "13:28:10", "remaining_time": "14:15:25"} +{"current_steps": 21965, "total_steps": 45204, "loss": 0.3532, "learning_rate": 1.0442558381514694e-05, "epoch": 0.4858993691677512, "percentage": 48.59, "elapsed_time": "13:28:19", "remaining_time": "14:15:12"} +{"current_steps": 21970, "total_steps": 45204, "loss": 0.3734, "learning_rate": 1.043908685387335e-05, "epoch": 0.4860099768092645, "percentage": 48.6, "elapsed_time": "13:28:29", "remaining_time": "14:15:00"} +{"current_steps": 21975, "total_steps": 45204, "loss": 0.4462, "learning_rate": 1.043561527321241e-05, "epoch": 0.48612058445077777, "percentage": 48.61, "elapsed_time": "13:28:39", "remaining_time": "14:14:48"} +{"current_steps": 21980, "total_steps": 45204, "loss": 0.4516, "learning_rate": 1.0432143639951063e-05, "epoch": 0.48623119209229104, "percentage": 48.62, "elapsed_time": "13:28:50", "remaining_time": "14:14:37"} +{"current_steps": 21985, "total_steps": 45204, "loss": 0.3655, "learning_rate": 1.0428671954508502e-05, "epoch": 0.48634179973380426, "percentage": 48.64, "elapsed_time": "13:29:03", "remaining_time": "14:14:28"} +{"current_steps": 21990, "total_steps": 45204, "loss": 0.3433, "learning_rate": 1.0425200217303937e-05, "epoch": 0.48645240737531753, "percentage": 48.65, "elapsed_time": "13:29:15", "remaining_time": "14:14:18"} +{"current_steps": 21995, "total_steps": 45204, "loss": 0.3392, "learning_rate": 1.042172842875658e-05, "epoch": 0.4865630150168308, "percentage": 48.66, "elapsed_time": "13:29:24", "remaining_time": "14:14:05"} +{"current_steps": 22000, "total_steps": 45204, "loss": 0.4187, "learning_rate": 1.0418256589285647e-05, "epoch": 0.4866736226583441, "percentage": 48.67, "elapsed_time": "13:29:37", "remaining_time": "14:13:55"} +{"current_steps": 22005, "total_steps": 45204, "loss": 0.2743, "learning_rate": 1.0414784699310359e-05, "epoch": 0.4867842302998573, "percentage": 48.68, "elapsed_time": "13:29:46", "remaining_time": "14:13:42"} +{"current_steps": 22010, "total_steps": 45204, "loss": 0.4182, "learning_rate": 1.0411312759249952e-05, "epoch": 0.48689483794137056, "percentage": 48.69, "elapsed_time": "13:29:57", "remaining_time": "14:13:31"} +{"current_steps": 22015, "total_steps": 45204, "loss": 0.3247, "learning_rate": 1.0407840769523654e-05, "epoch": 0.48700544558288383, "percentage": 48.7, "elapsed_time": "13:30:04", "remaining_time": "14:13:16"} +{"current_steps": 22020, "total_steps": 45204, "loss": 0.3405, "learning_rate": 1.0404368730550708e-05, "epoch": 0.4871160532243971, "percentage": 48.71, "elapsed_time": "13:30:15", "remaining_time": "14:13:05"} +{"current_steps": 22025, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.0400896642750369e-05, "epoch": 0.4872266608659104, "percentage": 48.72, "elapsed_time": "13:30:25", "remaining_time": "14:12:53"} +{"current_steps": 22030, "total_steps": 45204, "loss": 0.4275, "learning_rate": 1.0397424506541886e-05, "epoch": 0.4873372685074236, "percentage": 48.73, "elapsed_time": "13:30:36", "remaining_time": "14:12:42"} +{"current_steps": 22035, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.0393952322344517e-05, "epoch": 0.48744787614893687, "percentage": 48.75, "elapsed_time": "13:30:48", "remaining_time": "14:12:32"} +{"current_steps": 22040, "total_steps": 45204, "loss": 0.4739, "learning_rate": 1.0390480090577524e-05, "epoch": 0.48755848379045014, "percentage": 48.76, "elapsed_time": "13:31:02", "remaining_time": "14:12:24"} +{"current_steps": 22045, "total_steps": 45204, "loss": 0.4135, "learning_rate": 1.0387007811660185e-05, "epoch": 0.4876690914319634, "percentage": 48.77, "elapsed_time": "13:31:11", "remaining_time": "14:12:11"} +{"current_steps": 22050, "total_steps": 45204, "loss": 0.559, "learning_rate": 1.0383535486011773e-05, "epoch": 0.4877796990734767, "percentage": 48.78, "elapsed_time": "13:31:22", "remaining_time": "14:12:00"} +{"current_steps": 22055, "total_steps": 45204, "loss": 0.2951, "learning_rate": 1.0380063114051571e-05, "epoch": 0.4878903067149899, "percentage": 48.79, "elapsed_time": "13:31:34", "remaining_time": "14:11:49"} +{"current_steps": 22060, "total_steps": 45204, "loss": 0.3321, "learning_rate": 1.0376590696198867e-05, "epoch": 0.48800091435650317, "percentage": 48.8, "elapsed_time": "13:31:46", "remaining_time": "14:11:39"} +{"current_steps": 22065, "total_steps": 45204, "loss": 0.2838, "learning_rate": 1.0373118232872954e-05, "epoch": 0.48811152199801644, "percentage": 48.81, "elapsed_time": "13:31:56", "remaining_time": "14:11:27"} +{"current_steps": 22070, "total_steps": 45204, "loss": 0.446, "learning_rate": 1.0369645724493127e-05, "epoch": 0.4882221296395297, "percentage": 48.82, "elapsed_time": "13:32:10", "remaining_time": "14:11:20"} +{"current_steps": 22075, "total_steps": 45204, "loss": 0.3119, "learning_rate": 1.0366173171478697e-05, "epoch": 0.488332737281043, "percentage": 48.83, "elapsed_time": "13:32:20", "remaining_time": "14:11:07"} +{"current_steps": 22080, "total_steps": 45204, "loss": 0.3203, "learning_rate": 1.0362700574248973e-05, "epoch": 0.4884433449225562, "percentage": 48.85, "elapsed_time": "13:32:29", "remaining_time": "14:10:54"} +{"current_steps": 22085, "total_steps": 45204, "loss": 0.3474, "learning_rate": 1.0359227933223265e-05, "epoch": 0.48855395256406947, "percentage": 48.86, "elapsed_time": "13:32:40", "remaining_time": "14:10:43"} +{"current_steps": 22090, "total_steps": 45204, "loss": 0.3946, "learning_rate": 1.0355755248820897e-05, "epoch": 0.48866456020558274, "percentage": 48.87, "elapsed_time": "13:32:50", "remaining_time": "14:10:30"} +{"current_steps": 22095, "total_steps": 45204, "loss": 0.392, "learning_rate": 1.0352282521461197e-05, "epoch": 0.488775167847096, "percentage": 48.88, "elapsed_time": "13:33:02", "remaining_time": "14:10:21"} +{"current_steps": 22100, "total_steps": 45204, "loss": 0.3196, "learning_rate": 1.0348809751563489e-05, "epoch": 0.48888577548860923, "percentage": 48.89, "elapsed_time": "13:33:11", "remaining_time": "14:10:08"} +{"current_steps": 22105, "total_steps": 45204, "loss": 0.4095, "learning_rate": 1.034533693954711e-05, "epoch": 0.4889963831301225, "percentage": 48.9, "elapsed_time": "13:33:23", "remaining_time": "14:09:58"} +{"current_steps": 22110, "total_steps": 45204, "loss": 0.4247, "learning_rate": 1.0341864085831409e-05, "epoch": 0.4891069907716358, "percentage": 48.91, "elapsed_time": "13:33:35", "remaining_time": "14:09:47"} +{"current_steps": 22115, "total_steps": 45204, "loss": 0.3472, "learning_rate": 1.0338391190835721e-05, "epoch": 0.48921759841314905, "percentage": 48.92, "elapsed_time": "13:33:45", "remaining_time": "14:09:36"} +{"current_steps": 22120, "total_steps": 45204, "loss": 0.5339, "learning_rate": 1.0334918254979403e-05, "epoch": 0.4893282060546623, "percentage": 48.93, "elapsed_time": "13:33:55", "remaining_time": "14:09:23"} +{"current_steps": 22125, "total_steps": 45204, "loss": 0.3232, "learning_rate": 1.0331445278681812e-05, "epoch": 0.48943881369617553, "percentage": 48.94, "elapsed_time": "13:34:04", "remaining_time": "14:09:11"} +{"current_steps": 22130, "total_steps": 45204, "loss": 0.4833, "learning_rate": 1.032797226236231e-05, "epoch": 0.4895494213376888, "percentage": 48.96, "elapsed_time": "13:34:18", "remaining_time": "14:09:02"} +{"current_steps": 22135, "total_steps": 45204, "loss": 0.2503, "learning_rate": 1.0324499206440252e-05, "epoch": 0.4896600289792021, "percentage": 48.97, "elapsed_time": "13:34:28", "remaining_time": "14:08:50"} +{"current_steps": 22140, "total_steps": 45204, "loss": 0.3722, "learning_rate": 1.0321026111335021e-05, "epoch": 0.48977063662071535, "percentage": 48.98, "elapsed_time": "13:34:39", "remaining_time": "14:08:39"} +{"current_steps": 22145, "total_steps": 45204, "loss": 0.4647, "learning_rate": 1.031755297746599e-05, "epoch": 0.4898812442622286, "percentage": 48.99, "elapsed_time": "13:34:50", "remaining_time": "14:08:28"} +{"current_steps": 22150, "total_steps": 45204, "loss": 0.4101, "learning_rate": 1.0314079805252533e-05, "epoch": 0.48999185190374184, "percentage": 49.0, "elapsed_time": "13:35:01", "remaining_time": "14:08:17"} +{"current_steps": 22155, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.0310606595114035e-05, "epoch": 0.4901024595452551, "percentage": 49.01, "elapsed_time": "13:35:12", "remaining_time": "14:08:06"} +{"current_steps": 22160, "total_steps": 45204, "loss": 0.3086, "learning_rate": 1.0307133347469891e-05, "epoch": 0.4902130671867684, "percentage": 49.02, "elapsed_time": "13:35:25", "remaining_time": "14:07:56"} +{"current_steps": 22165, "total_steps": 45204, "loss": 0.3258, "learning_rate": 1.030366006273949e-05, "epoch": 0.49032367482828165, "percentage": 49.03, "elapsed_time": "13:35:36", "remaining_time": "14:07:46"} +{"current_steps": 22170, "total_steps": 45204, "loss": 0.4059, "learning_rate": 1.0300186741342228e-05, "epoch": 0.49043428246979487, "percentage": 49.04, "elapsed_time": "13:35:46", "remaining_time": "14:07:33"} +{"current_steps": 22175, "total_steps": 45204, "loss": 0.3007, "learning_rate": 1.0296713383697517e-05, "epoch": 0.49054489011130814, "percentage": 49.06, "elapsed_time": "13:35:59", "remaining_time": "14:07:24"} +{"current_steps": 22180, "total_steps": 45204, "loss": 0.375, "learning_rate": 1.0293239990224755e-05, "epoch": 0.4906554977528214, "percentage": 49.07, "elapsed_time": "13:36:10", "remaining_time": "14:07:14"} +{"current_steps": 22185, "total_steps": 45204, "loss": 0.2381, "learning_rate": 1.028976656134335e-05, "epoch": 0.4907661053943347, "percentage": 49.08, "elapsed_time": "13:36:20", "remaining_time": "14:07:01"} +{"current_steps": 22190, "total_steps": 45204, "loss": 0.3488, "learning_rate": 1.028629309747273e-05, "epoch": 0.49087671303584796, "percentage": 49.09, "elapsed_time": "13:36:30", "remaining_time": "14:06:50"} +{"current_steps": 22195, "total_steps": 45204, "loss": 0.1966, "learning_rate": 1.0282819599032308e-05, "epoch": 0.49098732067736117, "percentage": 49.1, "elapsed_time": "13:36:40", "remaining_time": "14:06:37"} +{"current_steps": 22200, "total_steps": 45204, "loss": 0.3737, "learning_rate": 1.0279346066441504e-05, "epoch": 0.49109792831887444, "percentage": 49.11, "elapsed_time": "13:36:51", "remaining_time": "14:06:26"} +{"current_steps": 22205, "total_steps": 45204, "loss": 0.4083, "learning_rate": 1.0275872500119751e-05, "epoch": 0.4912085359603877, "percentage": 49.12, "elapsed_time": "13:37:04", "remaining_time": "14:06:17"} +{"current_steps": 22210, "total_steps": 45204, "loss": 0.3589, "learning_rate": 1.0272398900486482e-05, "epoch": 0.491319143601901, "percentage": 49.13, "elapsed_time": "13:37:16", "remaining_time": "14:06:07"} +{"current_steps": 22215, "total_steps": 45204, "loss": 0.3724, "learning_rate": 1.0268925267961127e-05, "epoch": 0.49142975124341426, "percentage": 49.14, "elapsed_time": "13:37:25", "remaining_time": "14:05:54"} +{"current_steps": 22220, "total_steps": 45204, "loss": 0.2585, "learning_rate": 1.026545160296313e-05, "epoch": 0.4915403588849275, "percentage": 49.15, "elapsed_time": "13:37:34", "remaining_time": "14:05:41"} +{"current_steps": 22225, "total_steps": 45204, "loss": 0.2915, "learning_rate": 1.0261977905911937e-05, "epoch": 0.49165096652644075, "percentage": 49.17, "elapsed_time": "13:37:45", "remaining_time": "14:05:30"} +{"current_steps": 22230, "total_steps": 45204, "loss": 0.4566, "learning_rate": 1.0258504177226993e-05, "epoch": 0.491761574167954, "percentage": 49.18, "elapsed_time": "13:37:58", "remaining_time": "14:05:21"} +{"current_steps": 22235, "total_steps": 45204, "loss": 0.3014, "learning_rate": 1.0255030417327749e-05, "epoch": 0.4918721818094673, "percentage": 49.19, "elapsed_time": "13:38:07", "remaining_time": "14:05:07"} +{"current_steps": 22240, "total_steps": 45204, "loss": 0.3481, "learning_rate": 1.0251556626633663e-05, "epoch": 0.49198278945098056, "percentage": 49.2, "elapsed_time": "13:38:18", "remaining_time": "14:04:57"} +{"current_steps": 22245, "total_steps": 45204, "loss": 0.3686, "learning_rate": 1.0248082805564195e-05, "epoch": 0.4920933970924938, "percentage": 49.21, "elapsed_time": "13:38:30", "remaining_time": "14:04:46"} +{"current_steps": 22250, "total_steps": 45204, "loss": 0.2273, "learning_rate": 1.0244608954538801e-05, "epoch": 0.49220400473400705, "percentage": 49.22, "elapsed_time": "13:38:39", "remaining_time": "14:04:33"} +{"current_steps": 22255, "total_steps": 45204, "loss": 0.3191, "learning_rate": 1.0241135073976954e-05, "epoch": 0.4923146123755203, "percentage": 49.23, "elapsed_time": "13:38:48", "remaining_time": "14:04:20"} +{"current_steps": 22260, "total_steps": 45204, "loss": 0.4825, "learning_rate": 1.0237661164298126e-05, "epoch": 0.4924252200170336, "percentage": 49.24, "elapsed_time": "13:38:59", "remaining_time": "14:04:09"} +{"current_steps": 22265, "total_steps": 45204, "loss": 0.3707, "learning_rate": 1.0234187225921782e-05, "epoch": 0.4925358276585468, "percentage": 49.25, "elapsed_time": "13:39:13", "remaining_time": "14:04:01"} +{"current_steps": 22270, "total_steps": 45204, "loss": 0.3063, "learning_rate": 1.0230713259267402e-05, "epoch": 0.4926464353000601, "percentage": 49.27, "elapsed_time": "13:39:22", "remaining_time": "14:03:48"} +{"current_steps": 22275, "total_steps": 45204, "loss": 0.309, "learning_rate": 1.0227239264754472e-05, "epoch": 0.49275704294157335, "percentage": 49.28, "elapsed_time": "13:39:35", "remaining_time": "14:03:39"} +{"current_steps": 22280, "total_steps": 45204, "loss": 0.3604, "learning_rate": 1.022376524280247e-05, "epoch": 0.4928676505830866, "percentage": 49.29, "elapsed_time": "13:39:43", "remaining_time": "14:03:25"} +{"current_steps": 22285, "total_steps": 45204, "loss": 0.4067, "learning_rate": 1.0220291193830882e-05, "epoch": 0.4929782582245999, "percentage": 49.3, "elapsed_time": "13:39:54", "remaining_time": "14:03:13"} +{"current_steps": 22290, "total_steps": 45204, "loss": 0.4074, "learning_rate": 1.0216817118259206e-05, "epoch": 0.4930888658661131, "percentage": 49.31, "elapsed_time": "13:40:06", "remaining_time": "14:03:04"} +{"current_steps": 22295, "total_steps": 45204, "loss": 0.2709, "learning_rate": 1.021334301650693e-05, "epoch": 0.4931994735076264, "percentage": 49.32, "elapsed_time": "13:40:19", "remaining_time": "14:02:54"} +{"current_steps": 22300, "total_steps": 45204, "loss": 0.3355, "learning_rate": 1.0209868888993546e-05, "epoch": 0.49331008114913966, "percentage": 49.33, "elapsed_time": "13:40:30", "remaining_time": "14:02:44"} +{"current_steps": 22305, "total_steps": 45204, "loss": 0.5212, "learning_rate": 1.0206394736138563e-05, "epoch": 0.49342068879065293, "percentage": 49.34, "elapsed_time": "13:40:44", "remaining_time": "14:02:35"} +{"current_steps": 22310, "total_steps": 45204, "loss": 0.3694, "learning_rate": 1.0202920558361483e-05, "epoch": 0.4935312964321662, "percentage": 49.35, "elapsed_time": "13:40:56", "remaining_time": "14:02:26"} +{"current_steps": 22315, "total_steps": 45204, "loss": 0.3124, "learning_rate": 1.0199446356081806e-05, "epoch": 0.4936419040736794, "percentage": 49.37, "elapsed_time": "13:41:08", "remaining_time": "14:02:15"} +{"current_steps": 22320, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.019597212971904e-05, "epoch": 0.4937525117151927, "percentage": 49.38, "elapsed_time": "13:41:20", "remaining_time": "14:02:06"} +{"current_steps": 22325, "total_steps": 45204, "loss": 0.3004, "learning_rate": 1.0192497879692706e-05, "epoch": 0.49386311935670596, "percentage": 49.39, "elapsed_time": "13:41:32", "remaining_time": "14:01:55"} +{"current_steps": 22330, "total_steps": 45204, "loss": 0.4019, "learning_rate": 1.0189023606422312e-05, "epoch": 0.49397372699821923, "percentage": 49.4, "elapsed_time": "13:41:45", "remaining_time": "14:01:46"} +{"current_steps": 22335, "total_steps": 45204, "loss": 0.3749, "learning_rate": 1.0185549310327375e-05, "epoch": 0.4940843346397325, "percentage": 49.41, "elapsed_time": "13:41:55", "remaining_time": "14:01:34"} +{"current_steps": 22340, "total_steps": 45204, "loss": 0.469, "learning_rate": 1.0182074991827418e-05, "epoch": 0.4941949422812457, "percentage": 49.42, "elapsed_time": "13:42:06", "remaining_time": "14:01:23"} +{"current_steps": 22345, "total_steps": 45204, "loss": 0.2975, "learning_rate": 1.0178600651341961e-05, "epoch": 0.494305549922759, "percentage": 49.43, "elapsed_time": "13:42:16", "remaining_time": "14:01:10"} +{"current_steps": 22350, "total_steps": 45204, "loss": 0.3125, "learning_rate": 1.0175126289290532e-05, "epoch": 0.49441615756427226, "percentage": 49.44, "elapsed_time": "13:42:24", "remaining_time": "14:00:57"} +{"current_steps": 22355, "total_steps": 45204, "loss": 0.2244, "learning_rate": 1.0171651906092657e-05, "epoch": 0.49452676520578553, "percentage": 49.45, "elapsed_time": "13:42:33", "remaining_time": "14:00:43"} +{"current_steps": 22360, "total_steps": 45204, "loss": 0.2999, "learning_rate": 1.0168177502167871e-05, "epoch": 0.49463737284729875, "percentage": 49.46, "elapsed_time": "13:42:44", "remaining_time": "14:00:32"} +{"current_steps": 22365, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.0164703077935702e-05, "epoch": 0.494747980488812, "percentage": 49.48, "elapsed_time": "13:42:56", "remaining_time": "14:00:23"} +{"current_steps": 22370, "total_steps": 45204, "loss": 0.3338, "learning_rate": 1.0161228633815684e-05, "epoch": 0.4948585881303253, "percentage": 49.49, "elapsed_time": "13:43:06", "remaining_time": "14:00:10"} +{"current_steps": 22375, "total_steps": 45204, "loss": 0.277, "learning_rate": 1.0157754170227368e-05, "epoch": 0.49496919577183857, "percentage": 49.5, "elapsed_time": "13:43:14", "remaining_time": "13:59:56"} +{"current_steps": 22380, "total_steps": 45204, "loss": 0.4833, "learning_rate": 1.0154279687590279e-05, "epoch": 0.49507980341335184, "percentage": 49.51, "elapsed_time": "13:43:25", "remaining_time": "13:59:46"} +{"current_steps": 22385, "total_steps": 45204, "loss": 0.6043, "learning_rate": 1.0150805186323965e-05, "epoch": 0.49519041105486505, "percentage": 49.52, "elapsed_time": "13:43:39", "remaining_time": "13:59:37"} +{"current_steps": 22390, "total_steps": 45204, "loss": 0.3349, "learning_rate": 1.0147330666847974e-05, "epoch": 0.4953010186963783, "percentage": 49.53, "elapsed_time": "13:43:50", "remaining_time": "13:59:27"} +{"current_steps": 22395, "total_steps": 45204, "loss": 0.3465, "learning_rate": 1.014385612958185e-05, "epoch": 0.4954116263378916, "percentage": 49.54, "elapsed_time": "13:44:03", "remaining_time": "13:59:17"} +{"current_steps": 22400, "total_steps": 45204, "loss": 0.2996, "learning_rate": 1.0140381574945141e-05, "epoch": 0.49552223397940487, "percentage": 49.55, "elapsed_time": "13:44:14", "remaining_time": "13:59:06"} +{"current_steps": 22405, "total_steps": 45204, "loss": 0.4437, "learning_rate": 1.0136907003357405e-05, "epoch": 0.49563284162091814, "percentage": 49.56, "elapsed_time": "13:44:24", "remaining_time": "13:58:54"} +{"current_steps": 22410, "total_steps": 45204, "loss": 0.3828, "learning_rate": 1.0133432415238191e-05, "epoch": 0.49574344926243136, "percentage": 49.58, "elapsed_time": "13:44:38", "remaining_time": "13:58:46"} +{"current_steps": 22415, "total_steps": 45204, "loss": 0.3912, "learning_rate": 1.0129957811007054e-05, "epoch": 0.49585405690394463, "percentage": 49.59, "elapsed_time": "13:44:50", "remaining_time": "13:58:36"} +{"current_steps": 22420, "total_steps": 45204, "loss": 0.5379, "learning_rate": 1.0126483191083547e-05, "epoch": 0.4959646645454579, "percentage": 49.6, "elapsed_time": "13:45:04", "remaining_time": "13:58:28"} +{"current_steps": 22425, "total_steps": 45204, "loss": 0.4269, "learning_rate": 1.0123008555887242e-05, "epoch": 0.4960752721869712, "percentage": 49.61, "elapsed_time": "13:45:17", "remaining_time": "13:58:19"} +{"current_steps": 22430, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.0119533905837687e-05, "epoch": 0.49618587982848444, "percentage": 49.62, "elapsed_time": "13:45:30", "remaining_time": "13:58:09"} +{"current_steps": 22435, "total_steps": 45204, "loss": 0.402, "learning_rate": 1.0116059241354448e-05, "epoch": 0.49629648746999766, "percentage": 49.63, "elapsed_time": "13:45:40", "remaining_time": "13:57:58"} +{"current_steps": 22440, "total_steps": 45204, "loss": 0.2881, "learning_rate": 1.0112584562857097e-05, "epoch": 0.49640709511151093, "percentage": 49.64, "elapsed_time": "13:45:50", "remaining_time": "13:57:45"} +{"current_steps": 22445, "total_steps": 45204, "loss": 0.1515, "learning_rate": 1.0109109870765195e-05, "epoch": 0.4965177027530242, "percentage": 49.65, "elapsed_time": "13:45:59", "remaining_time": "13:57:32"} +{"current_steps": 22450, "total_steps": 45204, "loss": 0.4148, "learning_rate": 1.0105635165498306e-05, "epoch": 0.4966283103945375, "percentage": 49.66, "elapsed_time": "13:46:10", "remaining_time": "13:57:21"} +{"current_steps": 22455, "total_steps": 45204, "loss": 0.3341, "learning_rate": 1.0102160447476009e-05, "epoch": 0.4967389180360507, "percentage": 49.67, "elapsed_time": "13:46:21", "remaining_time": "13:57:10"} +{"current_steps": 22460, "total_steps": 45204, "loss": 0.3422, "learning_rate": 1.0098685717117867e-05, "epoch": 0.49684952567756396, "percentage": 49.69, "elapsed_time": "13:46:33", "remaining_time": "13:57:00"} +{"current_steps": 22465, "total_steps": 45204, "loss": 0.3375, "learning_rate": 1.0095210974843455e-05, "epoch": 0.49696013331907724, "percentage": 49.7, "elapsed_time": "13:46:44", "remaining_time": "13:56:49"} +{"current_steps": 22470, "total_steps": 45204, "loss": 0.3754, "learning_rate": 1.0091736221072345e-05, "epoch": 0.4970707409605905, "percentage": 49.71, "elapsed_time": "13:46:55", "remaining_time": "13:56:38"} +{"current_steps": 22475, "total_steps": 45204, "loss": 0.3434, "learning_rate": 1.008826145622412e-05, "epoch": 0.4971813486021038, "percentage": 49.72, "elapsed_time": "13:47:05", "remaining_time": "13:56:26"} +{"current_steps": 22480, "total_steps": 45204, "loss": 0.3136, "learning_rate": 1.008478668071835e-05, "epoch": 0.497291956243617, "percentage": 49.73, "elapsed_time": "13:47:16", "remaining_time": "13:56:15"} +{"current_steps": 22485, "total_steps": 45204, "loss": 0.4294, "learning_rate": 1.0081311894974612e-05, "epoch": 0.49740256388513027, "percentage": 49.74, "elapsed_time": "13:47:28", "remaining_time": "13:56:05"} +{"current_steps": 22490, "total_steps": 45204, "loss": 0.3104, "learning_rate": 1.0077837099412493e-05, "epoch": 0.49751317152664354, "percentage": 49.75, "elapsed_time": "13:47:40", "remaining_time": "13:55:55"} +{"current_steps": 22495, "total_steps": 45204, "loss": 0.3092, "learning_rate": 1.0074362294451565e-05, "epoch": 0.4976237791681568, "percentage": 49.76, "elapsed_time": "13:47:50", "remaining_time": "13:55:42"} +{"current_steps": 22500, "total_steps": 45204, "loss": 0.4767, "learning_rate": 1.0070887480511413e-05, "epoch": 0.4977343868096701, "percentage": 49.77, "elapsed_time": "13:48:02", "remaining_time": "13:55:33"} +{"current_steps": 22505, "total_steps": 45204, "loss": 0.2959, "learning_rate": 1.0067412658011622e-05, "epoch": 0.4978449944511833, "percentage": 49.79, "elapsed_time": "13:48:12", "remaining_time": "13:55:21"} +{"current_steps": 22510, "total_steps": 45204, "loss": 0.449, "learning_rate": 1.0063937827371773e-05, "epoch": 0.49795560209269657, "percentage": 49.8, "elapsed_time": "13:48:25", "remaining_time": "13:55:11"} +{"current_steps": 22515, "total_steps": 45204, "loss": 0.2997, "learning_rate": 1.0060462989011448e-05, "epoch": 0.49806620973420984, "percentage": 49.81, "elapsed_time": "13:48:36", "remaining_time": "13:55:00"} +{"current_steps": 22520, "total_steps": 45204, "loss": 0.3015, "learning_rate": 1.0056988143350239e-05, "epoch": 0.4981768173757231, "percentage": 49.82, "elapsed_time": "13:48:47", "remaining_time": "13:54:50"} +{"current_steps": 22525, "total_steps": 45204, "loss": 0.4074, "learning_rate": 1.0053513290807732e-05, "epoch": 0.4982874250172364, "percentage": 49.83, "elapsed_time": "13:48:58", "remaining_time": "13:54:38"} +{"current_steps": 22530, "total_steps": 45204, "loss": 0.3756, "learning_rate": 1.0050038431803508e-05, "epoch": 0.4983980326587496, "percentage": 49.84, "elapsed_time": "13:49:10", "remaining_time": "13:54:28"} +{"current_steps": 22535, "total_steps": 45204, "loss": 0.4078, "learning_rate": 1.004656356675716e-05, "epoch": 0.4985086403002629, "percentage": 49.85, "elapsed_time": "13:49:21", "remaining_time": "13:54:17"} +{"current_steps": 22540, "total_steps": 45204, "loss": 0.4441, "learning_rate": 1.0043088696088277e-05, "epoch": 0.49861924794177614, "percentage": 49.86, "elapsed_time": "13:49:34", "remaining_time": "13:54:08"} +{"current_steps": 22545, "total_steps": 45204, "loss": 0.3463, "learning_rate": 1.0039613820216445e-05, "epoch": 0.4987298555832894, "percentage": 49.87, "elapsed_time": "13:49:43", "remaining_time": "13:53:55"} +{"current_steps": 22550, "total_steps": 45204, "loss": 0.2922, "learning_rate": 1.0036138939561257e-05, "epoch": 0.49884046322480263, "percentage": 49.88, "elapsed_time": "13:49:51", "remaining_time": "13:53:41"} +{"current_steps": 22555, "total_steps": 45204, "loss": 0.2753, "learning_rate": 1.0032664054542304e-05, "epoch": 0.4989510708663159, "percentage": 49.9, "elapsed_time": "13:50:02", "remaining_time": "13:53:30"} +{"current_steps": 22560, "total_steps": 45204, "loss": 0.2677, "learning_rate": 1.0029189165579178e-05, "epoch": 0.4990616785078292, "percentage": 49.91, "elapsed_time": "13:50:13", "remaining_time": "13:53:18"} +{"current_steps": 22565, "total_steps": 45204, "loss": 0.2953, "learning_rate": 1.0025714273091467e-05, "epoch": 0.49917228614934245, "percentage": 49.92, "elapsed_time": "13:50:23", "remaining_time": "13:53:06"} +{"current_steps": 22570, "total_steps": 45204, "loss": 0.2872, "learning_rate": 1.0022239377498766e-05, "epoch": 0.4992828937908557, "percentage": 49.93, "elapsed_time": "13:50:32", "remaining_time": "13:52:54"} +{"current_steps": 22575, "total_steps": 45204, "loss": 0.2459, "learning_rate": 1.001876447922067e-05, "epoch": 0.49939350143236894, "percentage": 49.94, "elapsed_time": "13:50:43", "remaining_time": "13:52:42"} +{"current_steps": 22580, "total_steps": 45204, "loss": 0.2454, "learning_rate": 1.0015289578676767e-05, "epoch": 0.4995041090738822, "percentage": 49.95, "elapsed_time": "13:50:52", "remaining_time": "13:52:30"} +{"current_steps": 22585, "total_steps": 45204, "loss": 0.4063, "learning_rate": 1.001181467628665e-05, "epoch": 0.4996147167153955, "percentage": 49.96, "elapsed_time": "13:51:05", "remaining_time": "13:52:20"} +{"current_steps": 22590, "total_steps": 45204, "loss": 0.4208, "learning_rate": 1.0008339772469916e-05, "epoch": 0.49972532435690875, "percentage": 49.97, "elapsed_time": "13:51:17", "remaining_time": "13:52:10"} +{"current_steps": 22595, "total_steps": 45204, "loss": 0.459, "learning_rate": 1.000486486764616e-05, "epoch": 0.499835931998422, "percentage": 49.98, "elapsed_time": "13:51:32", "remaining_time": "13:52:03"} +{"current_steps": 22600, "total_steps": 45204, "loss": 0.2122, "learning_rate": 1.0001389962234968e-05, "epoch": 0.49994653963993524, "percentage": 50.0, "elapsed_time": "13:51:42", "remaining_time": "13:51:50"} +{"current_steps": 22605, "total_steps": 45204, "loss": 0.3464, "learning_rate": 9.997915056655942e-06, "epoch": 0.5000571472814486, "percentage": 50.01, "elapsed_time": "13:51:52", "remaining_time": "13:51:38"} +{"current_steps": 22610, "total_steps": 45204, "loss": 0.3728, "learning_rate": 9.99444015132867e-06, "epoch": 0.5001677549229617, "percentage": 50.02, "elapsed_time": "13:52:04", "remaining_time": "13:51:29"} +{"current_steps": 22615, "total_steps": 45204, "loss": 0.2327, "learning_rate": 9.990965246672748e-06, "epoch": 0.500278362564475, "percentage": 50.03, "elapsed_time": "13:52:14", "remaining_time": "13:51:16"} +{"current_steps": 22620, "total_steps": 45204, "loss": 0.4482, "learning_rate": 9.987490343107773e-06, "epoch": 0.5003889702059883, "percentage": 50.04, "elapsed_time": "13:52:24", "remaining_time": "13:51:05"} +{"current_steps": 22625, "total_steps": 45204, "loss": 0.2819, "learning_rate": 9.984015441053331e-06, "epoch": 0.5004995778475015, "percentage": 50.05, "elapsed_time": "13:52:35", "remaining_time": "13:50:53"} +{"current_steps": 22630, "total_steps": 45204, "loss": 0.3341, "learning_rate": 9.980540540929023e-06, "epoch": 0.5006101854890148, "percentage": 50.06, "elapsed_time": "13:52:45", "remaining_time": "13:50:41"} +{"current_steps": 22635, "total_steps": 45204, "loss": 0.4557, "learning_rate": 9.977065643154438e-06, "epoch": 0.5007207931305281, "percentage": 50.07, "elapsed_time": "13:52:54", "remaining_time": "13:50:29"} +{"current_steps": 22640, "total_steps": 45204, "loss": 0.2333, "learning_rate": 9.973590748149165e-06, "epoch": 0.5008314007720414, "percentage": 50.08, "elapsed_time": "13:53:03", "remaining_time": "13:50:15"} +{"current_steps": 22645, "total_steps": 45204, "loss": 0.3251, "learning_rate": 9.970115856332807e-06, "epoch": 0.5009420084135546, "percentage": 50.1, "elapsed_time": "13:53:13", "remaining_time": "13:50:03"} +{"current_steps": 22650, "total_steps": 45204, "loss": 0.311, "learning_rate": 9.966640968124948e-06, "epoch": 0.5010526160550679, "percentage": 50.11, "elapsed_time": "13:53:25", "remaining_time": "13:49:53"} +{"current_steps": 22655, "total_steps": 45204, "loss": 0.3332, "learning_rate": 9.963166083945178e-06, "epoch": 0.5011632236965812, "percentage": 50.12, "elapsed_time": "13:53:36", "remaining_time": "13:49:42"} +{"current_steps": 22660, "total_steps": 45204, "loss": 0.3079, "learning_rate": 9.959691204213097e-06, "epoch": 0.5012738313380943, "percentage": 50.13, "elapsed_time": "13:53:46", "remaining_time": "13:49:30"} +{"current_steps": 22665, "total_steps": 45204, "loss": 0.2797, "learning_rate": 9.956216329348289e-06, "epoch": 0.5013844389796076, "percentage": 50.14, "elapsed_time": "13:53:57", "remaining_time": "13:49:18"} +{"current_steps": 22670, "total_steps": 45204, "loss": 0.4122, "learning_rate": 9.952741459770342e-06, "epoch": 0.5014950466211209, "percentage": 50.15, "elapsed_time": "13:54:07", "remaining_time": "13:49:07"} +{"current_steps": 22675, "total_steps": 45204, "loss": 0.3147, "learning_rate": 9.949266595898854e-06, "epoch": 0.5016056542626341, "percentage": 50.16, "elapsed_time": "13:54:17", "remaining_time": "13:48:55"} +{"current_steps": 22680, "total_steps": 45204, "loss": 0.3283, "learning_rate": 9.945791738153407e-06, "epoch": 0.5017162619041474, "percentage": 50.17, "elapsed_time": "13:54:26", "remaining_time": "13:48:42"} +{"current_steps": 22685, "total_steps": 45204, "loss": 0.3203, "learning_rate": 9.942316886953588e-06, "epoch": 0.5018268695456607, "percentage": 50.18, "elapsed_time": "13:54:37", "remaining_time": "13:48:31"} +{"current_steps": 22690, "total_steps": 45204, "loss": 0.4696, "learning_rate": 9.93884204271899e-06, "epoch": 0.501937477187174, "percentage": 50.19, "elapsed_time": "13:54:50", "remaining_time": "13:48:21"} +{"current_steps": 22695, "total_steps": 45204, "loss": 0.4129, "learning_rate": 9.935367205869197e-06, "epoch": 0.5020480848286872, "percentage": 50.21, "elapsed_time": "13:54:59", "remaining_time": "13:48:08"} +{"current_steps": 22700, "total_steps": 45204, "loss": 0.4227, "learning_rate": 9.93189237682379e-06, "epoch": 0.5021586924702005, "percentage": 50.22, "elapsed_time": "13:55:08", "remaining_time": "13:47:56"} +{"current_steps": 22705, "total_steps": 45204, "loss": 0.2444, "learning_rate": 9.928417556002362e-06, "epoch": 0.5022693001117137, "percentage": 50.23, "elapsed_time": "13:55:18", "remaining_time": "13:47:43"} +{"current_steps": 22710, "total_steps": 45204, "loss": 0.279, "learning_rate": 9.924942743824487e-06, "epoch": 0.5023799077532269, "percentage": 50.24, "elapsed_time": "13:55:28", "remaining_time": "13:47:31"} +{"current_steps": 22715, "total_steps": 45204, "loss": 0.4341, "learning_rate": 9.921467940709754e-06, "epoch": 0.5024905153947402, "percentage": 50.25, "elapsed_time": "13:55:38", "remaining_time": "13:47:19"} +{"current_steps": 22720, "total_steps": 45204, "loss": 0.2631, "learning_rate": 9.917993147077745e-06, "epoch": 0.5026011230362535, "percentage": 50.26, "elapsed_time": "13:55:49", "remaining_time": "13:47:08"} +{"current_steps": 22725, "total_steps": 45204, "loss": 0.3024, "learning_rate": 9.914518363348034e-06, "epoch": 0.5027117306777668, "percentage": 50.27, "elapsed_time": "13:55:58", "remaining_time": "13:46:55"} +{"current_steps": 22730, "total_steps": 45204, "loss": 0.3426, "learning_rate": 9.911043589940208e-06, "epoch": 0.50282233831928, "percentage": 50.28, "elapsed_time": "13:56:09", "remaining_time": "13:46:44"} +{"current_steps": 22735, "total_steps": 45204, "loss": 0.3275, "learning_rate": 9.907568827273841e-06, "epoch": 0.5029329459607933, "percentage": 50.29, "elapsed_time": "13:56:19", "remaining_time": "13:46:32"} +{"current_steps": 22740, "total_steps": 45204, "loss": 0.4558, "learning_rate": 9.904094075768504e-06, "epoch": 0.5030435536023066, "percentage": 50.31, "elapsed_time": "13:56:29", "remaining_time": "13:46:20"} +{"current_steps": 22745, "total_steps": 45204, "loss": 0.3528, "learning_rate": 9.900619335843781e-06, "epoch": 0.5031541612438198, "percentage": 50.32, "elapsed_time": "13:56:41", "remaining_time": "13:46:10"} +{"current_steps": 22750, "total_steps": 45204, "loss": 0.2624, "learning_rate": 9.897144607919242e-06, "epoch": 0.503264768885333, "percentage": 50.33, "elapsed_time": "13:56:52", "remaining_time": "13:45:58"} +{"current_steps": 22755, "total_steps": 45204, "loss": 0.2621, "learning_rate": 9.893669892414459e-06, "epoch": 0.5033753765268463, "percentage": 50.34, "elapsed_time": "13:57:02", "remaining_time": "13:45:47"} +{"current_steps": 22760, "total_steps": 45204, "loss": 0.3313, "learning_rate": 9.890195189749004e-06, "epoch": 0.5034859841683595, "percentage": 50.35, "elapsed_time": "13:57:16", "remaining_time": "13:45:38"} +{"current_steps": 22765, "total_steps": 45204, "loss": 0.1773, "learning_rate": 9.886720500342446e-06, "epoch": 0.5035965918098728, "percentage": 50.36, "elapsed_time": "13:57:26", "remaining_time": "13:45:26"} +{"current_steps": 22770, "total_steps": 45204, "loss": 0.3128, "learning_rate": 9.883245824614349e-06, "epoch": 0.5037071994513861, "percentage": 50.37, "elapsed_time": "13:57:35", "remaining_time": "13:45:14"} +{"current_steps": 22775, "total_steps": 45204, "loss": 0.6297, "learning_rate": 9.879771162984286e-06, "epoch": 0.5038178070928994, "percentage": 50.38, "elapsed_time": "13:57:51", "remaining_time": "13:45:07"} +{"current_steps": 22780, "total_steps": 45204, "loss": 0.3459, "learning_rate": 9.876296515871816e-06, "epoch": 0.5039284147344126, "percentage": 50.39, "elapsed_time": "13:58:01", "remaining_time": "13:44:55"} +{"current_steps": 22785, "total_steps": 45204, "loss": 0.3839, "learning_rate": 9.872821883696501e-06, "epoch": 0.5040390223759259, "percentage": 50.4, "elapsed_time": "13:58:12", "remaining_time": "13:44:44"} +{"current_steps": 22790, "total_steps": 45204, "loss": 0.4266, "learning_rate": 9.869347266877909e-06, "epoch": 0.5041496300174392, "percentage": 50.42, "elapsed_time": "13:58:24", "remaining_time": "13:44:34"} +{"current_steps": 22795, "total_steps": 45204, "loss": 0.3471, "learning_rate": 9.865872665835591e-06, "epoch": 0.5042602376589524, "percentage": 50.43, "elapsed_time": "13:58:34", "remaining_time": "13:44:22"} +{"current_steps": 22800, "total_steps": 45204, "loss": 0.3327, "learning_rate": 9.862398080989105e-06, "epoch": 0.5043708453004656, "percentage": 50.44, "elapsed_time": "13:58:44", "remaining_time": "13:44:10"} +{"current_steps": 22805, "total_steps": 45204, "loss": 0.3218, "learning_rate": 9.858923512758011e-06, "epoch": 0.5044814529419789, "percentage": 50.45, "elapsed_time": "13:58:57", "remaining_time": "13:44:01"} +{"current_steps": 22810, "total_steps": 45204, "loss": 0.3379, "learning_rate": 9.855448961561854e-06, "epoch": 0.5045920605834922, "percentage": 50.46, "elapsed_time": "13:59:08", "remaining_time": "13:43:50"} +{"current_steps": 22815, "total_steps": 45204, "loss": 0.2811, "learning_rate": 9.851974427820194e-06, "epoch": 0.5047026682250054, "percentage": 50.47, "elapsed_time": "13:59:18", "remaining_time": "13:43:38"} +{"current_steps": 22820, "total_steps": 45204, "loss": 0.3731, "learning_rate": 9.848499911952576e-06, "epoch": 0.5048132758665187, "percentage": 50.48, "elapsed_time": "13:59:30", "remaining_time": "13:43:27"} +{"current_steps": 22825, "total_steps": 45204, "loss": 0.4166, "learning_rate": 9.845025414378543e-06, "epoch": 0.504923883508032, "percentage": 50.49, "elapsed_time": "13:59:40", "remaining_time": "13:43:16"} +{"current_steps": 22830, "total_steps": 45204, "loss": 0.4298, "learning_rate": 9.841550935517645e-06, "epoch": 0.5050344911495452, "percentage": 50.5, "elapsed_time": "13:59:53", "remaining_time": "13:43:06"} +{"current_steps": 22835, "total_steps": 45204, "loss": 0.3516, "learning_rate": 9.838076475789424e-06, "epoch": 0.5051450987910585, "percentage": 50.52, "elapsed_time": "14:00:04", "remaining_time": "13:42:55"} +{"current_steps": 22840, "total_steps": 45204, "loss": 0.3605, "learning_rate": 9.834602035613415e-06, "epoch": 0.5052557064325718, "percentage": 50.53, "elapsed_time": "14:00:15", "remaining_time": "13:42:44"} +{"current_steps": 22845, "total_steps": 45204, "loss": 0.3149, "learning_rate": 9.83112761540916e-06, "epoch": 0.5053663140740849, "percentage": 50.54, "elapsed_time": "14:00:26", "remaining_time": "13:42:33"} +{"current_steps": 22850, "total_steps": 45204, "loss": 0.2822, "learning_rate": 9.827653215596193e-06, "epoch": 0.5054769217155982, "percentage": 50.55, "elapsed_time": "14:00:36", "remaining_time": "13:42:21"} +{"current_steps": 22855, "total_steps": 45204, "loss": 0.3888, "learning_rate": 9.824178836594043e-06, "epoch": 0.5055875293571115, "percentage": 50.56, "elapsed_time": "14:00:45", "remaining_time": "13:42:08"} +{"current_steps": 22860, "total_steps": 45204, "loss": 0.3502, "learning_rate": 9.82070447882225e-06, "epoch": 0.5056981369986248, "percentage": 50.57, "elapsed_time": "14:00:59", "remaining_time": "13:42:00"} +{"current_steps": 22865, "total_steps": 45204, "loss": 0.3257, "learning_rate": 9.81723014270033e-06, "epoch": 0.505808744640138, "percentage": 50.58, "elapsed_time": "14:01:09", "remaining_time": "13:41:48"} +{"current_steps": 22870, "total_steps": 45204, "loss": 0.3913, "learning_rate": 9.813755828647814e-06, "epoch": 0.5059193522816513, "percentage": 50.59, "elapsed_time": "14:01:23", "remaining_time": "13:41:40"} +{"current_steps": 22875, "total_steps": 45204, "loss": 0.3234, "learning_rate": 9.810281537084227e-06, "epoch": 0.5060299599231646, "percentage": 50.6, "elapsed_time": "14:01:35", "remaining_time": "13:41:30"} +{"current_steps": 22880, "total_steps": 45204, "loss": 0.1843, "learning_rate": 9.806807268429081e-06, "epoch": 0.5061405675646778, "percentage": 50.61, "elapsed_time": "14:01:45", "remaining_time": "13:41:17"} +{"current_steps": 22885, "total_steps": 45204, "loss": 0.2946, "learning_rate": 9.803333023101897e-06, "epoch": 0.5062511752061911, "percentage": 50.63, "elapsed_time": "14:01:54", "remaining_time": "13:41:05"} +{"current_steps": 22890, "total_steps": 45204, "loss": 0.2917, "learning_rate": 9.799858801522193e-06, "epoch": 0.5063617828477044, "percentage": 50.64, "elapsed_time": "14:02:06", "remaining_time": "13:40:55"} +{"current_steps": 22895, "total_steps": 45204, "loss": 0.2943, "learning_rate": 9.796384604109474e-06, "epoch": 0.5064723904892175, "percentage": 50.65, "elapsed_time": "14:02:18", "remaining_time": "13:40:44"} +{"current_steps": 22900, "total_steps": 45204, "loss": 0.3569, "learning_rate": 9.792910431283247e-06, "epoch": 0.5065829981307308, "percentage": 50.66, "elapsed_time": "14:02:28", "remaining_time": "13:40:33"} +{"current_steps": 22905, "total_steps": 45204, "loss": 0.2065, "learning_rate": 9.789436283463028e-06, "epoch": 0.5066936057722441, "percentage": 50.67, "elapsed_time": "14:02:38", "remaining_time": "13:40:20"} +{"current_steps": 22910, "total_steps": 45204, "loss": 0.4123, "learning_rate": 9.78596216106831e-06, "epoch": 0.5068042134137574, "percentage": 50.68, "elapsed_time": "14:02:49", "remaining_time": "13:40:09"} +{"current_steps": 22915, "total_steps": 45204, "loss": 0.3314, "learning_rate": 9.78248806451859e-06, "epoch": 0.5069148210552706, "percentage": 50.69, "elapsed_time": "14:02:59", "remaining_time": "13:39:58"} +{"current_steps": 22920, "total_steps": 45204, "loss": 0.49, "learning_rate": 9.779013994233372e-06, "epoch": 0.5070254286967839, "percentage": 50.7, "elapsed_time": "14:03:11", "remaining_time": "13:39:47"} +{"current_steps": 22925, "total_steps": 45204, "loss": 0.3493, "learning_rate": 9.775539950632143e-06, "epoch": 0.5071360363382972, "percentage": 50.71, "elapsed_time": "14:03:22", "remaining_time": "13:39:36"} +{"current_steps": 22930, "total_steps": 45204, "loss": 0.3478, "learning_rate": 9.772065934134396e-06, "epoch": 0.5072466439798105, "percentage": 50.73, "elapsed_time": "14:03:33", "remaining_time": "13:39:25"} +{"current_steps": 22935, "total_steps": 45204, "loss": 0.5612, "learning_rate": 9.768591945159617e-06, "epoch": 0.5073572516213237, "percentage": 50.74, "elapsed_time": "14:03:46", "remaining_time": "13:39:16"} +{"current_steps": 22940, "total_steps": 45204, "loss": 0.4489, "learning_rate": 9.765117984127287e-06, "epoch": 0.5074678592628369, "percentage": 50.75, "elapsed_time": "14:03:56", "remaining_time": "13:39:04"} +{"current_steps": 22945, "total_steps": 45204, "loss": 0.2628, "learning_rate": 9.761644051456888e-06, "epoch": 0.5075784669043502, "percentage": 50.76, "elapsed_time": "14:04:07", "remaining_time": "13:38:53"} +{"current_steps": 22950, "total_steps": 45204, "loss": 0.3354, "learning_rate": 9.758170147567899e-06, "epoch": 0.5076890745458634, "percentage": 50.77, "elapsed_time": "14:04:18", "remaining_time": "13:38:41"} +{"current_steps": 22955, "total_steps": 45204, "loss": 0.2709, "learning_rate": 9.754696272879783e-06, "epoch": 0.5077996821873767, "percentage": 50.78, "elapsed_time": "14:04:29", "remaining_time": "13:38:31"} +{"current_steps": 22960, "total_steps": 45204, "loss": 0.5436, "learning_rate": 9.75122242781202e-06, "epoch": 0.50791028982889, "percentage": 50.79, "elapsed_time": "14:04:42", "remaining_time": "13:38:21"} +{"current_steps": 22965, "total_steps": 45204, "loss": 0.4493, "learning_rate": 9.74774861278407e-06, "epoch": 0.5080208974704032, "percentage": 50.8, "elapsed_time": "14:04:54", "remaining_time": "13:38:11"} +{"current_steps": 22970, "total_steps": 45204, "loss": 0.5638, "learning_rate": 9.744274828215393e-06, "epoch": 0.5081315051119165, "percentage": 50.81, "elapsed_time": "14:05:09", "remaining_time": "13:38:04"} +{"current_steps": 22975, "total_steps": 45204, "loss": 0.3811, "learning_rate": 9.740801074525456e-06, "epoch": 0.5082421127534298, "percentage": 50.83, "elapsed_time": "14:05:19", "remaining_time": "13:37:52"} +{"current_steps": 22980, "total_steps": 45204, "loss": 0.2728, "learning_rate": 9.737327352133705e-06, "epoch": 0.5083527203949431, "percentage": 50.84, "elapsed_time": "14:05:30", "remaining_time": "13:37:41"} +{"current_steps": 22985, "total_steps": 45204, "loss": 0.2281, "learning_rate": 9.733853661459594e-06, "epoch": 0.5084633280364563, "percentage": 50.85, "elapsed_time": "14:05:40", "remaining_time": "13:37:29"} +{"current_steps": 22990, "total_steps": 45204, "loss": 0.2411, "learning_rate": 9.730380002922573e-06, "epoch": 0.5085739356779695, "percentage": 50.86, "elapsed_time": "14:05:49", "remaining_time": "13:37:16"} +{"current_steps": 22995, "total_steps": 45204, "loss": 0.2864, "learning_rate": 9.72690637694208e-06, "epoch": 0.5086845433194828, "percentage": 50.87, "elapsed_time": "14:05:58", "remaining_time": "13:37:03"} +{"current_steps": 23000, "total_steps": 45204, "loss": 0.2662, "learning_rate": 9.723432783937556e-06, "epoch": 0.508795150960996, "percentage": 50.88, "elapsed_time": "14:06:07", "remaining_time": "13:36:50"} +{"current_steps": 23005, "total_steps": 45204, "loss": 0.5232, "learning_rate": 9.71995922432844e-06, "epoch": 0.5089057586025093, "percentage": 50.89, "elapsed_time": "14:06:17", "remaining_time": "13:36:38"} +{"current_steps": 23010, "total_steps": 45204, "loss": 0.509, "learning_rate": 9.71648569853416e-06, "epoch": 0.5090163662440226, "percentage": 50.9, "elapsed_time": "14:06:28", "remaining_time": "13:36:27"} +{"current_steps": 23015, "total_steps": 45204, "loss": 0.3271, "learning_rate": 9.71301220697414e-06, "epoch": 0.5091269738855358, "percentage": 50.91, "elapsed_time": "14:06:37", "remaining_time": "13:36:14"} +{"current_steps": 23020, "total_steps": 45204, "loss": 0.3964, "learning_rate": 9.709538750067812e-06, "epoch": 0.5092375815270491, "percentage": 50.92, "elapsed_time": "14:06:48", "remaining_time": "13:36:03"} +{"current_steps": 23025, "total_steps": 45204, "loss": 0.324, "learning_rate": 9.706065328234585e-06, "epoch": 0.5093481891685624, "percentage": 50.94, "elapsed_time": "14:06:59", "remaining_time": "13:35:52"} +{"current_steps": 23030, "total_steps": 45204, "loss": 0.4061, "learning_rate": 9.702591941893878e-06, "epoch": 0.5094587968100757, "percentage": 50.95, "elapsed_time": "14:07:09", "remaining_time": "13:35:40"} +{"current_steps": 23035, "total_steps": 45204, "loss": 0.1587, "learning_rate": 9.699118591465103e-06, "epoch": 0.5095694044515888, "percentage": 50.96, "elapsed_time": "14:07:18", "remaining_time": "13:35:27"} +{"current_steps": 23040, "total_steps": 45204, "loss": 0.4329, "learning_rate": 9.695645277367663e-06, "epoch": 0.5096800120931021, "percentage": 50.97, "elapsed_time": "14:07:30", "remaining_time": "13:35:17"} +{"current_steps": 23045, "total_steps": 45204, "loss": 0.3219, "learning_rate": 9.692172000020963e-06, "epoch": 0.5097906197346154, "percentage": 50.98, "elapsed_time": "14:07:42", "remaining_time": "13:35:06"} +{"current_steps": 23050, "total_steps": 45204, "loss": 0.3005, "learning_rate": 9.688698759844397e-06, "epoch": 0.5099012273761286, "percentage": 50.99, "elapsed_time": "14:07:53", "remaining_time": "13:34:55"} +{"current_steps": 23055, "total_steps": 45204, "loss": 0.4724, "learning_rate": 9.685225557257355e-06, "epoch": 0.5100118350176419, "percentage": 51.0, "elapsed_time": "14:08:05", "remaining_time": "13:34:46"} +{"current_steps": 23060, "total_steps": 45204, "loss": 0.4425, "learning_rate": 9.681752392679234e-06, "epoch": 0.5101224426591552, "percentage": 51.01, "elapsed_time": "14:08:16", "remaining_time": "13:34:34"} +{"current_steps": 23065, "total_steps": 45204, "loss": 0.4819, "learning_rate": 9.67827926652941e-06, "epoch": 0.5102330503006685, "percentage": 51.02, "elapsed_time": "14:08:29", "remaining_time": "13:34:25"} +{"current_steps": 23070, "total_steps": 45204, "loss": 0.3464, "learning_rate": 9.674806179227261e-06, "epoch": 0.5103436579421817, "percentage": 51.04, "elapsed_time": "14:08:41", "remaining_time": "13:34:15"} +{"current_steps": 23075, "total_steps": 45204, "loss": 0.3107, "learning_rate": 9.671333131192172e-06, "epoch": 0.510454265583695, "percentage": 51.05, "elapsed_time": "14:08:50", "remaining_time": "13:34:02"} +{"current_steps": 23080, "total_steps": 45204, "loss": 0.4171, "learning_rate": 9.6678601228435e-06, "epoch": 0.5105648732252083, "percentage": 51.06, "elapsed_time": "14:09:02", "remaining_time": "13:33:52"} +{"current_steps": 23085, "total_steps": 45204, "loss": 0.3201, "learning_rate": 9.664387154600612e-06, "epoch": 0.5106754808667214, "percentage": 51.07, "elapsed_time": "14:09:13", "remaining_time": "13:33:41"} +{"current_steps": 23090, "total_steps": 45204, "loss": 0.3018, "learning_rate": 9.660914226882877e-06, "epoch": 0.5107860885082347, "percentage": 51.08, "elapsed_time": "14:09:23", "remaining_time": "13:33:29"} +{"current_steps": 23095, "total_steps": 45204, "loss": 0.3497, "learning_rate": 9.657441340109638e-06, "epoch": 0.510896696149748, "percentage": 51.09, "elapsed_time": "14:09:35", "remaining_time": "13:33:19"} +{"current_steps": 23100, "total_steps": 45204, "loss": 0.372, "learning_rate": 9.65396849470025e-06, "epoch": 0.5110073037912612, "percentage": 51.1, "elapsed_time": "14:09:46", "remaining_time": "13:33:08"} +{"current_steps": 23105, "total_steps": 45204, "loss": 0.3861, "learning_rate": 9.650495691074063e-06, "epoch": 0.5111179114327745, "percentage": 51.11, "elapsed_time": "14:09:57", "remaining_time": "13:32:56"} +{"current_steps": 23110, "total_steps": 45204, "loss": 0.2542, "learning_rate": 9.64702292965041e-06, "epoch": 0.5112285190742878, "percentage": 51.12, "elapsed_time": "14:10:07", "remaining_time": "13:32:45"} +{"current_steps": 23115, "total_steps": 45204, "loss": 0.4811, "learning_rate": 9.643550210848625e-06, "epoch": 0.5113391267158011, "percentage": 51.13, "elapsed_time": "14:10:21", "remaining_time": "13:32:36"} +{"current_steps": 23120, "total_steps": 45204, "loss": 0.4155, "learning_rate": 9.640077535088045e-06, "epoch": 0.5114497343573143, "percentage": 51.15, "elapsed_time": "14:10:33", "remaining_time": "13:32:26"} +{"current_steps": 23125, "total_steps": 45204, "loss": 0.4023, "learning_rate": 9.636604902787988e-06, "epoch": 0.5115603419988276, "percentage": 51.16, "elapsed_time": "14:10:44", "remaining_time": "13:32:15"} +{"current_steps": 23130, "total_steps": 45204, "loss": 0.3261, "learning_rate": 9.633132314367774e-06, "epoch": 0.5116709496403408, "percentage": 51.17, "elapsed_time": "14:10:54", "remaining_time": "13:32:03"} +{"current_steps": 23135, "total_steps": 45204, "loss": 0.4527, "learning_rate": 9.629659770246724e-06, "epoch": 0.511781557281854, "percentage": 51.18, "elapsed_time": "14:11:06", "remaining_time": "13:31:53"} +{"current_steps": 23140, "total_steps": 45204, "loss": 0.2819, "learning_rate": 9.626187270844135e-06, "epoch": 0.5118921649233673, "percentage": 51.19, "elapsed_time": "14:11:15", "remaining_time": "13:31:40"} +{"current_steps": 23145, "total_steps": 45204, "loss": 0.2876, "learning_rate": 9.62271481657932e-06, "epoch": 0.5120027725648806, "percentage": 51.2, "elapsed_time": "14:11:25", "remaining_time": "13:31:28"} +{"current_steps": 23150, "total_steps": 45204, "loss": 0.3806, "learning_rate": 9.619242407871574e-06, "epoch": 0.5121133802063939, "percentage": 51.21, "elapsed_time": "14:11:39", "remaining_time": "13:31:20"} +{"current_steps": 23155, "total_steps": 45204, "loss": 0.3708, "learning_rate": 9.615770045140186e-06, "epoch": 0.5122239878479071, "percentage": 51.22, "elapsed_time": "14:11:51", "remaining_time": "13:31:09"} +{"current_steps": 23160, "total_steps": 45204, "loss": 0.2668, "learning_rate": 9.612297728804445e-06, "epoch": 0.5123345954894204, "percentage": 51.23, "elapsed_time": "14:12:01", "remaining_time": "13:30:58"} +{"current_steps": 23165, "total_steps": 45204, "loss": 0.2752, "learning_rate": 9.608825459283636e-06, "epoch": 0.5124452031309337, "percentage": 51.25, "elapsed_time": "14:12:11", "remaining_time": "13:30:46"} +{"current_steps": 23170, "total_steps": 45204, "loss": 0.3351, "learning_rate": 9.605353236997026e-06, "epoch": 0.5125558107724469, "percentage": 51.26, "elapsed_time": "14:12:22", "remaining_time": "13:30:35"} +{"current_steps": 23175, "total_steps": 45204, "loss": 0.5058, "learning_rate": 9.601881062363895e-06, "epoch": 0.5126664184139602, "percentage": 51.27, "elapsed_time": "14:12:32", "remaining_time": "13:30:22"} +{"current_steps": 23180, "total_steps": 45204, "loss": 0.4644, "learning_rate": 9.598408935803499e-06, "epoch": 0.5127770260554734, "percentage": 51.28, "elapsed_time": "14:12:43", "remaining_time": "13:30:12"} +{"current_steps": 23185, "total_steps": 45204, "loss": 0.3438, "learning_rate": 9.594936857735094e-06, "epoch": 0.5128876336969866, "percentage": 51.29, "elapsed_time": "14:12:56", "remaining_time": "13:30:03"} +{"current_steps": 23190, "total_steps": 45204, "loss": 0.3046, "learning_rate": 9.591464828577944e-06, "epoch": 0.5129982413384999, "percentage": 51.3, "elapsed_time": "14:13:08", "remaining_time": "13:29:52"} +{"current_steps": 23195, "total_steps": 45204, "loss": 0.3455, "learning_rate": 9.587992848751286e-06, "epoch": 0.5131088489800132, "percentage": 51.31, "elapsed_time": "14:13:18", "remaining_time": "13:29:40"} +{"current_steps": 23200, "total_steps": 45204, "loss": 0.3804, "learning_rate": 9.58452091867436e-06, "epoch": 0.5132194566215265, "percentage": 51.32, "elapsed_time": "14:13:32", "remaining_time": "13:29:32"} +{"current_steps": 23205, "total_steps": 45204, "loss": 0.3156, "learning_rate": 9.581049038766407e-06, "epoch": 0.5133300642630397, "percentage": 51.33, "elapsed_time": "14:13:42", "remaining_time": "13:29:20"} +{"current_steps": 23210, "total_steps": 45204, "loss": 0.3959, "learning_rate": 9.577577209446652e-06, "epoch": 0.513440671904553, "percentage": 51.35, "elapsed_time": "14:13:52", "remaining_time": "13:29:08"} +{"current_steps": 23215, "total_steps": 45204, "loss": 0.1936, "learning_rate": 9.574105431134313e-06, "epoch": 0.5135512795460663, "percentage": 51.36, "elapsed_time": "14:14:02", "remaining_time": "13:28:56"} +{"current_steps": 23220, "total_steps": 45204, "loss": 0.3966, "learning_rate": 9.570633704248615e-06, "epoch": 0.5136618871875795, "percentage": 51.37, "elapsed_time": "14:14:14", "remaining_time": "13:28:46"} +{"current_steps": 23225, "total_steps": 45204, "loss": 0.254, "learning_rate": 9.56716202920876e-06, "epoch": 0.5137724948290927, "percentage": 51.38, "elapsed_time": "14:14:23", "remaining_time": "13:28:33"} +{"current_steps": 23230, "total_steps": 45204, "loss": 0.4979, "learning_rate": 9.563690406433956e-06, "epoch": 0.513883102470606, "percentage": 51.39, "elapsed_time": "14:14:34", "remaining_time": "13:28:21"} +{"current_steps": 23235, "total_steps": 45204, "loss": 0.3638, "learning_rate": 9.560218836343401e-06, "epoch": 0.5139937101121193, "percentage": 51.4, "elapsed_time": "14:14:47", "remaining_time": "13:28:12"} +{"current_steps": 23240, "total_steps": 45204, "loss": 0.4595, "learning_rate": 9.556747319356283e-06, "epoch": 0.5141043177536325, "percentage": 51.41, "elapsed_time": "14:14:59", "remaining_time": "13:28:03"} +{"current_steps": 23245, "total_steps": 45204, "loss": 0.261, "learning_rate": 9.553275855891786e-06, "epoch": 0.5142149253951458, "percentage": 51.42, "elapsed_time": "14:15:09", "remaining_time": "13:27:50"} +{"current_steps": 23250, "total_steps": 45204, "loss": 0.3402, "learning_rate": 9.549804446369093e-06, "epoch": 0.5143255330366591, "percentage": 51.43, "elapsed_time": "14:15:20", "remaining_time": "13:27:39"} +{"current_steps": 23255, "total_steps": 45204, "loss": 0.4364, "learning_rate": 9.54633309120737e-06, "epoch": 0.5144361406781723, "percentage": 51.44, "elapsed_time": "14:15:32", "remaining_time": "13:27:29"} +{"current_steps": 23260, "total_steps": 45204, "loss": 0.4374, "learning_rate": 9.542861790825785e-06, "epoch": 0.5145467483196856, "percentage": 51.46, "elapsed_time": "14:15:43", "remaining_time": "13:27:18"} +{"current_steps": 23265, "total_steps": 45204, "loss": 0.4065, "learning_rate": 9.5393905456435e-06, "epoch": 0.5146573559611989, "percentage": 51.47, "elapsed_time": "14:15:52", "remaining_time": "13:27:05"} +{"current_steps": 23270, "total_steps": 45204, "loss": 0.4642, "learning_rate": 9.535919356079657e-06, "epoch": 0.5147679636027122, "percentage": 51.48, "elapsed_time": "14:16:03", "remaining_time": "13:26:54"} +{"current_steps": 23275, "total_steps": 45204, "loss": 0.4418, "learning_rate": 9.532448222553413e-06, "epoch": 0.5148785712442253, "percentage": 51.49, "elapsed_time": "14:16:15", "remaining_time": "13:26:44"} +{"current_steps": 23280, "total_steps": 45204, "loss": 0.3821, "learning_rate": 9.528977145483897e-06, "epoch": 0.5149891788857386, "percentage": 51.5, "elapsed_time": "14:16:27", "remaining_time": "13:26:34"} +{"current_steps": 23285, "total_steps": 45204, "loss": 0.3794, "learning_rate": 9.525506125290242e-06, "epoch": 0.5150997865272519, "percentage": 51.51, "elapsed_time": "14:16:38", "remaining_time": "13:26:23"} +{"current_steps": 23290, "total_steps": 45204, "loss": 0.3683, "learning_rate": 9.522035162391578e-06, "epoch": 0.5152103941687651, "percentage": 51.52, "elapsed_time": "14:16:49", "remaining_time": "13:26:12"} +{"current_steps": 23295, "total_steps": 45204, "loss": 0.2875, "learning_rate": 9.518564257207018e-06, "epoch": 0.5153210018102784, "percentage": 51.53, "elapsed_time": "14:17:01", "remaining_time": "13:26:01"} +{"current_steps": 23300, "total_steps": 45204, "loss": 0.3117, "learning_rate": 9.515093410155671e-06, "epoch": 0.5154316094517917, "percentage": 51.54, "elapsed_time": "14:17:13", "remaining_time": "13:25:51"} +{"current_steps": 23305, "total_steps": 45204, "loss": 0.3102, "learning_rate": 9.511622621656647e-06, "epoch": 0.5155422170933049, "percentage": 51.56, "elapsed_time": "14:17:24", "remaining_time": "13:25:41"} +{"current_steps": 23310, "total_steps": 45204, "loss": 0.3789, "learning_rate": 9.508151892129038e-06, "epoch": 0.5156528247348182, "percentage": 51.57, "elapsed_time": "14:17:36", "remaining_time": "13:25:30"} +{"current_steps": 23315, "total_steps": 45204, "loss": 0.3389, "learning_rate": 9.504681221991933e-06, "epoch": 0.5157634323763315, "percentage": 51.58, "elapsed_time": "14:17:48", "remaining_time": "13:25:20"} +{"current_steps": 23320, "total_steps": 45204, "loss": 0.3734, "learning_rate": 9.501210611664418e-06, "epoch": 0.5158740400178446, "percentage": 51.59, "elapsed_time": "14:17:59", "remaining_time": "13:25:09"} +{"current_steps": 23325, "total_steps": 45204, "loss": 0.3272, "learning_rate": 9.497740061565567e-06, "epoch": 0.5159846476593579, "percentage": 51.6, "elapsed_time": "14:18:09", "remaining_time": "13:24:57"} +{"current_steps": 23330, "total_steps": 45204, "loss": 0.3529, "learning_rate": 9.49426957211444e-06, "epoch": 0.5160952553008712, "percentage": 51.61, "elapsed_time": "14:18:23", "remaining_time": "13:24:49"} +{"current_steps": 23335, "total_steps": 45204, "loss": 0.3648, "learning_rate": 9.490799143730113e-06, "epoch": 0.5162058629423845, "percentage": 51.62, "elapsed_time": "14:18:33", "remaining_time": "13:24:37"} +{"current_steps": 23340, "total_steps": 45204, "loss": 0.4034, "learning_rate": 9.487328776831625e-06, "epoch": 0.5163164705838977, "percentage": 51.63, "elapsed_time": "14:18:45", "remaining_time": "13:24:27"} +{"current_steps": 23345, "total_steps": 45204, "loss": 0.323, "learning_rate": 9.483858471838027e-06, "epoch": 0.516427078225411, "percentage": 51.64, "elapsed_time": "14:18:57", "remaining_time": "13:24:16"} +{"current_steps": 23350, "total_steps": 45204, "loss": 0.4874, "learning_rate": 9.480388229168362e-06, "epoch": 0.5165376858669243, "percentage": 51.65, "elapsed_time": "14:19:11", "remaining_time": "13:24:08"} +{"current_steps": 23355, "total_steps": 45204, "loss": 0.2484, "learning_rate": 9.476918049241652e-06, "epoch": 0.5166482935084376, "percentage": 51.67, "elapsed_time": "14:19:22", "remaining_time": "13:23:57"} +{"current_steps": 23360, "total_steps": 45204, "loss": 0.3965, "learning_rate": 9.473447932476925e-06, "epoch": 0.5167589011499508, "percentage": 51.68, "elapsed_time": "14:19:34", "remaining_time": "13:23:47"} +{"current_steps": 23365, "total_steps": 45204, "loss": 0.2786, "learning_rate": 9.4699778792932e-06, "epoch": 0.5168695087914641, "percentage": 51.69, "elapsed_time": "14:19:44", "remaining_time": "13:23:35"} +{"current_steps": 23370, "total_steps": 45204, "loss": 0.3699, "learning_rate": 9.466507890109476e-06, "epoch": 0.5169801164329773, "percentage": 51.7, "elapsed_time": "14:19:53", "remaining_time": "13:23:22"} +{"current_steps": 23375, "total_steps": 45204, "loss": 0.433, "learning_rate": 9.463037965344758e-06, "epoch": 0.5170907240744905, "percentage": 51.71, "elapsed_time": "14:20:04", "remaining_time": "13:23:11"} +{"current_steps": 23380, "total_steps": 45204, "loss": 0.3039, "learning_rate": 9.459568105418042e-06, "epoch": 0.5172013317160038, "percentage": 51.72, "elapsed_time": "14:20:15", "remaining_time": "13:23:00"} +{"current_steps": 23385, "total_steps": 45204, "loss": 0.1648, "learning_rate": 9.456098310748304e-06, "epoch": 0.5173119393575171, "percentage": 51.73, "elapsed_time": "14:20:24", "remaining_time": "13:22:47"} +{"current_steps": 23390, "total_steps": 45204, "loss": 0.4682, "learning_rate": 9.452628581754529e-06, "epoch": 0.5174225469990303, "percentage": 51.74, "elapsed_time": "14:20:35", "remaining_time": "13:22:36"} +{"current_steps": 23395, "total_steps": 45204, "loss": 0.2168, "learning_rate": 9.44915891885568e-06, "epoch": 0.5175331546405436, "percentage": 51.75, "elapsed_time": "14:20:44", "remaining_time": "13:22:22"} +{"current_steps": 23400, "total_steps": 45204, "loss": 0.2713, "learning_rate": 9.445689322470718e-06, "epoch": 0.5176437622820569, "percentage": 51.77, "elapsed_time": "14:20:55", "remaining_time": "13:22:12"} +{"current_steps": 23405, "total_steps": 45204, "loss": 0.3405, "learning_rate": 9.442219793018603e-06, "epoch": 0.5177543699235702, "percentage": 51.78, "elapsed_time": "14:21:03", "remaining_time": "13:21:58"} +{"current_steps": 23410, "total_steps": 45204, "loss": 0.4403, "learning_rate": 9.43875033091827e-06, "epoch": 0.5178649775650834, "percentage": 51.79, "elapsed_time": "14:21:13", "remaining_time": "13:21:46"} +{"current_steps": 23415, "total_steps": 45204, "loss": 0.3481, "learning_rate": 9.435280936588656e-06, "epoch": 0.5179755852065966, "percentage": 51.8, "elapsed_time": "14:21:26", "remaining_time": "13:21:36"} +{"current_steps": 23420, "total_steps": 45204, "loss": 0.3426, "learning_rate": 9.4318116104487e-06, "epoch": 0.5180861928481099, "percentage": 51.81, "elapsed_time": "14:21:35", "remaining_time": "13:21:24"} +{"current_steps": 23425, "total_steps": 45204, "loss": 0.3899, "learning_rate": 9.428342352917312e-06, "epoch": 0.5181968004896231, "percentage": 51.82, "elapsed_time": "14:21:47", "remaining_time": "13:21:14"} +{"current_steps": 23430, "total_steps": 45204, "loss": 0.3693, "learning_rate": 9.424873164413403e-06, "epoch": 0.5183074081311364, "percentage": 51.83, "elapsed_time": "14:21:58", "remaining_time": "13:21:02"} +{"current_steps": 23435, "total_steps": 45204, "loss": 0.3635, "learning_rate": 9.421404045355884e-06, "epoch": 0.5184180157726497, "percentage": 51.84, "elapsed_time": "14:22:09", "remaining_time": "13:20:52"} +{"current_steps": 23440, "total_steps": 45204, "loss": 0.2186, "learning_rate": 9.417934996163645e-06, "epoch": 0.518528623414163, "percentage": 51.85, "elapsed_time": "14:22:19", "remaining_time": "13:20:40"} +{"current_steps": 23445, "total_steps": 45204, "loss": 0.3279, "learning_rate": 9.414466017255572e-06, "epoch": 0.5186392310556762, "percentage": 51.86, "elapsed_time": "14:22:32", "remaining_time": "13:20:30"} +{"current_steps": 23450, "total_steps": 45204, "loss": 0.4212, "learning_rate": 9.410997109050547e-06, "epoch": 0.5187498386971895, "percentage": 51.88, "elapsed_time": "14:22:43", "remaining_time": "13:20:19"} +{"current_steps": 23455, "total_steps": 45204, "loss": 0.367, "learning_rate": 9.407528271967437e-06, "epoch": 0.5188604463387028, "percentage": 51.89, "elapsed_time": "14:22:54", "remaining_time": "13:20:08"} +{"current_steps": 23460, "total_steps": 45204, "loss": 0.4046, "learning_rate": 9.4040595064251e-06, "epoch": 0.518971053980216, "percentage": 51.9, "elapsed_time": "14:23:06", "remaining_time": "13:19:58"} +{"current_steps": 23465, "total_steps": 45204, "loss": 0.3346, "learning_rate": 9.400590812842397e-06, "epoch": 0.5190816616217292, "percentage": 51.91, "elapsed_time": "14:23:17", "remaining_time": "13:19:47"} +{"current_steps": 23470, "total_steps": 45204, "loss": 0.4013, "learning_rate": 9.39712219163816e-06, "epoch": 0.5191922692632425, "percentage": 51.92, "elapsed_time": "14:23:29", "remaining_time": "13:19:37"} +{"current_steps": 23475, "total_steps": 45204, "loss": 0.3247, "learning_rate": 9.393653643231234e-06, "epoch": 0.5193028769047557, "percentage": 51.93, "elapsed_time": "14:23:41", "remaining_time": "13:19:27"} +{"current_steps": 23480, "total_steps": 45204, "loss": 0.3611, "learning_rate": 9.390185168040443e-06, "epoch": 0.519413484546269, "percentage": 51.94, "elapsed_time": "14:23:52", "remaining_time": "13:19:16"} +{"current_steps": 23485, "total_steps": 45204, "loss": 0.2638, "learning_rate": 9.3867167664846e-06, "epoch": 0.5195240921877823, "percentage": 51.95, "elapsed_time": "14:24:03", "remaining_time": "13:19:05"} +{"current_steps": 23490, "total_steps": 45204, "loss": 0.1719, "learning_rate": 9.38324843898252e-06, "epoch": 0.5196346998292956, "percentage": 51.96, "elapsed_time": "14:24:11", "remaining_time": "13:18:51"} +{"current_steps": 23495, "total_steps": 45204, "loss": 0.3194, "learning_rate": 9.379780185952993e-06, "epoch": 0.5197453074708088, "percentage": 51.98, "elapsed_time": "14:24:22", "remaining_time": "13:18:40"} +{"current_steps": 23500, "total_steps": 45204, "loss": 0.3588, "learning_rate": 9.376312007814816e-06, "epoch": 0.5198559151123221, "percentage": 51.99, "elapsed_time": "14:24:31", "remaining_time": "13:18:27"} +{"current_steps": 23505, "total_steps": 45204, "loss": 0.2583, "learning_rate": 9.372843904986773e-06, "epoch": 0.5199665227538354, "percentage": 52.0, "elapsed_time": "14:24:40", "remaining_time": "13:18:14"} +{"current_steps": 23510, "total_steps": 45204, "loss": 0.2458, "learning_rate": 9.36937587788763e-06, "epoch": 0.5200771303953485, "percentage": 52.01, "elapsed_time": "14:24:51", "remaining_time": "13:18:03"} +{"current_steps": 23515, "total_steps": 45204, "loss": 0.4772, "learning_rate": 9.365907926936152e-06, "epoch": 0.5201877380368618, "percentage": 52.02, "elapsed_time": "14:25:03", "remaining_time": "13:17:53"} +{"current_steps": 23520, "total_steps": 45204, "loss": 0.3282, "learning_rate": 9.362440052551098e-06, "epoch": 0.5202983456783751, "percentage": 52.03, "elapsed_time": "14:25:14", "remaining_time": "13:17:42"} +{"current_steps": 23525, "total_steps": 45204, "loss": 0.4037, "learning_rate": 9.358972255151206e-06, "epoch": 0.5204089533198883, "percentage": 52.04, "elapsed_time": "14:25:25", "remaining_time": "13:17:31"} +{"current_steps": 23530, "total_steps": 45204, "loss": 0.2732, "learning_rate": 9.355504535155213e-06, "epoch": 0.5205195609614016, "percentage": 52.05, "elapsed_time": "14:25:36", "remaining_time": "13:17:19"} +{"current_steps": 23535, "total_steps": 45204, "loss": 0.4389, "learning_rate": 9.35203689298185e-06, "epoch": 0.5206301686029149, "percentage": 52.06, "elapsed_time": "14:25:47", "remaining_time": "13:17:08"} +{"current_steps": 23540, "total_steps": 45204, "loss": 0.4403, "learning_rate": 9.348569329049827e-06, "epoch": 0.5207407762444282, "percentage": 52.08, "elapsed_time": "14:26:01", "remaining_time": "13:17:00"} +{"current_steps": 23545, "total_steps": 45204, "loss": 0.5489, "learning_rate": 9.345101843777855e-06, "epoch": 0.5208513838859414, "percentage": 52.09, "elapsed_time": "14:26:11", "remaining_time": "13:16:48"} +{"current_steps": 23550, "total_steps": 45204, "loss": 0.4303, "learning_rate": 9.341634437584632e-06, "epoch": 0.5209619915274547, "percentage": 52.1, "elapsed_time": "14:26:23", "remaining_time": "13:16:38"} +{"current_steps": 23555, "total_steps": 45204, "loss": 0.2784, "learning_rate": 9.338167110888845e-06, "epoch": 0.5210725991689679, "percentage": 52.11, "elapsed_time": "14:26:33", "remaining_time": "13:16:25"} +{"current_steps": 23560, "total_steps": 45204, "loss": 0.3419, "learning_rate": 9.334699864109168e-06, "epoch": 0.5211832068104811, "percentage": 52.12, "elapsed_time": "14:26:41", "remaining_time": "13:16:12"} +{"current_steps": 23565, "total_steps": 45204, "loss": 0.3885, "learning_rate": 9.331232697664283e-06, "epoch": 0.5212938144519944, "percentage": 52.13, "elapsed_time": "14:26:54", "remaining_time": "13:16:03"} +{"current_steps": 23570, "total_steps": 45204, "loss": 0.434, "learning_rate": 9.327765611972837e-06, "epoch": 0.5214044220935077, "percentage": 52.14, "elapsed_time": "14:27:03", "remaining_time": "13:15:50"} +{"current_steps": 23575, "total_steps": 45204, "loss": 0.3121, "learning_rate": 9.32429860745348e-06, "epoch": 0.521515029735021, "percentage": 52.15, "elapsed_time": "14:27:14", "remaining_time": "13:15:39"} +{"current_steps": 23580, "total_steps": 45204, "loss": 0.37, "learning_rate": 9.320831684524862e-06, "epoch": 0.5216256373765342, "percentage": 52.16, "elapsed_time": "14:27:26", "remaining_time": "13:15:29"} +{"current_steps": 23585, "total_steps": 45204, "loss": 0.3307, "learning_rate": 9.317364843605603e-06, "epoch": 0.5217362450180475, "percentage": 52.17, "elapsed_time": "14:27:38", "remaining_time": "13:15:19"} +{"current_steps": 23590, "total_steps": 45204, "loss": 0.2188, "learning_rate": 9.313898085114324e-06, "epoch": 0.5218468526595608, "percentage": 52.19, "elapsed_time": "14:27:47", "remaining_time": "13:15:06"} +{"current_steps": 23595, "total_steps": 45204, "loss": 0.386, "learning_rate": 9.310431409469643e-06, "epoch": 0.521957460301074, "percentage": 52.2, "elapsed_time": "14:27:57", "remaining_time": "13:14:53"} +{"current_steps": 23600, "total_steps": 45204, "loss": 0.3594, "learning_rate": 9.306964817090149e-06, "epoch": 0.5220680679425873, "percentage": 52.21, "elapsed_time": "14:28:07", "remaining_time": "13:14:42"} +{"current_steps": 23605, "total_steps": 45204, "loss": 0.3587, "learning_rate": 9.30349830839444e-06, "epoch": 0.5221786755841005, "percentage": 52.22, "elapsed_time": "14:28:17", "remaining_time": "13:14:30"} +{"current_steps": 23610, "total_steps": 45204, "loss": 0.3608, "learning_rate": 9.300031883801091e-06, "epoch": 0.5222892832256137, "percentage": 52.23, "elapsed_time": "14:28:30", "remaining_time": "13:14:20"} +{"current_steps": 23615, "total_steps": 45204, "loss": 0.3359, "learning_rate": 9.296565543728673e-06, "epoch": 0.522399890867127, "percentage": 52.24, "elapsed_time": "14:28:40", "remaining_time": "13:14:08"} +{"current_steps": 23620, "total_steps": 45204, "loss": 0.2526, "learning_rate": 9.29309928859575e-06, "epoch": 0.5225104985086403, "percentage": 52.25, "elapsed_time": "14:28:51", "remaining_time": "13:13:58"} +{"current_steps": 23625, "total_steps": 45204, "loss": 0.2787, "learning_rate": 9.289633118820864e-06, "epoch": 0.5226211061501536, "percentage": 52.26, "elapsed_time": "14:29:00", "remaining_time": "13:13:45"} +{"current_steps": 23630, "total_steps": 45204, "loss": 0.4374, "learning_rate": 9.286167034822557e-06, "epoch": 0.5227317137916668, "percentage": 52.27, "elapsed_time": "14:29:11", "remaining_time": "13:13:34"} +{"current_steps": 23635, "total_steps": 45204, "loss": 0.3374, "learning_rate": 9.28270103701936e-06, "epoch": 0.5228423214331801, "percentage": 52.29, "elapsed_time": "14:29:22", "remaining_time": "13:13:22"} +{"current_steps": 23640, "total_steps": 45204, "loss": 0.2369, "learning_rate": 9.279235125829787e-06, "epoch": 0.5229529290746934, "percentage": 52.3, "elapsed_time": "14:29:33", "remaining_time": "13:13:11"} +{"current_steps": 23645, "total_steps": 45204, "loss": 0.3283, "learning_rate": 9.275769301672346e-06, "epoch": 0.5230635367162066, "percentage": 52.31, "elapsed_time": "14:29:46", "remaining_time": "13:13:02"} +{"current_steps": 23650, "total_steps": 45204, "loss": 0.2901, "learning_rate": 9.272303564965542e-06, "epoch": 0.5231741443577198, "percentage": 52.32, "elapsed_time": "14:29:58", "remaining_time": "13:12:52"} +{"current_steps": 23655, "total_steps": 45204, "loss": 0.4093, "learning_rate": 9.26883791612785e-06, "epoch": 0.5232847519992331, "percentage": 52.33, "elapsed_time": "14:30:09", "remaining_time": "13:12:41"} +{"current_steps": 23660, "total_steps": 45204, "loss": 0.3864, "learning_rate": 9.265372355577753e-06, "epoch": 0.5233953596407463, "percentage": 52.34, "elapsed_time": "14:30:21", "remaining_time": "13:12:31"} +{"current_steps": 23665, "total_steps": 45204, "loss": 0.3505, "learning_rate": 9.261906883733716e-06, "epoch": 0.5235059672822596, "percentage": 52.35, "elapsed_time": "14:30:33", "remaining_time": "13:12:21"} +{"current_steps": 23670, "total_steps": 45204, "loss": 0.3797, "learning_rate": 9.258441501014193e-06, "epoch": 0.5236165749237729, "percentage": 52.36, "elapsed_time": "14:30:48", "remaining_time": "13:12:13"} +{"current_steps": 23675, "total_steps": 45204, "loss": 0.4101, "learning_rate": 9.254976207837623e-06, "epoch": 0.5237271825652862, "percentage": 52.37, "elapsed_time": "14:31:01", "remaining_time": "13:12:04"} +{"current_steps": 23680, "total_steps": 45204, "loss": 0.4361, "learning_rate": 9.251511004622448e-06, "epoch": 0.5238377902067994, "percentage": 52.38, "elapsed_time": "14:31:12", "remaining_time": "13:11:53"} +{"current_steps": 23685, "total_steps": 45204, "loss": 0.3813, "learning_rate": 9.248045891787082e-06, "epoch": 0.5239483978483127, "percentage": 52.4, "elapsed_time": "14:31:24", "remaining_time": "13:11:42"} +{"current_steps": 23690, "total_steps": 45204, "loss": 0.4658, "learning_rate": 9.244580869749942e-06, "epoch": 0.524059005489826, "percentage": 52.41, "elapsed_time": "14:31:34", "remaining_time": "13:11:30"} +{"current_steps": 23695, "total_steps": 45204, "loss": 0.3881, "learning_rate": 9.241115938929428e-06, "epoch": 0.5241696131313393, "percentage": 52.42, "elapsed_time": "14:31:47", "remaining_time": "13:11:21"} +{"current_steps": 23700, "total_steps": 45204, "loss": 0.2685, "learning_rate": 9.237651099743924e-06, "epoch": 0.5242802207728524, "percentage": 52.43, "elapsed_time": "14:31:57", "remaining_time": "13:11:09"} +{"current_steps": 23705, "total_steps": 45204, "loss": 0.2185, "learning_rate": 9.234186352611815e-06, "epoch": 0.5243908284143657, "percentage": 52.44, "elapsed_time": "14:32:05", "remaining_time": "13:10:55"} +{"current_steps": 23710, "total_steps": 45204, "loss": 0.2367, "learning_rate": 9.230721697951464e-06, "epoch": 0.524501436055879, "percentage": 52.45, "elapsed_time": "14:32:14", "remaining_time": "13:10:42"} +{"current_steps": 23715, "total_steps": 45204, "loss": 0.307, "learning_rate": 9.227257136181225e-06, "epoch": 0.5246120436973922, "percentage": 52.46, "elapsed_time": "14:32:24", "remaining_time": "13:10:30"} +{"current_steps": 23720, "total_steps": 45204, "loss": 0.2615, "learning_rate": 9.223792667719451e-06, "epoch": 0.5247226513389055, "percentage": 52.47, "elapsed_time": "14:32:33", "remaining_time": "13:10:18"} +{"current_steps": 23725, "total_steps": 45204, "loss": 0.2338, "learning_rate": 9.220328292984468e-06, "epoch": 0.5248332589804188, "percentage": 52.48, "elapsed_time": "14:32:43", "remaining_time": "13:10:06"} +{"current_steps": 23730, "total_steps": 45204, "loss": 0.5434, "learning_rate": 9.216864012394597e-06, "epoch": 0.524943866621932, "percentage": 52.5, "elapsed_time": "14:32:55", "remaining_time": "13:09:56"} +{"current_steps": 23735, "total_steps": 45204, "loss": 0.4953, "learning_rate": 9.213399826368158e-06, "epoch": 0.5250544742634453, "percentage": 52.51, "elapsed_time": "14:33:08", "remaining_time": "13:09:46"} +{"current_steps": 23740, "total_steps": 45204, "loss": 0.2694, "learning_rate": 9.20993573532344e-06, "epoch": 0.5251650819049586, "percentage": 52.52, "elapsed_time": "14:33:17", "remaining_time": "13:09:34"} +{"current_steps": 23745, "total_steps": 45204, "loss": 0.3352, "learning_rate": 9.206471739678736e-06, "epoch": 0.5252756895464717, "percentage": 52.53, "elapsed_time": "14:33:26", "remaining_time": "13:09:21"} +{"current_steps": 23750, "total_steps": 45204, "loss": 0.3731, "learning_rate": 9.203007839852324e-06, "epoch": 0.525386297187985, "percentage": 52.54, "elapsed_time": "14:33:37", "remaining_time": "13:09:10"} +{"current_steps": 23755, "total_steps": 45204, "loss": 0.3043, "learning_rate": 9.199544036262467e-06, "epoch": 0.5254969048294983, "percentage": 52.55, "elapsed_time": "14:33:46", "remaining_time": "13:08:57"} +{"current_steps": 23760, "total_steps": 45204, "loss": 0.2839, "learning_rate": 9.196080329327413e-06, "epoch": 0.5256075124710116, "percentage": 52.56, "elapsed_time": "14:33:57", "remaining_time": "13:08:46"} +{"current_steps": 23765, "total_steps": 45204, "loss": 0.347, "learning_rate": 9.192616719465414e-06, "epoch": 0.5257181201125248, "percentage": 52.57, "elapsed_time": "14:34:08", "remaining_time": "13:08:35"} +{"current_steps": 23770, "total_steps": 45204, "loss": 0.3247, "learning_rate": 9.189153207094692e-06, "epoch": 0.5258287277540381, "percentage": 52.58, "elapsed_time": "14:34:18", "remaining_time": "13:08:23"} +{"current_steps": 23775, "total_steps": 45204, "loss": 0.3384, "learning_rate": 9.185689792633465e-06, "epoch": 0.5259393353955514, "percentage": 52.59, "elapsed_time": "14:34:28", "remaining_time": "13:08:10"} +{"current_steps": 23780, "total_steps": 45204, "loss": 0.4591, "learning_rate": 9.182226476499946e-06, "epoch": 0.5260499430370646, "percentage": 52.61, "elapsed_time": "14:34:39", "remaining_time": "13:08:00"} +{"current_steps": 23785, "total_steps": 45204, "loss": 0.4297, "learning_rate": 9.178763259112322e-06, "epoch": 0.5261605506785779, "percentage": 52.62, "elapsed_time": "14:34:48", "remaining_time": "13:07:47"} +{"current_steps": 23790, "total_steps": 45204, "loss": 0.3526, "learning_rate": 9.175300140888776e-06, "epoch": 0.5262711583200912, "percentage": 52.63, "elapsed_time": "14:34:58", "remaining_time": "13:07:35"} +{"current_steps": 23795, "total_steps": 45204, "loss": 0.2799, "learning_rate": 9.171837122247485e-06, "epoch": 0.5263817659616044, "percentage": 52.64, "elapsed_time": "14:35:07", "remaining_time": "13:07:22"} +{"current_steps": 23800, "total_steps": 45204, "loss": 0.3264, "learning_rate": 9.1683742036066e-06, "epoch": 0.5264923736031176, "percentage": 52.65, "elapsed_time": "14:35:16", "remaining_time": "13:07:09"} +{"current_steps": 23805, "total_steps": 45204, "loss": 0.4157, "learning_rate": 9.164911385384275e-06, "epoch": 0.5266029812446309, "percentage": 52.66, "elapsed_time": "14:35:30", "remaining_time": "13:07:01"} +{"current_steps": 23810, "total_steps": 45204, "loss": 0.2984, "learning_rate": 9.161448667998635e-06, "epoch": 0.5267135888861442, "percentage": 52.67, "elapsed_time": "14:35:40", "remaining_time": "13:06:49"} +{"current_steps": 23815, "total_steps": 45204, "loss": 0.3295, "learning_rate": 9.157986051867806e-06, "epoch": 0.5268241965276574, "percentage": 52.68, "elapsed_time": "14:35:50", "remaining_time": "13:06:37"} +{"current_steps": 23820, "total_steps": 45204, "loss": 0.4805, "learning_rate": 9.154523537409902e-06, "epoch": 0.5269348041691707, "percentage": 52.69, "elapsed_time": "14:36:02", "remaining_time": "13:06:27"} +{"current_steps": 23825, "total_steps": 45204, "loss": 0.2095, "learning_rate": 9.151061125043016e-06, "epoch": 0.527045411810684, "percentage": 52.71, "elapsed_time": "14:36:11", "remaining_time": "13:06:14"} +{"current_steps": 23830, "total_steps": 45204, "loss": 0.3898, "learning_rate": 9.147598815185232e-06, "epoch": 0.5271560194521973, "percentage": 52.72, "elapsed_time": "14:36:22", "remaining_time": "13:06:02"} +{"current_steps": 23835, "total_steps": 45204, "loss": 0.3373, "learning_rate": 9.144136608254628e-06, "epoch": 0.5272666270937105, "percentage": 52.73, "elapsed_time": "14:36:31", "remaining_time": "13:05:50"} +{"current_steps": 23840, "total_steps": 45204, "loss": 0.1877, "learning_rate": 9.140674504669263e-06, "epoch": 0.5273772347352237, "percentage": 52.74, "elapsed_time": "14:36:40", "remaining_time": "13:05:37"} +{"current_steps": 23845, "total_steps": 45204, "loss": 0.3035, "learning_rate": 9.137212504847177e-06, "epoch": 0.527487842376737, "percentage": 52.75, "elapsed_time": "14:36:50", "remaining_time": "13:05:25"} +{"current_steps": 23850, "total_steps": 45204, "loss": 0.2402, "learning_rate": 9.133750609206418e-06, "epoch": 0.5275984500182502, "percentage": 52.76, "elapsed_time": "14:37:01", "remaining_time": "13:05:14"} +{"current_steps": 23855, "total_steps": 45204, "loss": 0.3476, "learning_rate": 9.130288818165e-06, "epoch": 0.5277090576597635, "percentage": 52.77, "elapsed_time": "14:37:12", "remaining_time": "13:05:03"} +{"current_steps": 23860, "total_steps": 45204, "loss": 0.262, "learning_rate": 9.126827132140935e-06, "epoch": 0.5278196653012768, "percentage": 52.78, "elapsed_time": "14:37:23", "remaining_time": "13:04:52"} +{"current_steps": 23865, "total_steps": 45204, "loss": 0.3738, "learning_rate": 9.123365551552225e-06, "epoch": 0.52793027294279, "percentage": 52.79, "elapsed_time": "14:37:34", "remaining_time": "13:04:41"} +{"current_steps": 23870, "total_steps": 45204, "loss": 0.2794, "learning_rate": 9.119904076816849e-06, "epoch": 0.5280408805843033, "percentage": 52.81, "elapsed_time": "14:37:45", "remaining_time": "13:04:30"} +{"current_steps": 23875, "total_steps": 45204, "loss": 0.3681, "learning_rate": 9.116442708352779e-06, "epoch": 0.5281514882258166, "percentage": 52.82, "elapsed_time": "14:37:57", "remaining_time": "13:04:19"} +{"current_steps": 23880, "total_steps": 45204, "loss": 0.2364, "learning_rate": 9.11298144657798e-06, "epoch": 0.5282620958673299, "percentage": 52.83, "elapsed_time": "14:38:07", "remaining_time": "13:04:08"} +{"current_steps": 23885, "total_steps": 45204, "loss": 0.3438, "learning_rate": 9.109520291910392e-06, "epoch": 0.5283727035088431, "percentage": 52.84, "elapsed_time": "14:38:19", "remaining_time": "13:03:57"} +{"current_steps": 23890, "total_steps": 45204, "loss": 0.4641, "learning_rate": 9.10605924476795e-06, "epoch": 0.5284833111503563, "percentage": 52.85, "elapsed_time": "14:38:29", "remaining_time": "13:03:45"} +{"current_steps": 23895, "total_steps": 45204, "loss": 0.4263, "learning_rate": 9.102598305568578e-06, "epoch": 0.5285939187918696, "percentage": 52.86, "elapsed_time": "14:38:43", "remaining_time": "13:03:37"} +{"current_steps": 23900, "total_steps": 45204, "loss": 0.4492, "learning_rate": 9.099137474730178e-06, "epoch": 0.5287045264333828, "percentage": 52.87, "elapsed_time": "14:38:56", "remaining_time": "13:03:28"} +{"current_steps": 23905, "total_steps": 45204, "loss": 0.3339, "learning_rate": 9.095676752670647e-06, "epoch": 0.5288151340748961, "percentage": 52.88, "elapsed_time": "14:39:06", "remaining_time": "13:03:15"} +{"current_steps": 23910, "total_steps": 45204, "loss": 0.5425, "learning_rate": 9.09221613980787e-06, "epoch": 0.5289257417164094, "percentage": 52.89, "elapsed_time": "14:39:20", "remaining_time": "13:03:07"} +{"current_steps": 23915, "total_steps": 45204, "loss": 0.3594, "learning_rate": 9.088755636559706e-06, "epoch": 0.5290363493579227, "percentage": 52.9, "elapsed_time": "14:39:31", "remaining_time": "13:02:57"} +{"current_steps": 23920, "total_steps": 45204, "loss": 0.4329, "learning_rate": 9.08529524334402e-06, "epoch": 0.5291469569994359, "percentage": 52.92, "elapsed_time": "14:39:42", "remaining_time": "13:02:45"} +{"current_steps": 23925, "total_steps": 45204, "loss": 0.3346, "learning_rate": 9.081834960578644e-06, "epoch": 0.5292575646409492, "percentage": 52.93, "elapsed_time": "14:39:54", "remaining_time": "13:02:35"} +{"current_steps": 23930, "total_steps": 45204, "loss": 0.369, "learning_rate": 9.078374788681408e-06, "epoch": 0.5293681722824625, "percentage": 52.94, "elapsed_time": "14:40:08", "remaining_time": "13:02:27"} +{"current_steps": 23935, "total_steps": 45204, "loss": 0.4538, "learning_rate": 9.074914728070133e-06, "epoch": 0.5294787799239756, "percentage": 52.95, "elapsed_time": "14:40:22", "remaining_time": "13:02:18"} +{"current_steps": 23940, "total_steps": 45204, "loss": 0.4627, "learning_rate": 9.071454779162615e-06, "epoch": 0.5295893875654889, "percentage": 52.96, "elapsed_time": "14:40:36", "remaining_time": "13:02:10"} +{"current_steps": 23945, "total_steps": 45204, "loss": 0.4147, "learning_rate": 9.06799494237664e-06, "epoch": 0.5296999952070022, "percentage": 52.97, "elapsed_time": "14:40:46", "remaining_time": "13:01:58"} +{"current_steps": 23950, "total_steps": 45204, "loss": 0.3339, "learning_rate": 9.064535218129988e-06, "epoch": 0.5298106028485154, "percentage": 52.98, "elapsed_time": "14:40:55", "remaining_time": "13:01:45"} +{"current_steps": 23955, "total_steps": 45204, "loss": 0.4316, "learning_rate": 9.061075606840416e-06, "epoch": 0.5299212104900287, "percentage": 52.99, "elapsed_time": "14:41:06", "remaining_time": "13:01:34"} +{"current_steps": 23960, "total_steps": 45204, "loss": 0.4024, "learning_rate": 9.057616108925669e-06, "epoch": 0.530031818131542, "percentage": 53.0, "elapsed_time": "14:41:16", "remaining_time": "13:01:22"} +{"current_steps": 23965, "total_steps": 45204, "loss": 0.4319, "learning_rate": 9.054156724803486e-06, "epoch": 0.5301424257730553, "percentage": 53.02, "elapsed_time": "14:41:29", "remaining_time": "13:01:13"} +{"current_steps": 23970, "total_steps": 45204, "loss": 0.2422, "learning_rate": 9.050697454891583e-06, "epoch": 0.5302530334145685, "percentage": 53.03, "elapsed_time": "14:41:38", "remaining_time": "13:01:00"} +{"current_steps": 23975, "total_steps": 45204, "loss": 0.2613, "learning_rate": 9.047238299607662e-06, "epoch": 0.5303636410560818, "percentage": 53.04, "elapsed_time": "14:41:49", "remaining_time": "13:00:49"} +{"current_steps": 23980, "total_steps": 45204, "loss": 0.4422, "learning_rate": 9.043779259369426e-06, "epoch": 0.5304742486975951, "percentage": 53.05, "elapsed_time": "14:42:01", "remaining_time": "13:00:39"} +{"current_steps": 23985, "total_steps": 45204, "loss": 0.2701, "learning_rate": 9.040320334594542e-06, "epoch": 0.5305848563391082, "percentage": 53.06, "elapsed_time": "14:42:11", "remaining_time": "13:00:27"} +{"current_steps": 23990, "total_steps": 45204, "loss": 0.2893, "learning_rate": 9.036861525700675e-06, "epoch": 0.5306954639806215, "percentage": 53.07, "elapsed_time": "14:42:21", "remaining_time": "13:00:15"} +{"current_steps": 23995, "total_steps": 45204, "loss": 0.3494, "learning_rate": 9.033402833105484e-06, "epoch": 0.5308060716221348, "percentage": 53.08, "elapsed_time": "14:42:31", "remaining_time": "13:00:03"} +{"current_steps": 24000, "total_steps": 45204, "loss": 0.3609, "learning_rate": 9.029944257226598e-06, "epoch": 0.530916679263648, "percentage": 53.09, "elapsed_time": "14:42:41", "remaining_time": "12:59:51"} +{"current_steps": 24005, "total_steps": 45204, "loss": 0.3828, "learning_rate": 9.026485798481637e-06, "epoch": 0.5310272869051613, "percentage": 53.1, "elapsed_time": "14:42:53", "remaining_time": "12:59:41"} +{"current_steps": 24010, "total_steps": 45204, "loss": 0.3682, "learning_rate": 9.023027457288216e-06, "epoch": 0.5311378945466746, "percentage": 53.11, "elapsed_time": "14:43:06", "remaining_time": "12:59:32"} +{"current_steps": 24015, "total_steps": 45204, "loss": 0.3088, "learning_rate": 9.01956923406392e-06, "epoch": 0.5312485021881879, "percentage": 53.13, "elapsed_time": "14:43:17", "remaining_time": "12:59:21"} +{"current_steps": 24020, "total_steps": 45204, "loss": 0.2389, "learning_rate": 9.01611112922634e-06, "epoch": 0.5313591098297011, "percentage": 53.14, "elapsed_time": "14:43:29", "remaining_time": "12:59:10"} +{"current_steps": 24025, "total_steps": 45204, "loss": 0.3462, "learning_rate": 9.012653143193028e-06, "epoch": 0.5314697174712144, "percentage": 53.15, "elapsed_time": "14:43:39", "remaining_time": "12:58:58"} +{"current_steps": 24030, "total_steps": 45204, "loss": 0.4655, "learning_rate": 9.009195276381541e-06, "epoch": 0.5315803251127276, "percentage": 53.16, "elapsed_time": "14:43:52", "remaining_time": "12:58:49"} +{"current_steps": 24035, "total_steps": 45204, "loss": 0.3174, "learning_rate": 9.005737529209421e-06, "epoch": 0.5316909327542408, "percentage": 53.17, "elapsed_time": "14:44:01", "remaining_time": "12:58:36"} +{"current_steps": 24040, "total_steps": 45204, "loss": 0.409, "learning_rate": 9.00227990209418e-06, "epoch": 0.5318015403957541, "percentage": 53.18, "elapsed_time": "14:44:13", "remaining_time": "12:58:26"} +{"current_steps": 24045, "total_steps": 45204, "loss": 0.3167, "learning_rate": 8.998822395453328e-06, "epoch": 0.5319121480372674, "percentage": 53.19, "elapsed_time": "14:44:23", "remaining_time": "12:58:14"} +{"current_steps": 24050, "total_steps": 45204, "loss": 0.2601, "learning_rate": 8.995365009704363e-06, "epoch": 0.5320227556787807, "percentage": 53.2, "elapsed_time": "14:44:34", "remaining_time": "12:58:03"} +{"current_steps": 24055, "total_steps": 45204, "loss": 0.2705, "learning_rate": 8.991907745264758e-06, "epoch": 0.5321333633202939, "percentage": 53.21, "elapsed_time": "14:44:43", "remaining_time": "12:57:51"} +{"current_steps": 24060, "total_steps": 45204, "loss": 0.2951, "learning_rate": 8.988450602551976e-06, "epoch": 0.5322439709618072, "percentage": 53.23, "elapsed_time": "14:44:53", "remaining_time": "12:57:39"} +{"current_steps": 24065, "total_steps": 45204, "loss": 0.3385, "learning_rate": 8.984993581983472e-06, "epoch": 0.5323545786033205, "percentage": 53.24, "elapsed_time": "14:45:06", "remaining_time": "12:57:29"} +{"current_steps": 24070, "total_steps": 45204, "loss": 0.2819, "learning_rate": 8.981536683976674e-06, "epoch": 0.5324651862448337, "percentage": 53.25, "elapsed_time": "14:45:15", "remaining_time": "12:57:16"} +{"current_steps": 24075, "total_steps": 45204, "loss": 0.4401, "learning_rate": 8.978079908949003e-06, "epoch": 0.532575793886347, "percentage": 53.26, "elapsed_time": "14:45:28", "remaining_time": "12:57:07"} +{"current_steps": 24080, "total_steps": 45204, "loss": 0.3634, "learning_rate": 8.974623257317867e-06, "epoch": 0.5326864015278602, "percentage": 53.27, "elapsed_time": "14:45:40", "remaining_time": "12:56:56"} +{"current_steps": 24085, "total_steps": 45204, "loss": 0.4027, "learning_rate": 8.971166729500651e-06, "epoch": 0.5327970091693734, "percentage": 53.28, "elapsed_time": "14:45:50", "remaining_time": "12:56:45"} +{"current_steps": 24090, "total_steps": 45204, "loss": 0.4473, "learning_rate": 8.967710325914728e-06, "epoch": 0.5329076168108867, "percentage": 53.29, "elapsed_time": "14:46:03", "remaining_time": "12:56:35"} +{"current_steps": 24095, "total_steps": 45204, "loss": 0.3361, "learning_rate": 8.964254046977468e-06, "epoch": 0.5330182244524, "percentage": 53.3, "elapsed_time": "14:46:15", "remaining_time": "12:56:25"} +{"current_steps": 24100, "total_steps": 45204, "loss": 0.3382, "learning_rate": 8.960797893106206e-06, "epoch": 0.5331288320939133, "percentage": 53.31, "elapsed_time": "14:46:24", "remaining_time": "12:56:13"} +{"current_steps": 24105, "total_steps": 45204, "loss": 0.3645, "learning_rate": 8.95734186471827e-06, "epoch": 0.5332394397354265, "percentage": 53.32, "elapsed_time": "14:46:34", "remaining_time": "12:56:01"} +{"current_steps": 24110, "total_steps": 45204, "loss": 0.408, "learning_rate": 8.953885962230983e-06, "epoch": 0.5333500473769398, "percentage": 53.34, "elapsed_time": "14:46:45", "remaining_time": "12:55:49"} +{"current_steps": 24115, "total_steps": 45204, "loss": 0.4452, "learning_rate": 8.95043018606164e-06, "epoch": 0.5334606550184531, "percentage": 53.35, "elapsed_time": "14:46:57", "remaining_time": "12:55:39"} +{"current_steps": 24120, "total_steps": 45204, "loss": 0.3588, "learning_rate": 8.94697453662752e-06, "epoch": 0.5335712626599663, "percentage": 53.36, "elapsed_time": "14:47:09", "remaining_time": "12:55:29"} +{"current_steps": 24125, "total_steps": 45204, "loss": 0.3092, "learning_rate": 8.943519014345901e-06, "epoch": 0.5336818703014795, "percentage": 53.37, "elapsed_time": "14:47:19", "remaining_time": "12:55:17"} +{"current_steps": 24130, "total_steps": 45204, "loss": 0.2946, "learning_rate": 8.940063619634028e-06, "epoch": 0.5337924779429928, "percentage": 53.38, "elapsed_time": "14:47:28", "remaining_time": "12:55:04"} +{"current_steps": 24135, "total_steps": 45204, "loss": 0.2508, "learning_rate": 8.936608352909146e-06, "epoch": 0.533903085584506, "percentage": 53.39, "elapsed_time": "14:47:37", "remaining_time": "12:54:52"} +{"current_steps": 24140, "total_steps": 45204, "loss": 0.223, "learning_rate": 8.933153214588471e-06, "epoch": 0.5340136932260193, "percentage": 53.4, "elapsed_time": "14:47:47", "remaining_time": "12:54:40"} +{"current_steps": 24145, "total_steps": 45204, "loss": 0.2634, "learning_rate": 8.92969820508921e-06, "epoch": 0.5341243008675326, "percentage": 53.41, "elapsed_time": "14:47:59", "remaining_time": "12:54:29"} +{"current_steps": 24150, "total_steps": 45204, "loss": 0.4434, "learning_rate": 8.926243324828564e-06, "epoch": 0.5342349085090459, "percentage": 53.42, "elapsed_time": "14:48:14", "remaining_time": "12:54:22"} +{"current_steps": 24155, "total_steps": 45204, "loss": 0.3913, "learning_rate": 8.922788574223695e-06, "epoch": 0.5343455161505591, "percentage": 53.44, "elapsed_time": "14:48:22", "remaining_time": "12:54:08"} +{"current_steps": 24160, "total_steps": 45204, "loss": 0.5272, "learning_rate": 8.91933395369177e-06, "epoch": 0.5344561237920724, "percentage": 53.45, "elapsed_time": "14:48:34", "remaining_time": "12:53:57"} +{"current_steps": 24165, "total_steps": 45204, "loss": 0.2299, "learning_rate": 8.915879463649936e-06, "epoch": 0.5345667314335857, "percentage": 53.46, "elapsed_time": "14:48:45", "remaining_time": "12:53:46"} +{"current_steps": 24170, "total_steps": 45204, "loss": 0.3156, "learning_rate": 8.912425104515317e-06, "epoch": 0.534677339075099, "percentage": 53.47, "elapsed_time": "14:48:56", "remaining_time": "12:53:36"} +{"current_steps": 24175, "total_steps": 45204, "loss": 0.48, "learning_rate": 8.908970876705025e-06, "epoch": 0.5347879467166121, "percentage": 53.48, "elapsed_time": "14:49:11", "remaining_time": "12:53:28"} +{"current_steps": 24180, "total_steps": 45204, "loss": 0.3713, "learning_rate": 8.905516780636164e-06, "epoch": 0.5348985543581254, "percentage": 53.49, "elapsed_time": "14:49:21", "remaining_time": "12:53:16"} +{"current_steps": 24185, "total_steps": 45204, "loss": 0.2632, "learning_rate": 8.902062816725807e-06, "epoch": 0.5350091619996387, "percentage": 53.5, "elapsed_time": "14:49:30", "remaining_time": "12:53:03"} +{"current_steps": 24190, "total_steps": 45204, "loss": 0.4066, "learning_rate": 8.89860898539102e-06, "epoch": 0.5351197696411519, "percentage": 53.51, "elapsed_time": "14:49:42", "remaining_time": "12:52:53"} +{"current_steps": 24195, "total_steps": 45204, "loss": 0.3505, "learning_rate": 8.89515528704886e-06, "epoch": 0.5352303772826652, "percentage": 53.52, "elapsed_time": "14:49:51", "remaining_time": "12:52:41"} +{"current_steps": 24200, "total_steps": 45204, "loss": 0.4663, "learning_rate": 8.891701722116353e-06, "epoch": 0.5353409849241785, "percentage": 53.54, "elapsed_time": "14:50:04", "remaining_time": "12:52:31"} +{"current_steps": 24205, "total_steps": 45204, "loss": 0.4206, "learning_rate": 8.888248291010512e-06, "epoch": 0.5354515925656917, "percentage": 53.55, "elapsed_time": "14:50:17", "remaining_time": "12:52:22"} +{"current_steps": 24210, "total_steps": 45204, "loss": 0.3709, "learning_rate": 8.88479499414835e-06, "epoch": 0.535562200207205, "percentage": 53.56, "elapsed_time": "14:50:28", "remaining_time": "12:52:11"} +{"current_steps": 24215, "total_steps": 45204, "loss": 0.4116, "learning_rate": 8.881341831946841e-06, "epoch": 0.5356728078487183, "percentage": 53.57, "elapsed_time": "14:50:39", "remaining_time": "12:52:00"} +{"current_steps": 24220, "total_steps": 45204, "loss": 0.3329, "learning_rate": 8.877888804822955e-06, "epoch": 0.5357834154902315, "percentage": 53.58, "elapsed_time": "14:50:50", "remaining_time": "12:51:49"} +{"current_steps": 24225, "total_steps": 45204, "loss": 0.3351, "learning_rate": 8.87443591319365e-06, "epoch": 0.5358940231317447, "percentage": 53.59, "elapsed_time": "14:51:05", "remaining_time": "12:51:41"} +{"current_steps": 24230, "total_steps": 45204, "loss": 0.4536, "learning_rate": 8.870983157475853e-06, "epoch": 0.536004630773258, "percentage": 53.6, "elapsed_time": "14:51:16", "remaining_time": "12:51:30"} +{"current_steps": 24235, "total_steps": 45204, "loss": 0.328, "learning_rate": 8.867530538086492e-06, "epoch": 0.5361152384147713, "percentage": 53.61, "elapsed_time": "14:51:27", "remaining_time": "12:51:19"} +{"current_steps": 24240, "total_steps": 45204, "loss": 0.3622, "learning_rate": 8.864078055442462e-06, "epoch": 0.5362258460562845, "percentage": 53.62, "elapsed_time": "14:51:39", "remaining_time": "12:51:09"} +{"current_steps": 24245, "total_steps": 45204, "loss": 0.3481, "learning_rate": 8.860625709960653e-06, "epoch": 0.5363364536977978, "percentage": 53.63, "elapsed_time": "14:51:49", "remaining_time": "12:50:57"} +{"current_steps": 24250, "total_steps": 45204, "loss": 0.3224, "learning_rate": 8.857173502057934e-06, "epoch": 0.5364470613393111, "percentage": 53.65, "elapsed_time": "14:52:00", "remaining_time": "12:50:46"} +{"current_steps": 24255, "total_steps": 45204, "loss": 0.4561, "learning_rate": 8.853721432151158e-06, "epoch": 0.5365576689808244, "percentage": 53.66, "elapsed_time": "14:52:13", "remaining_time": "12:50:36"} +{"current_steps": 24260, "total_steps": 45204, "loss": 0.4308, "learning_rate": 8.850269500657161e-06, "epoch": 0.5366682766223376, "percentage": 53.67, "elapsed_time": "14:52:24", "remaining_time": "12:50:25"} +{"current_steps": 24265, "total_steps": 45204, "loss": 0.3177, "learning_rate": 8.846817707992765e-06, "epoch": 0.5367788842638509, "percentage": 53.68, "elapsed_time": "14:52:34", "remaining_time": "12:50:13"} +{"current_steps": 24270, "total_steps": 45204, "loss": 0.4887, "learning_rate": 8.84336605457477e-06, "epoch": 0.5368894919053641, "percentage": 53.69, "elapsed_time": "14:52:46", "remaining_time": "12:50:03"} +{"current_steps": 24275, "total_steps": 45204, "loss": 0.2526, "learning_rate": 8.839914540819959e-06, "epoch": 0.5370000995468773, "percentage": 53.7, "elapsed_time": "14:52:54", "remaining_time": "12:49:49"} +{"current_steps": 24280, "total_steps": 45204, "loss": 0.3161, "learning_rate": 8.836463167145111e-06, "epoch": 0.5371107071883906, "percentage": 53.71, "elapsed_time": "14:53:03", "remaining_time": "12:49:37"} +{"current_steps": 24285, "total_steps": 45204, "loss": 0.455, "learning_rate": 8.833011933966971e-06, "epoch": 0.5372213148299039, "percentage": 53.72, "elapsed_time": "14:53:14", "remaining_time": "12:49:26"} +{"current_steps": 24290, "total_steps": 45204, "loss": 0.359, "learning_rate": 8.829560841702272e-06, "epoch": 0.5373319224714171, "percentage": 53.73, "elapsed_time": "14:53:25", "remaining_time": "12:49:14"} +{"current_steps": 24295, "total_steps": 45204, "loss": 0.4372, "learning_rate": 8.826109890767742e-06, "epoch": 0.5374425301129304, "percentage": 53.75, "elapsed_time": "14:53:37", "remaining_time": "12:49:04"} +{"current_steps": 24300, "total_steps": 45204, "loss": 0.2221, "learning_rate": 8.822659081580073e-06, "epoch": 0.5375531377544437, "percentage": 53.76, "elapsed_time": "14:53:47", "remaining_time": "12:48:52"} +{"current_steps": 24305, "total_steps": 45204, "loss": 0.3574, "learning_rate": 8.819208414555951e-06, "epoch": 0.537663745395957, "percentage": 53.77, "elapsed_time": "14:53:58", "remaining_time": "12:48:41"} +{"current_steps": 24310, "total_steps": 45204, "loss": 0.3139, "learning_rate": 8.81575789011205e-06, "epoch": 0.5377743530374702, "percentage": 53.78, "elapsed_time": "14:54:07", "remaining_time": "12:48:29"} +{"current_steps": 24315, "total_steps": 45204, "loss": 0.3746, "learning_rate": 8.81230750866501e-06, "epoch": 0.5378849606789834, "percentage": 53.79, "elapsed_time": "14:54:18", "remaining_time": "12:48:17"} +{"current_steps": 24320, "total_steps": 45204, "loss": 0.3224, "learning_rate": 8.808857270631467e-06, "epoch": 0.5379955683204967, "percentage": 53.8, "elapsed_time": "14:54:27", "remaining_time": "12:48:04"} +{"current_steps": 24325, "total_steps": 45204, "loss": 0.3634, "learning_rate": 8.805407176428042e-06, "epoch": 0.5381061759620099, "percentage": 53.81, "elapsed_time": "14:54:40", "remaining_time": "12:47:55"} +{"current_steps": 24330, "total_steps": 45204, "loss": 0.3756, "learning_rate": 8.801957226471323e-06, "epoch": 0.5382167836035232, "percentage": 53.82, "elapsed_time": "14:54:51", "remaining_time": "12:47:44"} +{"current_steps": 24335, "total_steps": 45204, "loss": 0.2678, "learning_rate": 8.798507421177895e-06, "epoch": 0.5383273912450365, "percentage": 53.83, "elapsed_time": "14:55:02", "remaining_time": "12:47:33"} +{"current_steps": 24340, "total_steps": 45204, "loss": 0.4392, "learning_rate": 8.795057760964326e-06, "epoch": 0.5384379988865498, "percentage": 53.84, "elapsed_time": "14:55:12", "remaining_time": "12:47:21"} +{"current_steps": 24345, "total_steps": 45204, "loss": 0.2824, "learning_rate": 8.79160824624715e-06, "epoch": 0.538548606528063, "percentage": 53.86, "elapsed_time": "14:55:23", "remaining_time": "12:47:10"} +{"current_steps": 24350, "total_steps": 45204, "loss": 0.3645, "learning_rate": 8.788158877442906e-06, "epoch": 0.5386592141695763, "percentage": 53.87, "elapsed_time": "14:55:35", "remaining_time": "12:47:00"} +{"current_steps": 24355, "total_steps": 45204, "loss": 0.4674, "learning_rate": 8.784709654968096e-06, "epoch": 0.5387698218110896, "percentage": 53.88, "elapsed_time": "14:55:48", "remaining_time": "12:46:50"} +{"current_steps": 24360, "total_steps": 45204, "loss": 0.4325, "learning_rate": 8.781260579239216e-06, "epoch": 0.5388804294526027, "percentage": 53.89, "elapsed_time": "14:56:01", "remaining_time": "12:46:41"} +{"current_steps": 24365, "total_steps": 45204, "loss": 0.3331, "learning_rate": 8.777811650672746e-06, "epoch": 0.538991037094116, "percentage": 53.9, "elapsed_time": "14:56:10", "remaining_time": "12:46:29"} +{"current_steps": 24370, "total_steps": 45204, "loss": 0.3285, "learning_rate": 8.774362869685132e-06, "epoch": 0.5391016447356293, "percentage": 53.91, "elapsed_time": "14:56:22", "remaining_time": "12:46:18"} +{"current_steps": 24375, "total_steps": 45204, "loss": 0.3862, "learning_rate": 8.770914236692821e-06, "epoch": 0.5392122523771425, "percentage": 53.92, "elapsed_time": "14:56:34", "remaining_time": "12:46:08"} +{"current_steps": 24380, "total_steps": 45204, "loss": 0.3965, "learning_rate": 8.767465752112232e-06, "epoch": 0.5393228600186558, "percentage": 53.93, "elapsed_time": "14:56:48", "remaining_time": "12:45:59"} +{"current_steps": 24385, "total_steps": 45204, "loss": 0.3084, "learning_rate": 8.764017416359771e-06, "epoch": 0.5394334676601691, "percentage": 53.94, "elapsed_time": "14:57:00", "remaining_time": "12:45:50"} +{"current_steps": 24390, "total_steps": 45204, "loss": 0.2932, "learning_rate": 8.760569229851817e-06, "epoch": 0.5395440753016824, "percentage": 53.96, "elapsed_time": "14:57:10", "remaining_time": "12:45:38"} +{"current_steps": 24395, "total_steps": 45204, "loss": 0.3426, "learning_rate": 8.757121193004746e-06, "epoch": 0.5396546829431956, "percentage": 53.97, "elapsed_time": "14:57:21", "remaining_time": "12:45:26"} +{"current_steps": 24400, "total_steps": 45204, "loss": 0.4259, "learning_rate": 8.753673306234903e-06, "epoch": 0.5397652905847089, "percentage": 53.98, "elapsed_time": "14:57:32", "remaining_time": "12:45:15"} +{"current_steps": 24405, "total_steps": 45204, "loss": 0.387, "learning_rate": 8.750225569958616e-06, "epoch": 0.5398758982262222, "percentage": 53.99, "elapsed_time": "14:57:42", "remaining_time": "12:45:03"} +{"current_steps": 24410, "total_steps": 45204, "loss": 0.3727, "learning_rate": 8.746777984592205e-06, "epoch": 0.5399865058677353, "percentage": 54.0, "elapsed_time": "14:57:52", "remaining_time": "12:44:52"} +{"current_steps": 24415, "total_steps": 45204, "loss": 0.2723, "learning_rate": 8.74333055055196e-06, "epoch": 0.5400971135092486, "percentage": 54.01, "elapsed_time": "14:58:02", "remaining_time": "12:44:40"} +{"current_steps": 24420, "total_steps": 45204, "loss": 0.2791, "learning_rate": 8.739883268254156e-06, "epoch": 0.5402077211507619, "percentage": 54.02, "elapsed_time": "14:58:12", "remaining_time": "12:44:27"} +{"current_steps": 24425, "total_steps": 45204, "loss": 0.2224, "learning_rate": 8.73643613811506e-06, "epoch": 0.5403183287922751, "percentage": 54.03, "elapsed_time": "14:58:22", "remaining_time": "12:44:16"} +{"current_steps": 24430, "total_steps": 45204, "loss": 0.3443, "learning_rate": 8.732989160550901e-06, "epoch": 0.5404289364337884, "percentage": 54.04, "elapsed_time": "14:58:32", "remaining_time": "12:44:04"} +{"current_steps": 24435, "total_steps": 45204, "loss": 0.3541, "learning_rate": 8.729542335977907e-06, "epoch": 0.5405395440753017, "percentage": 54.05, "elapsed_time": "14:58:44", "remaining_time": "12:43:53"} +{"current_steps": 24440, "total_steps": 45204, "loss": 0.2916, "learning_rate": 8.726095664812281e-06, "epoch": 0.540650151716815, "percentage": 54.07, "elapsed_time": "14:58:54", "remaining_time": "12:43:41"} +{"current_steps": 24445, "total_steps": 45204, "loss": 0.4454, "learning_rate": 8.722649147470204e-06, "epoch": 0.5407607593583282, "percentage": 54.08, "elapsed_time": "14:59:05", "remaining_time": "12:43:31"} +{"current_steps": 24450, "total_steps": 45204, "loss": 0.3094, "learning_rate": 8.719202784367845e-06, "epoch": 0.5408713669998415, "percentage": 54.09, "elapsed_time": "14:59:15", "remaining_time": "12:43:19"} +{"current_steps": 24455, "total_steps": 45204, "loss": 0.3732, "learning_rate": 8.715756575921352e-06, "epoch": 0.5409819746413547, "percentage": 54.1, "elapsed_time": "14:59:27", "remaining_time": "12:43:08"} +{"current_steps": 24460, "total_steps": 45204, "loss": 0.332, "learning_rate": 8.712310522546848e-06, "epoch": 0.5410925822828679, "percentage": 54.11, "elapsed_time": "14:59:37", "remaining_time": "12:42:57"} +{"current_steps": 24465, "total_steps": 45204, "loss": 0.2707, "learning_rate": 8.70886462466045e-06, "epoch": 0.5412031899243812, "percentage": 54.12, "elapsed_time": "14:59:47", "remaining_time": "12:42:45"} +{"current_steps": 24470, "total_steps": 45204, "loss": 0.5046, "learning_rate": 8.705418882678244e-06, "epoch": 0.5413137975658945, "percentage": 54.13, "elapsed_time": "14:59:58", "remaining_time": "12:42:33"} +{"current_steps": 24475, "total_steps": 45204, "loss": 0.2981, "learning_rate": 8.701973297016301e-06, "epoch": 0.5414244052074078, "percentage": 54.14, "elapsed_time": "15:00:07", "remaining_time": "12:42:21"} +{"current_steps": 24480, "total_steps": 45204, "loss": 0.3858, "learning_rate": 8.698527868090683e-06, "epoch": 0.541535012848921, "percentage": 54.15, "elapsed_time": "15:00:18", "remaining_time": "12:42:10"} +{"current_steps": 24485, "total_steps": 45204, "loss": 0.3006, "learning_rate": 8.695082596317417e-06, "epoch": 0.5416456204904343, "percentage": 54.17, "elapsed_time": "15:00:28", "remaining_time": "12:41:58"} +{"current_steps": 24490, "total_steps": 45204, "loss": 0.3744, "learning_rate": 8.691637482112517e-06, "epoch": 0.5417562281319476, "percentage": 54.18, "elapsed_time": "15:00:38", "remaining_time": "12:41:46"} +{"current_steps": 24495, "total_steps": 45204, "loss": 0.3601, "learning_rate": 8.688192525891987e-06, "epoch": 0.5418668357734608, "percentage": 54.19, "elapsed_time": "15:00:50", "remaining_time": "12:41:35"} +{"current_steps": 24500, "total_steps": 45204, "loss": 0.3453, "learning_rate": 8.684747728071798e-06, "epoch": 0.5419774434149741, "percentage": 54.2, "elapsed_time": "15:01:02", "remaining_time": "12:41:25"} +{"current_steps": 24505, "total_steps": 45204, "loss": 0.3755, "learning_rate": 8.681303089067909e-06, "epoch": 0.5420880510564873, "percentage": 54.21, "elapsed_time": "15:01:16", "remaining_time": "12:41:17"} +{"current_steps": 24510, "total_steps": 45204, "loss": 0.2744, "learning_rate": 8.677858609296266e-06, "epoch": 0.5421986586980005, "percentage": 54.22, "elapsed_time": "15:01:25", "remaining_time": "12:41:05"} +{"current_steps": 24515, "total_steps": 45204, "loss": 0.3279, "learning_rate": 8.674414289172779e-06, "epoch": 0.5423092663395138, "percentage": 54.23, "elapsed_time": "15:01:39", "remaining_time": "12:40:56"} +{"current_steps": 24520, "total_steps": 45204, "loss": 0.3357, "learning_rate": 8.670970129113353e-06, "epoch": 0.5424198739810271, "percentage": 54.24, "elapsed_time": "15:01:49", "remaining_time": "12:40:44"} +{"current_steps": 24525, "total_steps": 45204, "loss": 0.3728, "learning_rate": 8.667526129533871e-06, "epoch": 0.5425304816225404, "percentage": 54.25, "elapsed_time": "15:01:59", "remaining_time": "12:40:32"} +{"current_steps": 24530, "total_steps": 45204, "loss": 0.3089, "learning_rate": 8.664082290850194e-06, "epoch": 0.5426410892640536, "percentage": 54.27, "elapsed_time": "15:02:11", "remaining_time": "12:40:22"} +{"current_steps": 24535, "total_steps": 45204, "loss": 0.3903, "learning_rate": 8.660638613478158e-06, "epoch": 0.5427516969055669, "percentage": 54.28, "elapsed_time": "15:02:22", "remaining_time": "12:40:11"} +{"current_steps": 24540, "total_steps": 45204, "loss": 0.4196, "learning_rate": 8.657195097833597e-06, "epoch": 0.5428623045470802, "percentage": 54.29, "elapsed_time": "15:02:32", "remaining_time": "12:39:59"} +{"current_steps": 24545, "total_steps": 45204, "loss": 0.3751, "learning_rate": 8.653751744332307e-06, "epoch": 0.5429729121885934, "percentage": 54.3, "elapsed_time": "15:02:46", "remaining_time": "12:39:50"} +{"current_steps": 24550, "total_steps": 45204, "loss": 0.319, "learning_rate": 8.650308553390073e-06, "epoch": 0.5430835198301066, "percentage": 54.31, "elapsed_time": "15:02:57", "remaining_time": "12:39:39"} +{"current_steps": 24555, "total_steps": 45204, "loss": 0.3939, "learning_rate": 8.646865525422663e-06, "epoch": 0.5431941274716199, "percentage": 54.32, "elapsed_time": "15:03:07", "remaining_time": "12:39:27"} +{"current_steps": 24560, "total_steps": 45204, "loss": 0.4535, "learning_rate": 8.643422660845815e-06, "epoch": 0.5433047351131332, "percentage": 54.33, "elapsed_time": "15:03:18", "remaining_time": "12:39:17"} +{"current_steps": 24565, "total_steps": 45204, "loss": 0.4357, "learning_rate": 8.63997996007526e-06, "epoch": 0.5434153427546464, "percentage": 54.34, "elapsed_time": "15:03:29", "remaining_time": "12:39:06"} +{"current_steps": 24570, "total_steps": 45204, "loss": 0.3876, "learning_rate": 8.636537423526701e-06, "epoch": 0.5435259503961597, "percentage": 54.35, "elapsed_time": "15:03:40", "remaining_time": "12:38:54"} +{"current_steps": 24575, "total_steps": 45204, "loss": 0.224, "learning_rate": 8.633095051615818e-06, "epoch": 0.543636558037673, "percentage": 54.36, "elapsed_time": "15:03:49", "remaining_time": "12:38:41"} +{"current_steps": 24580, "total_steps": 45204, "loss": 0.4189, "learning_rate": 8.629652844758288e-06, "epoch": 0.5437471656791862, "percentage": 54.38, "elapsed_time": "15:03:59", "remaining_time": "12:38:30"} +{"current_steps": 24585, "total_steps": 45204, "loss": 0.3718, "learning_rate": 8.626210803369745e-06, "epoch": 0.5438577733206995, "percentage": 54.39, "elapsed_time": "15:04:11", "remaining_time": "12:38:19"} +{"current_steps": 24590, "total_steps": 45204, "loss": 0.2998, "learning_rate": 8.622768927865817e-06, "epoch": 0.5439683809622128, "percentage": 54.4, "elapsed_time": "15:04:21", "remaining_time": "12:38:07"} +{"current_steps": 24595, "total_steps": 45204, "loss": 0.3294, "learning_rate": 8.619327218662116e-06, "epoch": 0.544078988603726, "percentage": 54.41, "elapsed_time": "15:04:32", "remaining_time": "12:37:56"} +{"current_steps": 24600, "total_steps": 45204, "loss": 0.389, "learning_rate": 8.61588567617422e-06, "epoch": 0.5441895962452392, "percentage": 54.42, "elapsed_time": "15:04:44", "remaining_time": "12:37:46"} +{"current_steps": 24605, "total_steps": 45204, "loss": 0.4558, "learning_rate": 8.612444300817694e-06, "epoch": 0.5443002038867525, "percentage": 54.43, "elapsed_time": "15:04:55", "remaining_time": "12:37:35"} +{"current_steps": 24610, "total_steps": 45204, "loss": 0.3144, "learning_rate": 8.609003093008092e-06, "epoch": 0.5444108115282658, "percentage": 54.44, "elapsed_time": "15:05:03", "remaining_time": "12:37:21"} +{"current_steps": 24615, "total_steps": 45204, "loss": 0.4289, "learning_rate": 8.60556205316093e-06, "epoch": 0.544521419169779, "percentage": 54.45, "elapsed_time": "15:05:14", "remaining_time": "12:37:11"} +{"current_steps": 24620, "total_steps": 45204, "loss": 0.352, "learning_rate": 8.602121181691712e-06, "epoch": 0.5446320268112923, "percentage": 54.46, "elapsed_time": "15:05:25", "remaining_time": "12:36:59"} +{"current_steps": 24625, "total_steps": 45204, "loss": 0.2619, "learning_rate": 8.598680479015929e-06, "epoch": 0.5447426344528056, "percentage": 54.48, "elapsed_time": "15:05:33", "remaining_time": "12:36:46"} +{"current_steps": 24630, "total_steps": 45204, "loss": 0.241, "learning_rate": 8.595239945549039e-06, "epoch": 0.5448532420943188, "percentage": 54.49, "elapsed_time": "15:05:42", "remaining_time": "12:36:33"} +{"current_steps": 24635, "total_steps": 45204, "loss": 0.4818, "learning_rate": 8.591799581706485e-06, "epoch": 0.5449638497358321, "percentage": 54.5, "elapsed_time": "15:05:54", "remaining_time": "12:36:23"} +{"current_steps": 24640, "total_steps": 45204, "loss": 0.2757, "learning_rate": 8.588359387903697e-06, "epoch": 0.5450744573773454, "percentage": 54.51, "elapsed_time": "15:06:05", "remaining_time": "12:36:12"} +{"current_steps": 24645, "total_steps": 45204, "loss": 0.3645, "learning_rate": 8.58491936455607e-06, "epoch": 0.5451850650188586, "percentage": 54.52, "elapsed_time": "15:06:15", "remaining_time": "12:36:00"} +{"current_steps": 24650, "total_steps": 45204, "loss": 0.2851, "learning_rate": 8.581479512078988e-06, "epoch": 0.5452956726603718, "percentage": 54.53, "elapsed_time": "15:06:27", "remaining_time": "12:35:49"} +{"current_steps": 24655, "total_steps": 45204, "loss": 0.255, "learning_rate": 8.578039830887813e-06, "epoch": 0.5454062803018851, "percentage": 54.54, "elapsed_time": "15:06:38", "remaining_time": "12:35:38"} +{"current_steps": 24660, "total_steps": 45204, "loss": 0.3644, "learning_rate": 8.574600321397883e-06, "epoch": 0.5455168879433984, "percentage": 54.55, "elapsed_time": "15:06:48", "remaining_time": "12:35:26"} +{"current_steps": 24665, "total_steps": 45204, "loss": 0.2117, "learning_rate": 8.571160984024522e-06, "epoch": 0.5456274955849116, "percentage": 54.56, "elapsed_time": "15:06:58", "remaining_time": "12:35:15"} +{"current_steps": 24670, "total_steps": 45204, "loss": 0.2819, "learning_rate": 8.567721819183026e-06, "epoch": 0.5457381032264249, "percentage": 54.57, "elapsed_time": "15:07:07", "remaining_time": "12:35:02"} +{"current_steps": 24675, "total_steps": 45204, "loss": 0.4284, "learning_rate": 8.56428282728867e-06, "epoch": 0.5458487108679382, "percentage": 54.59, "elapsed_time": "15:07:19", "remaining_time": "12:34:52"} +{"current_steps": 24680, "total_steps": 45204, "loss": 0.4546, "learning_rate": 8.56084400875672e-06, "epoch": 0.5459593185094515, "percentage": 54.6, "elapsed_time": "15:07:32", "remaining_time": "12:34:43"} +{"current_steps": 24685, "total_steps": 45204, "loss": 0.2687, "learning_rate": 8.557405364002403e-06, "epoch": 0.5460699261509647, "percentage": 54.61, "elapsed_time": "15:07:41", "remaining_time": "12:34:30"} +{"current_steps": 24690, "total_steps": 45204, "loss": 0.2722, "learning_rate": 8.553966893440937e-06, "epoch": 0.546180533792478, "percentage": 54.62, "elapsed_time": "15:07:51", "remaining_time": "12:34:18"} +{"current_steps": 24695, "total_steps": 45204, "loss": 0.379, "learning_rate": 8.550528597487523e-06, "epoch": 0.5462911414339912, "percentage": 54.63, "elapsed_time": "15:08:01", "remaining_time": "12:34:06"} +{"current_steps": 24700, "total_steps": 45204, "loss": 0.3284, "learning_rate": 8.547090476557325e-06, "epoch": 0.5464017490755044, "percentage": 54.64, "elapsed_time": "15:08:11", "remaining_time": "12:33:54"} +{"current_steps": 24705, "total_steps": 45204, "loss": 0.453, "learning_rate": 8.543652531065497e-06, "epoch": 0.5465123567170177, "percentage": 54.65, "elapsed_time": "15:08:24", "remaining_time": "12:33:45"} +{"current_steps": 24710, "total_steps": 45204, "loss": 0.4092, "learning_rate": 8.540214761427174e-06, "epoch": 0.546622964358531, "percentage": 54.66, "elapsed_time": "15:08:37", "remaining_time": "12:33:35"} +{"current_steps": 24715, "total_steps": 45204, "loss": 0.3312, "learning_rate": 8.536777168057464e-06, "epoch": 0.5467335720000442, "percentage": 54.67, "elapsed_time": "15:08:48", "remaining_time": "12:33:24"} +{"current_steps": 24720, "total_steps": 45204, "loss": 0.2461, "learning_rate": 8.53333975137145e-06, "epoch": 0.5468441796415575, "percentage": 54.69, "elapsed_time": "15:09:00", "remaining_time": "12:33:14"} +{"current_steps": 24725, "total_steps": 45204, "loss": 0.3882, "learning_rate": 8.529902511784208e-06, "epoch": 0.5469547872830708, "percentage": 54.7, "elapsed_time": "15:09:10", "remaining_time": "12:33:02"} +{"current_steps": 24730, "total_steps": 45204, "loss": 0.476, "learning_rate": 8.526465449710777e-06, "epoch": 0.5470653949245841, "percentage": 54.71, "elapsed_time": "15:09:22", "remaining_time": "12:32:52"} +{"current_steps": 24735, "total_steps": 45204, "loss": 0.3843, "learning_rate": 8.523028565566182e-06, "epoch": 0.5471760025660973, "percentage": 54.72, "elapsed_time": "15:09:32", "remaining_time": "12:32:40"} +{"current_steps": 24740, "total_steps": 45204, "loss": 0.4212, "learning_rate": 8.51959185976543e-06, "epoch": 0.5472866102076105, "percentage": 54.73, "elapsed_time": "15:09:42", "remaining_time": "12:32:28"} +{"current_steps": 24745, "total_steps": 45204, "loss": 0.566, "learning_rate": 8.516155332723497e-06, "epoch": 0.5473972178491238, "percentage": 54.74, "elapsed_time": "15:09:55", "remaining_time": "12:32:18"} +{"current_steps": 24750, "total_steps": 45204, "loss": 0.2239, "learning_rate": 8.512718984855343e-06, "epoch": 0.547507825490637, "percentage": 54.75, "elapsed_time": "15:10:04", "remaining_time": "12:32:06"} +{"current_steps": 24755, "total_steps": 45204, "loss": 0.3358, "learning_rate": 8.509282816575912e-06, "epoch": 0.5476184331321503, "percentage": 54.76, "elapsed_time": "15:10:16", "remaining_time": "12:31:55"} +{"current_steps": 24760, "total_steps": 45204, "loss": 0.3033, "learning_rate": 8.505846828300112e-06, "epoch": 0.5477290407736636, "percentage": 54.77, "elapsed_time": "15:10:27", "remaining_time": "12:31:45"} +{"current_steps": 24765, "total_steps": 45204, "loss": 0.3881, "learning_rate": 8.50241102044284e-06, "epoch": 0.5478396484151768, "percentage": 54.78, "elapsed_time": "15:10:37", "remaining_time": "12:31:33"} +{"current_steps": 24770, "total_steps": 45204, "loss": 0.3066, "learning_rate": 8.498975393418975e-06, "epoch": 0.5479502560566901, "percentage": 54.8, "elapsed_time": "15:10:48", "remaining_time": "12:31:21"} +{"current_steps": 24775, "total_steps": 45204, "loss": 0.3311, "learning_rate": 8.495539947643358e-06, "epoch": 0.5480608636982034, "percentage": 54.81, "elapsed_time": "15:10:59", "remaining_time": "12:31:10"} +{"current_steps": 24780, "total_steps": 45204, "loss": 0.3374, "learning_rate": 8.492104683530828e-06, "epoch": 0.5481714713397167, "percentage": 54.82, "elapsed_time": "15:11:09", "remaining_time": "12:30:59"} +{"current_steps": 24785, "total_steps": 45204, "loss": 0.3243, "learning_rate": 8.488669601496184e-06, "epoch": 0.5482820789812299, "percentage": 54.83, "elapsed_time": "15:11:20", "remaining_time": "12:30:47"} +{"current_steps": 24790, "total_steps": 45204, "loss": 0.4255, "learning_rate": 8.485234701954212e-06, "epoch": 0.5483926866227431, "percentage": 54.84, "elapsed_time": "15:11:28", "remaining_time": "12:30:34"} +{"current_steps": 24795, "total_steps": 45204, "loss": 0.4092, "learning_rate": 8.481799985319681e-06, "epoch": 0.5485032942642564, "percentage": 54.85, "elapsed_time": "15:11:42", "remaining_time": "12:30:26"} +{"current_steps": 24800, "total_steps": 45204, "loss": 0.4763, "learning_rate": 8.478365452007327e-06, "epoch": 0.5486139019057696, "percentage": 54.86, "elapsed_time": "15:11:54", "remaining_time": "12:30:15"} +{"current_steps": 24805, "total_steps": 45204, "loss": 0.428, "learning_rate": 8.474931102431868e-06, "epoch": 0.5487245095472829, "percentage": 54.87, "elapsed_time": "15:12:07", "remaining_time": "12:30:06"} +{"current_steps": 24810, "total_steps": 45204, "loss": 0.2366, "learning_rate": 8.471496937008005e-06, "epoch": 0.5488351171887962, "percentage": 54.88, "elapsed_time": "15:12:16", "remaining_time": "12:29:53"} +{"current_steps": 24815, "total_steps": 45204, "loss": 0.4284, "learning_rate": 8.468062956150409e-06, "epoch": 0.5489457248303095, "percentage": 54.9, "elapsed_time": "15:12:29", "remaining_time": "12:29:44"} +{"current_steps": 24820, "total_steps": 45204, "loss": 0.414, "learning_rate": 8.464629160273729e-06, "epoch": 0.5490563324718227, "percentage": 54.91, "elapsed_time": "15:12:43", "remaining_time": "12:29:35"} +{"current_steps": 24825, "total_steps": 45204, "loss": 0.3546, "learning_rate": 8.461195549792605e-06, "epoch": 0.549166940113336, "percentage": 54.92, "elapsed_time": "15:12:52", "remaining_time": "12:29:23"} +{"current_steps": 24830, "total_steps": 45204, "loss": 0.2931, "learning_rate": 8.457762125121637e-06, "epoch": 0.5492775477548493, "percentage": 54.93, "elapsed_time": "15:13:03", "remaining_time": "12:29:12"} +{"current_steps": 24835, "total_steps": 45204, "loss": 0.3755, "learning_rate": 8.454328886675407e-06, "epoch": 0.5493881553963624, "percentage": 54.94, "elapsed_time": "15:13:17", "remaining_time": "12:29:03"} +{"current_steps": 24840, "total_steps": 45204, "loss": 0.3866, "learning_rate": 8.450895834868487e-06, "epoch": 0.5494987630378757, "percentage": 54.95, "elapsed_time": "15:13:27", "remaining_time": "12:28:51"} +{"current_steps": 24845, "total_steps": 45204, "loss": 0.2214, "learning_rate": 8.44746297011541e-06, "epoch": 0.549609370679389, "percentage": 54.96, "elapsed_time": "15:13:36", "remaining_time": "12:28:39"} +{"current_steps": 24850, "total_steps": 45204, "loss": 0.3022, "learning_rate": 8.444030292830692e-06, "epoch": 0.5497199783209022, "percentage": 54.97, "elapsed_time": "15:13:47", "remaining_time": "12:28:28"} +{"current_steps": 24855, "total_steps": 45204, "loss": 0.2485, "learning_rate": 8.440597803428833e-06, "epoch": 0.5498305859624155, "percentage": 54.98, "elapsed_time": "15:13:58", "remaining_time": "12:28:16"} +{"current_steps": 24860, "total_steps": 45204, "loss": 0.2252, "learning_rate": 8.437165502324304e-06, "epoch": 0.5499411936039288, "percentage": 55.0, "elapsed_time": "15:14:08", "remaining_time": "12:28:04"} +{"current_steps": 24865, "total_steps": 45204, "loss": 0.404, "learning_rate": 8.433733389931548e-06, "epoch": 0.5500518012454421, "percentage": 55.01, "elapsed_time": "15:14:19", "remaining_time": "12:27:53"} +{"current_steps": 24870, "total_steps": 45204, "loss": 0.3914, "learning_rate": 8.430301466665003e-06, "epoch": 0.5501624088869553, "percentage": 55.02, "elapsed_time": "15:14:32", "remaining_time": "12:27:44"} +{"current_steps": 24875, "total_steps": 45204, "loss": 0.4401, "learning_rate": 8.426869732939065e-06, "epoch": 0.5502730165284686, "percentage": 55.03, "elapsed_time": "15:14:42", "remaining_time": "12:27:32"} +{"current_steps": 24880, "total_steps": 45204, "loss": 0.3099, "learning_rate": 8.423438189168112e-06, "epoch": 0.5503836241699819, "percentage": 55.04, "elapsed_time": "15:14:54", "remaining_time": "12:27:22"} +{"current_steps": 24885, "total_steps": 45204, "loss": 0.2437, "learning_rate": 8.420006835766508e-06, "epoch": 0.550494231811495, "percentage": 55.05, "elapsed_time": "15:15:02", "remaining_time": "12:27:08"} +{"current_steps": 24890, "total_steps": 45204, "loss": 0.3794, "learning_rate": 8.41657567314858e-06, "epoch": 0.5506048394530083, "percentage": 55.06, "elapsed_time": "15:15:15", "remaining_time": "12:26:59"} +{"current_steps": 24895, "total_steps": 45204, "loss": 0.3922, "learning_rate": 8.413144701728654e-06, "epoch": 0.5507154470945216, "percentage": 55.07, "elapsed_time": "15:15:27", "remaining_time": "12:26:49"} +{"current_steps": 24900, "total_steps": 45204, "loss": 0.2625, "learning_rate": 8.409713921921008e-06, "epoch": 0.5508260547360349, "percentage": 55.08, "elapsed_time": "15:15:37", "remaining_time": "12:26:37"} +{"current_steps": 24905, "total_steps": 45204, "loss": 0.4353, "learning_rate": 8.406283334139905e-06, "epoch": 0.5509366623775481, "percentage": 55.09, "elapsed_time": "15:15:48", "remaining_time": "12:26:25"} +{"current_steps": 24910, "total_steps": 45204, "loss": 0.3708, "learning_rate": 8.402852938799598e-06, "epoch": 0.5510472700190614, "percentage": 55.11, "elapsed_time": "15:15:58", "remaining_time": "12:26:13"} +{"current_steps": 24915, "total_steps": 45204, "loss": 0.4019, "learning_rate": 8.399422736314297e-06, "epoch": 0.5511578776605747, "percentage": 55.12, "elapsed_time": "15:16:10", "remaining_time": "12:26:03"} +{"current_steps": 24920, "total_steps": 45204, "loss": 0.3555, "learning_rate": 8.395992727098202e-06, "epoch": 0.5512684853020879, "percentage": 55.13, "elapsed_time": "15:16:20", "remaining_time": "12:25:52"} +{"current_steps": 24925, "total_steps": 45204, "loss": 0.3579, "learning_rate": 8.392562911565487e-06, "epoch": 0.5513790929436012, "percentage": 55.14, "elapsed_time": "15:16:30", "remaining_time": "12:25:40"} +{"current_steps": 24930, "total_steps": 45204, "loss": 0.1754, "learning_rate": 8.389133290130295e-06, "epoch": 0.5514897005851144, "percentage": 55.15, "elapsed_time": "15:16:39", "remaining_time": "12:25:27"} +{"current_steps": 24935, "total_steps": 45204, "loss": 0.3491, "learning_rate": 8.385703863206755e-06, "epoch": 0.5516003082266276, "percentage": 55.16, "elapsed_time": "15:16:48", "remaining_time": "12:25:15"} +{"current_steps": 24940, "total_steps": 45204, "loss": 0.4412, "learning_rate": 8.382274631208976e-06, "epoch": 0.5517109158681409, "percentage": 55.17, "elapsed_time": "15:16:58", "remaining_time": "12:25:02"} +{"current_steps": 24945, "total_steps": 45204, "loss": 0.3019, "learning_rate": 8.378845594551025e-06, "epoch": 0.5518215235096542, "percentage": 55.18, "elapsed_time": "15:17:07", "remaining_time": "12:24:50"} +{"current_steps": 24950, "total_steps": 45204, "loss": 0.4514, "learning_rate": 8.375416753646962e-06, "epoch": 0.5519321311511675, "percentage": 55.19, "elapsed_time": "15:17:17", "remaining_time": "12:24:38"} +{"current_steps": 24955, "total_steps": 45204, "loss": 0.2197, "learning_rate": 8.371988108910823e-06, "epoch": 0.5520427387926807, "percentage": 55.21, "elapsed_time": "15:17:27", "remaining_time": "12:24:26"} +{"current_steps": 24960, "total_steps": 45204, "loss": 0.4282, "learning_rate": 8.368559660756612e-06, "epoch": 0.552153346434194, "percentage": 55.22, "elapsed_time": "15:17:40", "remaining_time": "12:24:17"} +{"current_steps": 24965, "total_steps": 45204, "loss": 0.3809, "learning_rate": 8.365131409598308e-06, "epoch": 0.5522639540757073, "percentage": 55.23, "elapsed_time": "15:17:52", "remaining_time": "12:24:06"} +{"current_steps": 24970, "total_steps": 45204, "loss": 0.4298, "learning_rate": 8.361703355849881e-06, "epoch": 0.5523745617172205, "percentage": 55.24, "elapsed_time": "15:18:04", "remaining_time": "12:23:56"} +{"current_steps": 24975, "total_steps": 45204, "loss": 0.439, "learning_rate": 8.358275499925262e-06, "epoch": 0.5524851693587338, "percentage": 55.25, "elapsed_time": "15:18:16", "remaining_time": "12:23:46"} +{"current_steps": 24980, "total_steps": 45204, "loss": 0.3285, "learning_rate": 8.35484784223836e-06, "epoch": 0.552595777000247, "percentage": 55.26, "elapsed_time": "15:18:26", "remaining_time": "12:23:34"} +{"current_steps": 24985, "total_steps": 45204, "loss": 0.4327, "learning_rate": 8.351420383203073e-06, "epoch": 0.5527063846417603, "percentage": 55.27, "elapsed_time": "15:18:38", "remaining_time": "12:23:24"} +{"current_steps": 24990, "total_steps": 45204, "loss": 0.4339, "learning_rate": 8.347993123233256e-06, "epoch": 0.5528169922832735, "percentage": 55.28, "elapsed_time": "15:18:51", "remaining_time": "12:23:15"} +{"current_steps": 24995, "total_steps": 45204, "loss": 0.4037, "learning_rate": 8.344566062742758e-06, "epoch": 0.5529275999247868, "percentage": 55.29, "elapsed_time": "15:19:01", "remaining_time": "12:23:03"} +{"current_steps": 25000, "total_steps": 45204, "loss": 0.4559, "learning_rate": 8.341139202145389e-06, "epoch": 0.5530382075663001, "percentage": 55.3, "elapsed_time": "15:19:15", "remaining_time": "12:22:54"} +{"current_steps": 25005, "total_steps": 45204, "loss": 0.3712, "learning_rate": 8.337712541854941e-06, "epoch": 0.5531488152078133, "percentage": 55.32, "elapsed_time": "15:19:25", "remaining_time": "12:22:42"} +{"current_steps": 25010, "total_steps": 45204, "loss": 0.4164, "learning_rate": 8.33428608228519e-06, "epoch": 0.5532594228493266, "percentage": 55.33, "elapsed_time": "15:19:37", "remaining_time": "12:22:32"} +{"current_steps": 25015, "total_steps": 45204, "loss": 0.2307, "learning_rate": 8.330859823849872e-06, "epoch": 0.5533700304908399, "percentage": 55.34, "elapsed_time": "15:19:47", "remaining_time": "12:22:20"} +{"current_steps": 25020, "total_steps": 45204, "loss": 0.2404, "learning_rate": 8.327433766962709e-06, "epoch": 0.5534806381323532, "percentage": 55.35, "elapsed_time": "15:19:59", "remaining_time": "12:22:10"} +{"current_steps": 25025, "total_steps": 45204, "loss": 0.266, "learning_rate": 8.324007912037401e-06, "epoch": 0.5535912457738663, "percentage": 55.36, "elapsed_time": "15:20:09", "remaining_time": "12:21:58"} +{"current_steps": 25030, "total_steps": 45204, "loss": 0.4037, "learning_rate": 8.32058225948761e-06, "epoch": 0.5537018534153796, "percentage": 55.37, "elapsed_time": "15:20:19", "remaining_time": "12:21:46"} +{"current_steps": 25035, "total_steps": 45204, "loss": 0.4476, "learning_rate": 8.317156809726987e-06, "epoch": 0.5538124610568929, "percentage": 55.38, "elapsed_time": "15:20:30", "remaining_time": "12:21:35"} +{"current_steps": 25040, "total_steps": 45204, "loss": 0.4611, "learning_rate": 8.313731563169158e-06, "epoch": 0.5539230686984061, "percentage": 55.39, "elapsed_time": "15:20:39", "remaining_time": "12:21:23"} +{"current_steps": 25045, "total_steps": 45204, "loss": 0.4561, "learning_rate": 8.310306520227716e-06, "epoch": 0.5540336763399194, "percentage": 55.4, "elapsed_time": "15:20:50", "remaining_time": "12:21:12"} +{"current_steps": 25050, "total_steps": 45204, "loss": 0.2591, "learning_rate": 8.30688168131623e-06, "epoch": 0.5541442839814327, "percentage": 55.42, "elapsed_time": "15:21:02", "remaining_time": "12:21:01"} +{"current_steps": 25055, "total_steps": 45204, "loss": 0.3439, "learning_rate": 8.303457046848257e-06, "epoch": 0.5542548916229459, "percentage": 55.43, "elapsed_time": "15:21:13", "remaining_time": "12:20:50"} +{"current_steps": 25060, "total_steps": 45204, "loss": 0.3398, "learning_rate": 8.300032617237316e-06, "epoch": 0.5543654992644592, "percentage": 55.44, "elapsed_time": "15:21:27", "remaining_time": "12:20:41"} +{"current_steps": 25065, "total_steps": 45204, "loss": 0.4254, "learning_rate": 8.296608392896903e-06, "epoch": 0.5544761069059725, "percentage": 55.45, "elapsed_time": "15:21:38", "remaining_time": "12:20:30"} +{"current_steps": 25070, "total_steps": 45204, "loss": 0.3396, "learning_rate": 8.2931843742405e-06, "epoch": 0.5545867145474856, "percentage": 55.46, "elapsed_time": "15:21:47", "remaining_time": "12:20:18"} +{"current_steps": 25075, "total_steps": 45204, "loss": 0.2736, "learning_rate": 8.289760561681547e-06, "epoch": 0.5546973221889989, "percentage": 55.47, "elapsed_time": "15:21:58", "remaining_time": "12:20:07"} +{"current_steps": 25080, "total_steps": 45204, "loss": 0.3988, "learning_rate": 8.286336955633471e-06, "epoch": 0.5548079298305122, "percentage": 55.48, "elapsed_time": "15:22:11", "remaining_time": "12:19:57"} +{"current_steps": 25085, "total_steps": 45204, "loss": 0.3118, "learning_rate": 8.282913556509678e-06, "epoch": 0.5549185374720255, "percentage": 55.49, "elapsed_time": "15:22:22", "remaining_time": "12:19:46"} +{"current_steps": 25090, "total_steps": 45204, "loss": 0.2099, "learning_rate": 8.279490364723538e-06, "epoch": 0.5550291451135387, "percentage": 55.5, "elapsed_time": "15:22:34", "remaining_time": "12:19:35"} +{"current_steps": 25095, "total_steps": 45204, "loss": 0.2743, "learning_rate": 8.276067380688394e-06, "epoch": 0.555139752755052, "percentage": 55.51, "elapsed_time": "15:22:42", "remaining_time": "12:19:23"} +{"current_steps": 25100, "total_steps": 45204, "loss": 0.3077, "learning_rate": 8.272644604817579e-06, "epoch": 0.5552503603965653, "percentage": 55.53, "elapsed_time": "15:22:53", "remaining_time": "12:19:11"} +{"current_steps": 25105, "total_steps": 45204, "loss": 0.3121, "learning_rate": 8.269222037524385e-06, "epoch": 0.5553609680380786, "percentage": 55.54, "elapsed_time": "15:23:04", "remaining_time": "12:19:00"} +{"current_steps": 25110, "total_steps": 45204, "loss": 0.1915, "learning_rate": 8.265799679222097e-06, "epoch": 0.5554715756795918, "percentage": 55.55, "elapsed_time": "15:23:13", "remaining_time": "12:18:48"} +{"current_steps": 25115, "total_steps": 45204, "loss": 0.4364, "learning_rate": 8.262377530323953e-06, "epoch": 0.5555821833211051, "percentage": 55.56, "elapsed_time": "15:23:27", "remaining_time": "12:18:39"} +{"current_steps": 25120, "total_steps": 45204, "loss": 0.3465, "learning_rate": 8.258955591243177e-06, "epoch": 0.5556927909626183, "percentage": 55.57, "elapsed_time": "15:23:38", "remaining_time": "12:18:28"} +{"current_steps": 25125, "total_steps": 45204, "loss": 0.4124, "learning_rate": 8.255533862392976e-06, "epoch": 0.5558033986041315, "percentage": 55.58, "elapsed_time": "15:23:48", "remaining_time": "12:18:16"} +{"current_steps": 25130, "total_steps": 45204, "loss": 0.3455, "learning_rate": 8.252112344186513e-06, "epoch": 0.5559140062456448, "percentage": 55.59, "elapsed_time": "15:23:59", "remaining_time": "12:18:05"} +{"current_steps": 25135, "total_steps": 45204, "loss": 0.3281, "learning_rate": 8.248691037036939e-06, "epoch": 0.5560246138871581, "percentage": 55.6, "elapsed_time": "15:24:08", "remaining_time": "12:17:52"} +{"current_steps": 25140, "total_steps": 45204, "loss": 0.2957, "learning_rate": 8.245269941357378e-06, "epoch": 0.5561352215286713, "percentage": 55.61, "elapsed_time": "15:24:16", "remaining_time": "12:17:39"} +{"current_steps": 25145, "total_steps": 45204, "loss": 0.3208, "learning_rate": 8.241849057560924e-06, "epoch": 0.5562458291701846, "percentage": 55.63, "elapsed_time": "15:24:26", "remaining_time": "12:17:27"} +{"current_steps": 25150, "total_steps": 45204, "loss": 0.3279, "learning_rate": 8.238428386060643e-06, "epoch": 0.5563564368116979, "percentage": 55.64, "elapsed_time": "15:24:35", "remaining_time": "12:17:15"} +{"current_steps": 25155, "total_steps": 45204, "loss": 0.3402, "learning_rate": 8.235007927269592e-06, "epoch": 0.5564670444532112, "percentage": 55.65, "elapsed_time": "15:24:49", "remaining_time": "12:17:06"} +{"current_steps": 25160, "total_steps": 45204, "loss": 0.2254, "learning_rate": 8.231587681600779e-06, "epoch": 0.5565776520947244, "percentage": 55.66, "elapsed_time": "15:24:59", "remaining_time": "12:16:54"} +{"current_steps": 25165, "total_steps": 45204, "loss": 0.3432, "learning_rate": 8.2281676494672e-06, "epoch": 0.5566882597362376, "percentage": 55.67, "elapsed_time": "15:25:10", "remaining_time": "12:16:42"} +{"current_steps": 25170, "total_steps": 45204, "loss": 0.4686, "learning_rate": 8.224747831281829e-06, "epoch": 0.5567988673777509, "percentage": 55.68, "elapsed_time": "15:25:21", "remaining_time": "12:16:31"} +{"current_steps": 25175, "total_steps": 45204, "loss": 0.2851, "learning_rate": 8.221328227457601e-06, "epoch": 0.5569094750192641, "percentage": 55.69, "elapsed_time": "15:25:33", "remaining_time": "12:16:21"} +{"current_steps": 25180, "total_steps": 45204, "loss": 0.3396, "learning_rate": 8.217908838407433e-06, "epoch": 0.5570200826607774, "percentage": 55.7, "elapsed_time": "15:25:44", "remaining_time": "12:16:11"} +{"current_steps": 25185, "total_steps": 45204, "loss": 0.3441, "learning_rate": 8.21448966454422e-06, "epoch": 0.5571306903022907, "percentage": 55.71, "elapsed_time": "15:25:56", "remaining_time": "12:16:00"} +{"current_steps": 25190, "total_steps": 45204, "loss": 0.2734, "learning_rate": 8.211070706280823e-06, "epoch": 0.557241297943804, "percentage": 55.73, "elapsed_time": "15:26:06", "remaining_time": "12:15:48"} +{"current_steps": 25195, "total_steps": 45204, "loss": 0.3226, "learning_rate": 8.207651964030075e-06, "epoch": 0.5573519055853172, "percentage": 55.74, "elapsed_time": "15:26:17", "remaining_time": "12:15:37"} +{"current_steps": 25200, "total_steps": 45204, "loss": 0.3399, "learning_rate": 8.204233438204798e-06, "epoch": 0.5574625132268305, "percentage": 55.75, "elapsed_time": "15:26:26", "remaining_time": "12:15:24"} +{"current_steps": 25205, "total_steps": 45204, "loss": 0.3927, "learning_rate": 8.200815129217768e-06, "epoch": 0.5575731208683438, "percentage": 55.76, "elapsed_time": "15:26:37", "remaining_time": "12:15:13"} +{"current_steps": 25210, "total_steps": 45204, "loss": 0.3154, "learning_rate": 8.197397037481756e-06, "epoch": 0.557683728509857, "percentage": 55.77, "elapsed_time": "15:26:46", "remaining_time": "12:15:01"} +{"current_steps": 25215, "total_steps": 45204, "loss": 0.1943, "learning_rate": 8.193979163409487e-06, "epoch": 0.5577943361513702, "percentage": 55.78, "elapsed_time": "15:26:55", "remaining_time": "12:14:48"} +{"current_steps": 25220, "total_steps": 45204, "loss": 0.3379, "learning_rate": 8.190561507413667e-06, "epoch": 0.5579049437928835, "percentage": 55.79, "elapsed_time": "15:27:07", "remaining_time": "12:14:38"} +{"current_steps": 25225, "total_steps": 45204, "loss": 0.3777, "learning_rate": 8.187144069906985e-06, "epoch": 0.5580155514343967, "percentage": 55.8, "elapsed_time": "15:27:17", "remaining_time": "12:14:26"} +{"current_steps": 25230, "total_steps": 45204, "loss": 0.2845, "learning_rate": 8.18372685130209e-06, "epoch": 0.55812615907591, "percentage": 55.81, "elapsed_time": "15:27:28", "remaining_time": "12:14:15"} +{"current_steps": 25235, "total_steps": 45204, "loss": 0.2638, "learning_rate": 8.180309852011607e-06, "epoch": 0.5582367667174233, "percentage": 55.82, "elapsed_time": "15:27:40", "remaining_time": "12:14:05"} +{"current_steps": 25240, "total_steps": 45204, "loss": 0.3377, "learning_rate": 8.176893072448148e-06, "epoch": 0.5583473743589366, "percentage": 55.84, "elapsed_time": "15:27:51", "remaining_time": "12:13:54"} +{"current_steps": 25245, "total_steps": 45204, "loss": 0.2958, "learning_rate": 8.173476513024278e-06, "epoch": 0.5584579820004498, "percentage": 55.85, "elapsed_time": "15:28:02", "remaining_time": "12:13:43"} +{"current_steps": 25250, "total_steps": 45204, "loss": 0.2999, "learning_rate": 8.170060174152548e-06, "epoch": 0.5585685896419631, "percentage": 55.86, "elapsed_time": "15:28:11", "remaining_time": "12:13:30"} +{"current_steps": 25255, "total_steps": 45204, "loss": 0.3236, "learning_rate": 8.166644056245484e-06, "epoch": 0.5586791972834764, "percentage": 55.87, "elapsed_time": "15:28:22", "remaining_time": "12:13:19"} +{"current_steps": 25260, "total_steps": 45204, "loss": 0.2982, "learning_rate": 8.163228159715577e-06, "epoch": 0.5587898049249895, "percentage": 55.88, "elapsed_time": "15:28:32", "remaining_time": "12:13:07"} +{"current_steps": 25265, "total_steps": 45204, "loss": 0.342, "learning_rate": 8.159812484975294e-06, "epoch": 0.5589004125665028, "percentage": 55.89, "elapsed_time": "15:28:43", "remaining_time": "12:12:56"} +{"current_steps": 25270, "total_steps": 45204, "loss": 0.4551, "learning_rate": 8.156397032437083e-06, "epoch": 0.5590110202080161, "percentage": 55.9, "elapsed_time": "15:29:01", "remaining_time": "12:12:51"} +{"current_steps": 25275, "total_steps": 45204, "loss": 0.3361, "learning_rate": 8.152981802513354e-06, "epoch": 0.5591216278495293, "percentage": 55.91, "elapsed_time": "15:29:13", "remaining_time": "12:12:40"} +{"current_steps": 25280, "total_steps": 45204, "loss": 0.3127, "learning_rate": 8.149566795616493e-06, "epoch": 0.5592322354910426, "percentage": 55.92, "elapsed_time": "15:29:22", "remaining_time": "12:12:28"} +{"current_steps": 25285, "total_steps": 45204, "loss": 0.3417, "learning_rate": 8.146152012158869e-06, "epoch": 0.5593428431325559, "percentage": 55.94, "elapsed_time": "15:29:33", "remaining_time": "12:12:16"} +{"current_steps": 25290, "total_steps": 45204, "loss": 0.3761, "learning_rate": 8.14273745255281e-06, "epoch": 0.5594534507740692, "percentage": 55.95, "elapsed_time": "15:29:45", "remaining_time": "12:12:06"} +{"current_steps": 25295, "total_steps": 45204, "loss": 0.2446, "learning_rate": 8.13932311721062e-06, "epoch": 0.5595640584155824, "percentage": 55.96, "elapsed_time": "15:29:57", "remaining_time": "12:11:56"} +{"current_steps": 25300, "total_steps": 45204, "loss": 0.3652, "learning_rate": 8.135909006544587e-06, "epoch": 0.5596746660570957, "percentage": 55.97, "elapsed_time": "15:30:07", "remaining_time": "12:11:44"} +{"current_steps": 25305, "total_steps": 45204, "loss": 0.3545, "learning_rate": 8.13249512096696e-06, "epoch": 0.559785273698609, "percentage": 55.98, "elapsed_time": "15:30:19", "remaining_time": "12:11:34"} +{"current_steps": 25310, "total_steps": 45204, "loss": 0.4206, "learning_rate": 8.129081460889962e-06, "epoch": 0.5598958813401221, "percentage": 55.99, "elapsed_time": "15:30:31", "remaining_time": "12:11:24"} +{"current_steps": 25315, "total_steps": 45204, "loss": 0.4785, "learning_rate": 8.125668026725795e-06, "epoch": 0.5600064889816354, "percentage": 56.0, "elapsed_time": "15:30:42", "remaining_time": "12:11:13"} +{"current_steps": 25320, "total_steps": 45204, "loss": 0.2977, "learning_rate": 8.122254818886628e-06, "epoch": 0.5601170966231487, "percentage": 56.01, "elapsed_time": "15:30:54", "remaining_time": "12:11:02"} +{"current_steps": 25325, "total_steps": 45204, "loss": 0.373, "learning_rate": 8.118841837784608e-06, "epoch": 0.560227704264662, "percentage": 56.02, "elapsed_time": "15:31:05", "remaining_time": "12:10:52"} +{"current_steps": 25330, "total_steps": 45204, "loss": 0.2278, "learning_rate": 8.115429083831848e-06, "epoch": 0.5603383119061752, "percentage": 56.03, "elapsed_time": "15:31:15", "remaining_time": "12:10:40"} +{"current_steps": 25335, "total_steps": 45204, "loss": 0.289, "learning_rate": 8.112016557440436e-06, "epoch": 0.5604489195476885, "percentage": 56.05, "elapsed_time": "15:31:26", "remaining_time": "12:10:28"} +{"current_steps": 25340, "total_steps": 45204, "loss": 0.5067, "learning_rate": 8.10860425902244e-06, "epoch": 0.5605595271892018, "percentage": 56.06, "elapsed_time": "15:31:40", "remaining_time": "12:10:20"} +{"current_steps": 25345, "total_steps": 45204, "loss": 0.181, "learning_rate": 8.105192188989886e-06, "epoch": 0.560670134830715, "percentage": 56.07, "elapsed_time": "15:31:50", "remaining_time": "12:10:08"} +{"current_steps": 25350, "total_steps": 45204, "loss": 0.2556, "learning_rate": 8.101780347754783e-06, "epoch": 0.5607807424722283, "percentage": 56.08, "elapsed_time": "15:32:00", "remaining_time": "12:09:56"} +{"current_steps": 25355, "total_steps": 45204, "loss": 0.252, "learning_rate": 8.098368735729116e-06, "epoch": 0.5608913501137415, "percentage": 56.09, "elapsed_time": "15:32:10", "remaining_time": "12:09:44"} +{"current_steps": 25360, "total_steps": 45204, "loss": 0.3575, "learning_rate": 8.094957353324825e-06, "epoch": 0.5610019577552547, "percentage": 56.1, "elapsed_time": "15:32:21", "remaining_time": "12:09:33"} +{"current_steps": 25365, "total_steps": 45204, "loss": 0.2943, "learning_rate": 8.091546200953842e-06, "epoch": 0.561112565396768, "percentage": 56.11, "elapsed_time": "15:32:30", "remaining_time": "12:09:20"} +{"current_steps": 25370, "total_steps": 45204, "loss": 0.2756, "learning_rate": 8.08813527902806e-06, "epoch": 0.5612231730382813, "percentage": 56.12, "elapsed_time": "15:32:41", "remaining_time": "12:09:09"} +{"current_steps": 25375, "total_steps": 45204, "loss": 0.4769, "learning_rate": 8.084724587959348e-06, "epoch": 0.5613337806797946, "percentage": 56.13, "elapsed_time": "15:32:52", "remaining_time": "12:08:59"} +{"current_steps": 25380, "total_steps": 45204, "loss": 0.2726, "learning_rate": 8.081314128159539e-06, "epoch": 0.5614443883213078, "percentage": 56.15, "elapsed_time": "15:33:04", "remaining_time": "12:08:48"} +{"current_steps": 25385, "total_steps": 45204, "loss": 0.3441, "learning_rate": 8.077903900040456e-06, "epoch": 0.5615549959628211, "percentage": 56.16, "elapsed_time": "15:33:14", "remaining_time": "12:08:37"} +{"current_steps": 25390, "total_steps": 45204, "loss": 0.3686, "learning_rate": 8.074493904013875e-06, "epoch": 0.5616656036043344, "percentage": 56.17, "elapsed_time": "15:33:26", "remaining_time": "12:08:26"} +{"current_steps": 25395, "total_steps": 45204, "loss": 0.3563, "learning_rate": 8.071084140491552e-06, "epoch": 0.5617762112458476, "percentage": 56.18, "elapsed_time": "15:33:39", "remaining_time": "12:08:17"} +{"current_steps": 25400, "total_steps": 45204, "loss": 0.2394, "learning_rate": 8.067674609885221e-06, "epoch": 0.5618868188873609, "percentage": 56.19, "elapsed_time": "15:33:48", "remaining_time": "12:08:04"} +{"current_steps": 25405, "total_steps": 45204, "loss": 0.3285, "learning_rate": 8.06426531260658e-06, "epoch": 0.5619974265288741, "percentage": 56.2, "elapsed_time": "15:33:58", "remaining_time": "12:07:52"} +{"current_steps": 25410, "total_steps": 45204, "loss": 0.408, "learning_rate": 8.060856249067291e-06, "epoch": 0.5621080341703873, "percentage": 56.21, "elapsed_time": "15:34:11", "remaining_time": "12:07:43"} +{"current_steps": 25415, "total_steps": 45204, "loss": 0.3334, "learning_rate": 8.05744741967901e-06, "epoch": 0.5622186418119006, "percentage": 56.22, "elapsed_time": "15:34:26", "remaining_time": "12:07:35"} +{"current_steps": 25420, "total_steps": 45204, "loss": 0.343, "learning_rate": 8.054038824853347e-06, "epoch": 0.5623292494534139, "percentage": 56.23, "elapsed_time": "15:34:39", "remaining_time": "12:07:26"} +{"current_steps": 25425, "total_steps": 45204, "loss": 0.2923, "learning_rate": 8.050630465001887e-06, "epoch": 0.5624398570949272, "percentage": 56.25, "elapsed_time": "15:34:49", "remaining_time": "12:07:14"} +{"current_steps": 25430, "total_steps": 45204, "loss": 0.3957, "learning_rate": 8.04722234053619e-06, "epoch": 0.5625504647364404, "percentage": 56.26, "elapsed_time": "15:34:59", "remaining_time": "12:07:02"} +{"current_steps": 25435, "total_steps": 45204, "loss": 0.3457, "learning_rate": 8.043814451867784e-06, "epoch": 0.5626610723779537, "percentage": 56.27, "elapsed_time": "15:35:09", "remaining_time": "12:06:50"} +{"current_steps": 25440, "total_steps": 45204, "loss": 0.4007, "learning_rate": 8.040406799408177e-06, "epoch": 0.562771680019467, "percentage": 56.28, "elapsed_time": "15:35:19", "remaining_time": "12:06:38"} +{"current_steps": 25445, "total_steps": 45204, "loss": 0.4237, "learning_rate": 8.036999383568836e-06, "epoch": 0.5628822876609803, "percentage": 56.29, "elapsed_time": "15:35:30", "remaining_time": "12:06:27"} +{"current_steps": 25450, "total_steps": 45204, "loss": 0.377, "learning_rate": 8.033592204761205e-06, "epoch": 0.5629928953024934, "percentage": 56.3, "elapsed_time": "15:35:40", "remaining_time": "12:06:15"} +{"current_steps": 25455, "total_steps": 45204, "loss": 0.2502, "learning_rate": 8.030185263396705e-06, "epoch": 0.5631035029440067, "percentage": 56.31, "elapsed_time": "15:35:52", "remaining_time": "12:06:05"} +{"current_steps": 25460, "total_steps": 45204, "loss": 0.34, "learning_rate": 8.026778559886719e-06, "epoch": 0.56321411058552, "percentage": 56.32, "elapsed_time": "15:36:03", "remaining_time": "12:05:54"} +{"current_steps": 25465, "total_steps": 45204, "loss": 0.5062, "learning_rate": 8.023372094642603e-06, "epoch": 0.5633247182270332, "percentage": 56.33, "elapsed_time": "15:36:16", "remaining_time": "12:05:44"} +{"current_steps": 25470, "total_steps": 45204, "loss": 0.344, "learning_rate": 8.019965868075694e-06, "epoch": 0.5634353258685465, "percentage": 56.34, "elapsed_time": "15:36:27", "remaining_time": "12:05:33"} +{"current_steps": 25475, "total_steps": 45204, "loss": 0.4238, "learning_rate": 8.016559880597287e-06, "epoch": 0.5635459335100598, "percentage": 56.36, "elapsed_time": "15:36:40", "remaining_time": "12:05:24"} +{"current_steps": 25480, "total_steps": 45204, "loss": 0.4646, "learning_rate": 8.013154132618653e-06, "epoch": 0.563656541151573, "percentage": 56.37, "elapsed_time": "15:36:54", "remaining_time": "12:05:15"} +{"current_steps": 25485, "total_steps": 45204, "loss": 0.3722, "learning_rate": 8.009748624551043e-06, "epoch": 0.5637671487930863, "percentage": 56.38, "elapsed_time": "15:37:06", "remaining_time": "12:05:05"} +{"current_steps": 25490, "total_steps": 45204, "loss": 0.3004, "learning_rate": 8.006343356805662e-06, "epoch": 0.5638777564345996, "percentage": 56.39, "elapsed_time": "15:37:14", "remaining_time": "12:04:52"} +{"current_steps": 25495, "total_steps": 45204, "loss": 0.3858, "learning_rate": 8.002938329793697e-06, "epoch": 0.5639883640761129, "percentage": 56.4, "elapsed_time": "15:37:24", "remaining_time": "12:04:39"} +{"current_steps": 25500, "total_steps": 45204, "loss": 0.4325, "learning_rate": 7.99953354392631e-06, "epoch": 0.564098971717626, "percentage": 56.41, "elapsed_time": "15:37:37", "remaining_time": "12:04:30"} +{"current_steps": 25505, "total_steps": 45204, "loss": 0.3974, "learning_rate": 7.996128999614621e-06, "epoch": 0.5642095793591393, "percentage": 56.42, "elapsed_time": "15:37:47", "remaining_time": "12:04:19"} +{"current_steps": 25510, "total_steps": 45204, "loss": 0.2779, "learning_rate": 7.992724697269727e-06, "epoch": 0.5643201870006526, "percentage": 56.43, "elapsed_time": "15:37:57", "remaining_time": "12:04:06"} +{"current_steps": 25515, "total_steps": 45204, "loss": 0.3233, "learning_rate": 7.989320637302705e-06, "epoch": 0.5644307946421658, "percentage": 56.44, "elapsed_time": "15:38:06", "remaining_time": "12:03:54"} +{"current_steps": 25520, "total_steps": 45204, "loss": 0.3366, "learning_rate": 7.985916820124589e-06, "epoch": 0.5645414022836791, "percentage": 56.46, "elapsed_time": "15:38:17", "remaining_time": "12:03:43"} +{"current_steps": 25525, "total_steps": 45204, "loss": 0.2705, "learning_rate": 7.982513246146383e-06, "epoch": 0.5646520099251924, "percentage": 56.47, "elapsed_time": "15:38:27", "remaining_time": "12:03:31"} +{"current_steps": 25530, "total_steps": 45204, "loss": 0.2956, "learning_rate": 7.979109915779076e-06, "epoch": 0.5647626175667056, "percentage": 56.48, "elapsed_time": "15:38:37", "remaining_time": "12:03:19"} +{"current_steps": 25535, "total_steps": 45204, "loss": 0.3539, "learning_rate": 7.975706829433614e-06, "epoch": 0.5648732252082189, "percentage": 56.49, "elapsed_time": "15:38:47", "remaining_time": "12:03:07"} +{"current_steps": 25540, "total_steps": 45204, "loss": 0.3131, "learning_rate": 7.972303987520924e-06, "epoch": 0.5649838328497322, "percentage": 56.5, "elapsed_time": "15:38:58", "remaining_time": "12:02:56"} +{"current_steps": 25545, "total_steps": 45204, "loss": 0.4115, "learning_rate": 7.968901390451894e-06, "epoch": 0.5650944404912454, "percentage": 56.51, "elapsed_time": "15:39:07", "remaining_time": "12:02:44"} +{"current_steps": 25550, "total_steps": 45204, "loss": 0.3825, "learning_rate": 7.965499038637385e-06, "epoch": 0.5652050481327586, "percentage": 56.52, "elapsed_time": "15:39:18", "remaining_time": "12:02:33"} +{"current_steps": 25555, "total_steps": 45204, "loss": 0.3985, "learning_rate": 7.962096932488236e-06, "epoch": 0.5653156557742719, "percentage": 56.53, "elapsed_time": "15:39:29", "remaining_time": "12:02:22"} +{"current_steps": 25560, "total_steps": 45204, "loss": 0.3748, "learning_rate": 7.958695072415244e-06, "epoch": 0.5654262634157852, "percentage": 56.54, "elapsed_time": "15:39:40", "remaining_time": "12:02:10"} +{"current_steps": 25565, "total_steps": 45204, "loss": 0.3097, "learning_rate": 7.955293458829185e-06, "epoch": 0.5655368710572984, "percentage": 56.55, "elapsed_time": "15:39:52", "remaining_time": "12:02:00"} +{"current_steps": 25570, "total_steps": 45204, "loss": 0.325, "learning_rate": 7.951892092140805e-06, "epoch": 0.5656474786988117, "percentage": 56.57, "elapsed_time": "15:40:01", "remaining_time": "12:01:47"} +{"current_steps": 25575, "total_steps": 45204, "loss": 0.2556, "learning_rate": 7.948490972760814e-06, "epoch": 0.565758086340325, "percentage": 56.58, "elapsed_time": "15:40:11", "remaining_time": "12:01:36"} +{"current_steps": 25580, "total_steps": 45204, "loss": 0.3588, "learning_rate": 7.945090101099896e-06, "epoch": 0.5658686939818383, "percentage": 56.59, "elapsed_time": "15:40:21", "remaining_time": "12:01:24"} +{"current_steps": 25585, "total_steps": 45204, "loss": 0.2518, "learning_rate": 7.941689477568711e-06, "epoch": 0.5659793016233515, "percentage": 56.6, "elapsed_time": "15:40:31", "remaining_time": "12:01:12"} +{"current_steps": 25590, "total_steps": 45204, "loss": 0.3602, "learning_rate": 7.938289102577878e-06, "epoch": 0.5660899092648648, "percentage": 56.61, "elapsed_time": "15:40:42", "remaining_time": "12:01:01"} +{"current_steps": 25595, "total_steps": 45204, "loss": 0.5141, "learning_rate": 7.93488897653799e-06, "epoch": 0.566200516906378, "percentage": 56.62, "elapsed_time": "15:40:53", "remaining_time": "12:00:50"} +{"current_steps": 25600, "total_steps": 45204, "loss": 0.4068, "learning_rate": 7.931489099859618e-06, "epoch": 0.5663111245478912, "percentage": 56.63, "elapsed_time": "15:41:06", "remaining_time": "12:00:40"} +{"current_steps": 25605, "total_steps": 45204, "loss": 0.3705, "learning_rate": 7.92808947295329e-06, "epoch": 0.5664217321894045, "percentage": 56.64, "elapsed_time": "15:41:16", "remaining_time": "12:00:29"} +{"current_steps": 25610, "total_steps": 45204, "loss": 0.3759, "learning_rate": 7.924690096229509e-06, "epoch": 0.5665323398309178, "percentage": 56.65, "elapsed_time": "15:41:28", "remaining_time": "12:00:18"} +{"current_steps": 25615, "total_steps": 45204, "loss": 0.2911, "learning_rate": 7.921290970098756e-06, "epoch": 0.566642947472431, "percentage": 56.67, "elapsed_time": "15:41:37", "remaining_time": "12:00:05"} +{"current_steps": 25620, "total_steps": 45204, "loss": 0.3972, "learning_rate": 7.91789209497147e-06, "epoch": 0.5667535551139443, "percentage": 56.68, "elapsed_time": "15:41:49", "remaining_time": "11:59:55"} +{"current_steps": 25625, "total_steps": 45204, "loss": 0.1946, "learning_rate": 7.914493471258057e-06, "epoch": 0.5668641627554576, "percentage": 56.69, "elapsed_time": "15:41:56", "remaining_time": "11:59:42"} +{"current_steps": 25630, "total_steps": 45204, "loss": 0.3087, "learning_rate": 7.911095099368912e-06, "epoch": 0.5669747703969709, "percentage": 56.7, "elapsed_time": "15:42:07", "remaining_time": "11:59:30"} +{"current_steps": 25635, "total_steps": 45204, "loss": 0.3164, "learning_rate": 7.907696979714385e-06, "epoch": 0.5670853780384841, "percentage": 56.71, "elapsed_time": "15:42:16", "remaining_time": "11:59:18"} +{"current_steps": 25640, "total_steps": 45204, "loss": 0.4342, "learning_rate": 7.904299112704788e-06, "epoch": 0.5671959856799973, "percentage": 56.72, "elapsed_time": "15:42:29", "remaining_time": "11:59:09"} +{"current_steps": 25645, "total_steps": 45204, "loss": 0.4583, "learning_rate": 7.900901498750421e-06, "epoch": 0.5673065933215106, "percentage": 56.73, "elapsed_time": "15:42:41", "remaining_time": "11:58:58"} +{"current_steps": 25650, "total_steps": 45204, "loss": 0.2918, "learning_rate": 7.897504138261543e-06, "epoch": 0.5674172009630238, "percentage": 56.74, "elapsed_time": "15:42:52", "remaining_time": "11:58:47"} +{"current_steps": 25655, "total_steps": 45204, "loss": 0.3567, "learning_rate": 7.894107031648389e-06, "epoch": 0.5675278086045371, "percentage": 56.75, "elapsed_time": "15:43:03", "remaining_time": "11:58:36"} +{"current_steps": 25660, "total_steps": 45204, "loss": 0.3816, "learning_rate": 7.890710179321149e-06, "epoch": 0.5676384162460504, "percentage": 56.76, "elapsed_time": "15:43:15", "remaining_time": "11:58:25"} +{"current_steps": 25665, "total_steps": 45204, "loss": 0.6022, "learning_rate": 7.887313581689995e-06, "epoch": 0.5677490238875637, "percentage": 56.78, "elapsed_time": "15:43:28", "remaining_time": "11:58:16"} +{"current_steps": 25670, "total_steps": 45204, "loss": 0.3223, "learning_rate": 7.883917239165073e-06, "epoch": 0.5678596315290769, "percentage": 56.79, "elapsed_time": "15:43:40", "remaining_time": "11:58:06"} +{"current_steps": 25675, "total_steps": 45204, "loss": 0.3771, "learning_rate": 7.88052115215648e-06, "epoch": 0.5679702391705902, "percentage": 56.8, "elapsed_time": "15:43:51", "remaining_time": "11:57:54"} +{"current_steps": 25680, "total_steps": 45204, "loss": 0.3106, "learning_rate": 7.877125321074296e-06, "epoch": 0.5680808468121035, "percentage": 56.81, "elapsed_time": "15:44:02", "remaining_time": "11:57:44"} +{"current_steps": 25685, "total_steps": 45204, "loss": 0.3609, "learning_rate": 7.87372974632857e-06, "epoch": 0.5681914544536167, "percentage": 56.82, "elapsed_time": "15:44:12", "remaining_time": "11:57:32"} +{"current_steps": 25690, "total_steps": 45204, "loss": 0.3059, "learning_rate": 7.870334428329313e-06, "epoch": 0.5683020620951299, "percentage": 56.83, "elapsed_time": "15:44:22", "remaining_time": "11:57:20"} +{"current_steps": 25695, "total_steps": 45204, "loss": 0.3579, "learning_rate": 7.866939367486505e-06, "epoch": 0.5684126697366432, "percentage": 56.84, "elapsed_time": "15:44:33", "remaining_time": "11:57:09"} +{"current_steps": 25700, "total_steps": 45204, "loss": 0.3432, "learning_rate": 7.863544564210109e-06, "epoch": 0.5685232773781564, "percentage": 56.85, "elapsed_time": "15:44:43", "remaining_time": "11:56:57"} +{"current_steps": 25705, "total_steps": 45204, "loss": 0.3014, "learning_rate": 7.860150018910037e-06, "epoch": 0.5686338850196697, "percentage": 56.86, "elapsed_time": "15:44:54", "remaining_time": "11:56:46"} +{"current_steps": 25710, "total_steps": 45204, "loss": 0.4381, "learning_rate": 7.856755731996182e-06, "epoch": 0.568744492661183, "percentage": 56.88, "elapsed_time": "15:45:05", "remaining_time": "11:56:35"} +{"current_steps": 25715, "total_steps": 45204, "loss": 0.3252, "learning_rate": 7.853361703878406e-06, "epoch": 0.5688551003026963, "percentage": 56.89, "elapsed_time": "15:45:16", "remaining_time": "11:56:24"} +{"current_steps": 25720, "total_steps": 45204, "loss": 0.2355, "learning_rate": 7.849967934966533e-06, "epoch": 0.5689657079442095, "percentage": 56.9, "elapsed_time": "15:45:26", "remaining_time": "11:56:12"} +{"current_steps": 25725, "total_steps": 45204, "loss": 0.3013, "learning_rate": 7.846574425670359e-06, "epoch": 0.5690763155857228, "percentage": 56.91, "elapsed_time": "15:45:37", "remaining_time": "11:56:01"} +{"current_steps": 25730, "total_steps": 45204, "loss": 0.4647, "learning_rate": 7.843181176399657e-06, "epoch": 0.5691869232272361, "percentage": 56.92, "elapsed_time": "15:45:50", "remaining_time": "11:55:51"} +{"current_steps": 25735, "total_steps": 45204, "loss": 0.4437, "learning_rate": 7.839788187564153e-06, "epoch": 0.5692975308687492, "percentage": 56.93, "elapsed_time": "15:46:02", "remaining_time": "11:55:42"} +{"current_steps": 25740, "total_steps": 45204, "loss": 0.3526, "learning_rate": 7.836395459573548e-06, "epoch": 0.5694081385102625, "percentage": 56.94, "elapsed_time": "15:46:13", "remaining_time": "11:55:31"} +{"current_steps": 25745, "total_steps": 45204, "loss": 0.2766, "learning_rate": 7.833002992837517e-06, "epoch": 0.5695187461517758, "percentage": 56.95, "elapsed_time": "15:46:26", "remaining_time": "11:55:21"} +{"current_steps": 25750, "total_steps": 45204, "loss": 0.5097, "learning_rate": 7.829610787765697e-06, "epoch": 0.569629353793289, "percentage": 56.96, "elapsed_time": "15:46:40", "remaining_time": "11:55:12"} +{"current_steps": 25755, "total_steps": 45204, "loss": 0.3771, "learning_rate": 7.8262188447677e-06, "epoch": 0.5697399614348023, "percentage": 56.98, "elapsed_time": "15:46:50", "remaining_time": "11:55:00"} +{"current_steps": 25760, "total_steps": 45204, "loss": 0.4377, "learning_rate": 7.8228271642531e-06, "epoch": 0.5698505690763156, "percentage": 56.99, "elapsed_time": "15:47:04", "remaining_time": "11:54:51"} +{"current_steps": 25765, "total_steps": 45204, "loss": 0.4745, "learning_rate": 7.819435746631438e-06, "epoch": 0.5699611767178289, "percentage": 57.0, "elapsed_time": "15:47:15", "remaining_time": "11:54:40"} +{"current_steps": 25770, "total_steps": 45204, "loss": 0.4325, "learning_rate": 7.816044592312232e-06, "epoch": 0.5700717843593421, "percentage": 57.01, "elapsed_time": "15:47:27", "remaining_time": "11:54:30"} +{"current_steps": 25775, "total_steps": 45204, "loss": 0.2069, "learning_rate": 7.812653701704957e-06, "epoch": 0.5701823920008554, "percentage": 57.02, "elapsed_time": "15:47:36", "remaining_time": "11:54:18"} +{"current_steps": 25780, "total_steps": 45204, "loss": 0.2545, "learning_rate": 7.809263075219066e-06, "epoch": 0.5702929996423687, "percentage": 57.03, "elapsed_time": "15:47:46", "remaining_time": "11:54:06"} +{"current_steps": 25785, "total_steps": 45204, "loss": 0.462, "learning_rate": 7.805872713263977e-06, "epoch": 0.5704036072838818, "percentage": 57.04, "elapsed_time": "15:47:56", "remaining_time": "11:53:54"} +{"current_steps": 25790, "total_steps": 45204, "loss": 0.475, "learning_rate": 7.802482616249072e-06, "epoch": 0.5705142149253951, "percentage": 57.05, "elapsed_time": "15:48:11", "remaining_time": "11:53:46"} +{"current_steps": 25795, "total_steps": 45204, "loss": 0.2731, "learning_rate": 7.799092784583703e-06, "epoch": 0.5706248225669084, "percentage": 57.06, "elapsed_time": "15:48:22", "remaining_time": "11:53:35"} +{"current_steps": 25800, "total_steps": 45204, "loss": 0.2793, "learning_rate": 7.795703218677197e-06, "epoch": 0.5707354302084217, "percentage": 57.07, "elapsed_time": "15:48:31", "remaining_time": "11:53:22"} +{"current_steps": 25805, "total_steps": 45204, "loss": 0.2557, "learning_rate": 7.79231391893884e-06, "epoch": 0.5708460378499349, "percentage": 57.09, "elapsed_time": "15:48:42", "remaining_time": "11:53:11"} +{"current_steps": 25810, "total_steps": 45204, "loss": 0.3284, "learning_rate": 7.788924885777884e-06, "epoch": 0.5709566454914482, "percentage": 57.1, "elapsed_time": "15:48:56", "remaining_time": "11:53:03"} +{"current_steps": 25815, "total_steps": 45204, "loss": 0.3515, "learning_rate": 7.785536119603563e-06, "epoch": 0.5710672531329615, "percentage": 57.11, "elapsed_time": "15:49:08", "remaining_time": "11:52:52"} +{"current_steps": 25820, "total_steps": 45204, "loss": 0.5026, "learning_rate": 7.782147620825062e-06, "epoch": 0.5711778607744747, "percentage": 57.12, "elapsed_time": "15:49:21", "remaining_time": "11:52:43"} +{"current_steps": 25825, "total_steps": 45204, "loss": 0.3599, "learning_rate": 7.778759389851542e-06, "epoch": 0.571288468415988, "percentage": 57.13, "elapsed_time": "15:49:35", "remaining_time": "11:52:34"} +{"current_steps": 25830, "total_steps": 45204, "loss": 0.2739, "learning_rate": 7.775371427092138e-06, "epoch": 0.5713990760575012, "percentage": 57.14, "elapsed_time": "15:49:46", "remaining_time": "11:52:23"} +{"current_steps": 25835, "total_steps": 45204, "loss": 0.3774, "learning_rate": 7.771983732955939e-06, "epoch": 0.5715096836990144, "percentage": 57.15, "elapsed_time": "15:49:58", "remaining_time": "11:52:12"} +{"current_steps": 25840, "total_steps": 45204, "loss": 0.4057, "learning_rate": 7.768596307852002e-06, "epoch": 0.5716202913405277, "percentage": 57.16, "elapsed_time": "15:50:08", "remaining_time": "11:52:01"} +{"current_steps": 25845, "total_steps": 45204, "loss": 0.2181, "learning_rate": 7.765209152189372e-06, "epoch": 0.571730898982041, "percentage": 57.17, "elapsed_time": "15:50:18", "remaining_time": "11:51:49"} +{"current_steps": 25850, "total_steps": 45204, "loss": 0.3245, "learning_rate": 7.76182226637704e-06, "epoch": 0.5718415066235543, "percentage": 57.19, "elapsed_time": "15:50:29", "remaining_time": "11:51:38"} +{"current_steps": 25855, "total_steps": 45204, "loss": 0.3763, "learning_rate": 7.758435650823966e-06, "epoch": 0.5719521142650675, "percentage": 57.2, "elapsed_time": "15:50:41", "remaining_time": "11:51:27"} +{"current_steps": 25860, "total_steps": 45204, "loss": 0.2782, "learning_rate": 7.755049305939088e-06, "epoch": 0.5720627219065808, "percentage": 57.21, "elapsed_time": "15:50:51", "remaining_time": "11:51:15"} +{"current_steps": 25865, "total_steps": 45204, "loss": 0.2725, "learning_rate": 7.751663232131306e-06, "epoch": 0.5721733295480941, "percentage": 57.22, "elapsed_time": "15:51:01", "remaining_time": "11:51:04"} +{"current_steps": 25870, "total_steps": 45204, "loss": 0.2068, "learning_rate": 7.748277429809492e-06, "epoch": 0.5722839371896074, "percentage": 57.23, "elapsed_time": "15:51:11", "remaining_time": "11:50:52"} +{"current_steps": 25875, "total_steps": 45204, "loss": 0.374, "learning_rate": 7.744891899382471e-06, "epoch": 0.5723945448311205, "percentage": 57.24, "elapsed_time": "15:51:22", "remaining_time": "11:50:41"} +{"current_steps": 25880, "total_steps": 45204, "loss": 0.3808, "learning_rate": 7.74150664125905e-06, "epoch": 0.5725051524726338, "percentage": 57.25, "elapsed_time": "15:51:35", "remaining_time": "11:50:31"} +{"current_steps": 25885, "total_steps": 45204, "loss": 0.2842, "learning_rate": 7.738121655848001e-06, "epoch": 0.572615760114147, "percentage": 57.26, "elapsed_time": "15:51:46", "remaining_time": "11:50:20"} +{"current_steps": 25890, "total_steps": 45204, "loss": 0.4172, "learning_rate": 7.734736943558055e-06, "epoch": 0.5727263677556603, "percentage": 57.27, "elapsed_time": "15:51:57", "remaining_time": "11:50:09"} +{"current_steps": 25895, "total_steps": 45204, "loss": 0.3386, "learning_rate": 7.731352504797912e-06, "epoch": 0.5728369753971736, "percentage": 57.28, "elapsed_time": "15:52:09", "remaining_time": "11:49:59"} +{"current_steps": 25900, "total_steps": 45204, "loss": 0.3353, "learning_rate": 7.72796833997625e-06, "epoch": 0.5729475830386869, "percentage": 57.3, "elapsed_time": "15:52:19", "remaining_time": "11:49:47"} +{"current_steps": 25905, "total_steps": 45204, "loss": 0.318, "learning_rate": 7.724584449501701e-06, "epoch": 0.5730581906802001, "percentage": 57.31, "elapsed_time": "15:52:30", "remaining_time": "11:49:36"} +{"current_steps": 25910, "total_steps": 45204, "loss": 0.3819, "learning_rate": 7.72120083378287e-06, "epoch": 0.5731687983217134, "percentage": 57.32, "elapsed_time": "15:52:43", "remaining_time": "11:49:26"} +{"current_steps": 25915, "total_steps": 45204, "loss": 0.321, "learning_rate": 7.717817493228328e-06, "epoch": 0.5732794059632267, "percentage": 57.33, "elapsed_time": "15:52:52", "remaining_time": "11:49:14"} +{"current_steps": 25920, "total_steps": 45204, "loss": 0.263, "learning_rate": 7.71443442824661e-06, "epoch": 0.57339001360474, "percentage": 57.34, "elapsed_time": "15:53:03", "remaining_time": "11:49:03"} +{"current_steps": 25925, "total_steps": 45204, "loss": 0.3889, "learning_rate": 7.711051639246222e-06, "epoch": 0.5735006212462531, "percentage": 57.35, "elapsed_time": "15:53:17", "remaining_time": "11:48:54"} +{"current_steps": 25930, "total_steps": 45204, "loss": 0.2455, "learning_rate": 7.707669126635636e-06, "epoch": 0.5736112288877664, "percentage": 57.36, "elapsed_time": "15:53:26", "remaining_time": "11:48:42"} +{"current_steps": 25935, "total_steps": 45204, "loss": 0.2915, "learning_rate": 7.704286890823287e-06, "epoch": 0.5737218365292797, "percentage": 57.37, "elapsed_time": "15:53:37", "remaining_time": "11:48:31"} +{"current_steps": 25940, "total_steps": 45204, "loss": 0.3906, "learning_rate": 7.700904932217577e-06, "epoch": 0.5738324441707929, "percentage": 57.38, "elapsed_time": "15:53:50", "remaining_time": "11:48:21"} +{"current_steps": 25945, "total_steps": 45204, "loss": 0.2771, "learning_rate": 7.697523251226884e-06, "epoch": 0.5739430518123062, "percentage": 57.4, "elapsed_time": "15:54:01", "remaining_time": "11:48:10"} +{"current_steps": 25950, "total_steps": 45204, "loss": 0.4062, "learning_rate": 7.69414184825954e-06, "epoch": 0.5740536594538195, "percentage": 57.41, "elapsed_time": "15:54:12", "remaining_time": "11:47:59"} +{"current_steps": 25955, "total_steps": 45204, "loss": 0.3471, "learning_rate": 7.690760723723842e-06, "epoch": 0.5741642670953327, "percentage": 57.42, "elapsed_time": "15:54:23", "remaining_time": "11:47:48"} +{"current_steps": 25960, "total_steps": 45204, "loss": 0.2734, "learning_rate": 7.68737987802807e-06, "epoch": 0.574274874736846, "percentage": 57.43, "elapsed_time": "15:54:34", "remaining_time": "11:47:37"} +{"current_steps": 25965, "total_steps": 45204, "loss": 0.4491, "learning_rate": 7.683999311580458e-06, "epoch": 0.5743854823783593, "percentage": 57.44, "elapsed_time": "15:54:46", "remaining_time": "11:47:26"} +{"current_steps": 25970, "total_steps": 45204, "loss": 0.3672, "learning_rate": 7.680619024789203e-06, "epoch": 0.5744960900198725, "percentage": 57.45, "elapsed_time": "15:54:57", "remaining_time": "11:47:15"} +{"current_steps": 25975, "total_steps": 45204, "loss": 0.2865, "learning_rate": 7.677239018062476e-06, "epoch": 0.5746066976613857, "percentage": 57.46, "elapsed_time": "15:55:07", "remaining_time": "11:47:03"} +{"current_steps": 25980, "total_steps": 45204, "loss": 0.1794, "learning_rate": 7.673859291808414e-06, "epoch": 0.574717305302899, "percentage": 57.47, "elapsed_time": "15:55:16", "remaining_time": "11:46:51"} +{"current_steps": 25985, "total_steps": 45204, "loss": 0.4463, "learning_rate": 7.670479846435121e-06, "epoch": 0.5748279129444123, "percentage": 57.48, "elapsed_time": "15:55:27", "remaining_time": "11:46:40"} +{"current_steps": 25990, "total_steps": 45204, "loss": 0.3691, "learning_rate": 7.667100682350655e-06, "epoch": 0.5749385205859255, "percentage": 57.49, "elapsed_time": "15:55:37", "remaining_time": "11:46:28"} +{"current_steps": 25995, "total_steps": 45204, "loss": 0.2393, "learning_rate": 7.663721799963054e-06, "epoch": 0.5750491282274388, "percentage": 57.51, "elapsed_time": "15:55:48", "remaining_time": "11:46:17"} +{"current_steps": 26000, "total_steps": 45204, "loss": 0.4019, "learning_rate": 7.66034319968032e-06, "epoch": 0.5751597358689521, "percentage": 57.52, "elapsed_time": "15:55:57", "remaining_time": "11:46:05"} +{"current_steps": 26005, "total_steps": 45204, "loss": 0.295, "learning_rate": 7.656964881910413e-06, "epoch": 0.5752703435104654, "percentage": 57.53, "elapsed_time": "15:56:09", "remaining_time": "11:45:54"} +{"current_steps": 26010, "total_steps": 45204, "loss": 0.3373, "learning_rate": 7.653586847061263e-06, "epoch": 0.5753809511519786, "percentage": 57.54, "elapsed_time": "15:56:20", "remaining_time": "11:45:43"} +{"current_steps": 26015, "total_steps": 45204, "loss": 0.364, "learning_rate": 7.650209095540773e-06, "epoch": 0.5754915587934919, "percentage": 57.55, "elapsed_time": "15:56:31", "remaining_time": "11:45:32"} +{"current_steps": 26020, "total_steps": 45204, "loss": 0.4453, "learning_rate": 7.6468316277568e-06, "epoch": 0.5756021664350051, "percentage": 57.56, "elapsed_time": "15:56:41", "remaining_time": "11:45:20"} +{"current_steps": 26025, "total_steps": 45204, "loss": 0.3424, "learning_rate": 7.64345444411717e-06, "epoch": 0.5757127740765183, "percentage": 57.57, "elapsed_time": "15:56:52", "remaining_time": "11:45:09"} +{"current_steps": 26030, "total_steps": 45204, "loss": 0.3848, "learning_rate": 7.640077545029686e-06, "epoch": 0.5758233817180316, "percentage": 57.58, "elapsed_time": "15:57:06", "remaining_time": "11:45:01"} +{"current_steps": 26035, "total_steps": 45204, "loss": 0.3716, "learning_rate": 7.6367009309021e-06, "epoch": 0.5759339893595449, "percentage": 57.59, "elapsed_time": "15:57:19", "remaining_time": "11:44:51"} +{"current_steps": 26040, "total_steps": 45204, "loss": 0.2973, "learning_rate": 7.633324602142137e-06, "epoch": 0.5760445970010581, "percentage": 57.61, "elapsed_time": "15:57:31", "remaining_time": "11:44:40"} +{"current_steps": 26045, "total_steps": 45204, "loss": 0.2276, "learning_rate": 7.629948559157495e-06, "epoch": 0.5761552046425714, "percentage": 57.62, "elapsed_time": "15:57:40", "remaining_time": "11:44:28"} +{"current_steps": 26050, "total_steps": 45204, "loss": 0.336, "learning_rate": 7.626572802355823e-06, "epoch": 0.5762658122840847, "percentage": 57.63, "elapsed_time": "15:57:49", "remaining_time": "11:44:15"} +{"current_steps": 26055, "total_steps": 45204, "loss": 0.3529, "learning_rate": 7.6231973321447395e-06, "epoch": 0.576376419925598, "percentage": 57.64, "elapsed_time": "15:58:01", "remaining_time": "11:44:05"} +{"current_steps": 26060, "total_steps": 45204, "loss": 0.241, "learning_rate": 7.619822148931843e-06, "epoch": 0.5764870275671112, "percentage": 57.65, "elapsed_time": "15:58:12", "remaining_time": "11:43:54"} +{"current_steps": 26065, "total_steps": 45204, "loss": 0.2136, "learning_rate": 7.616447253124679e-06, "epoch": 0.5765976352086244, "percentage": 57.66, "elapsed_time": "15:58:22", "remaining_time": "11:43:42"} +{"current_steps": 26070, "total_steps": 45204, "loss": 0.2561, "learning_rate": 7.613072645130761e-06, "epoch": 0.5767082428501377, "percentage": 57.67, "elapsed_time": "15:58:32", "remaining_time": "11:43:31"} +{"current_steps": 26075, "total_steps": 45204, "loss": 0.3747, "learning_rate": 7.609698325357578e-06, "epoch": 0.5768188504916509, "percentage": 57.68, "elapsed_time": "15:58:46", "remaining_time": "11:43:22"} +{"current_steps": 26080, "total_steps": 45204, "loss": 0.381, "learning_rate": 7.6063242942125745e-06, "epoch": 0.5769294581331642, "percentage": 57.69, "elapsed_time": "15:58:58", "remaining_time": "11:43:11"} +{"current_steps": 26085, "total_steps": 45204, "loss": 0.1766, "learning_rate": 7.602950552103171e-06, "epoch": 0.5770400657746775, "percentage": 57.71, "elapsed_time": "15:59:06", "remaining_time": "11:42:58"} +{"current_steps": 26090, "total_steps": 45204, "loss": 0.2205, "learning_rate": 7.599577099436737e-06, "epoch": 0.5771506734161908, "percentage": 57.72, "elapsed_time": "15:59:16", "remaining_time": "11:42:47"} +{"current_steps": 26095, "total_steps": 45204, "loss": 0.3655, "learning_rate": 7.596203936620619e-06, "epoch": 0.577261281057704, "percentage": 57.73, "elapsed_time": "15:59:28", "remaining_time": "11:42:36"} +{"current_steps": 26100, "total_steps": 45204, "loss": 0.3701, "learning_rate": 7.592831064062127e-06, "epoch": 0.5773718886992173, "percentage": 57.74, "elapsed_time": "15:59:41", "remaining_time": "11:42:26"} +{"current_steps": 26105, "total_steps": 45204, "loss": 0.3249, "learning_rate": 7.589458482168532e-06, "epoch": 0.5774824963407306, "percentage": 57.75, "elapsed_time": "15:59:50", "remaining_time": "11:42:14"} +{"current_steps": 26110, "total_steps": 45204, "loss": 0.2365, "learning_rate": 7.586086191347071e-06, "epoch": 0.5775931039822438, "percentage": 57.76, "elapsed_time": "16:00:01", "remaining_time": "11:42:03"} +{"current_steps": 26115, "total_steps": 45204, "loss": 0.3168, "learning_rate": 7.582714192004955e-06, "epoch": 0.577703711623757, "percentage": 57.77, "elapsed_time": "16:00:11", "remaining_time": "11:41:51"} +{"current_steps": 26120, "total_steps": 45204, "loss": 0.2942, "learning_rate": 7.579342484549342e-06, "epoch": 0.5778143192652703, "percentage": 57.78, "elapsed_time": "16:00:20", "remaining_time": "11:41:39"} +{"current_steps": 26125, "total_steps": 45204, "loss": 0.3572, "learning_rate": 7.575971069387368e-06, "epoch": 0.5779249269067835, "percentage": 57.79, "elapsed_time": "16:00:31", "remaining_time": "11:41:28"} +{"current_steps": 26130, "total_steps": 45204, "loss": 0.3797, "learning_rate": 7.5725999469261345e-06, "epoch": 0.5780355345482968, "percentage": 57.8, "elapsed_time": "16:00:43", "remaining_time": "11:41:17"} +{"current_steps": 26135, "total_steps": 45204, "loss": 0.24, "learning_rate": 7.569229117572698e-06, "epoch": 0.5781461421898101, "percentage": 57.82, "elapsed_time": "16:00:53", "remaining_time": "11:41:05"} +{"current_steps": 26140, "total_steps": 45204, "loss": 0.3341, "learning_rate": 7.565858581734085e-06, "epoch": 0.5782567498313234, "percentage": 57.83, "elapsed_time": "16:01:05", "remaining_time": "11:40:55"} +{"current_steps": 26145, "total_steps": 45204, "loss": 0.3705, "learning_rate": 7.562488339817293e-06, "epoch": 0.5783673574728366, "percentage": 57.84, "elapsed_time": "16:01:15", "remaining_time": "11:40:44"} +{"current_steps": 26150, "total_steps": 45204, "loss": 0.2674, "learning_rate": 7.559118392229271e-06, "epoch": 0.5784779651143499, "percentage": 57.85, "elapsed_time": "16:01:26", "remaining_time": "11:40:32"} +{"current_steps": 26155, "total_steps": 45204, "loss": 0.1798, "learning_rate": 7.555748739376939e-06, "epoch": 0.5785885727558632, "percentage": 57.86, "elapsed_time": "16:01:34", "remaining_time": "11:40:19"} +{"current_steps": 26160, "total_steps": 45204, "loss": 0.3697, "learning_rate": 7.55237938166719e-06, "epoch": 0.5786991803973763, "percentage": 57.87, "elapsed_time": "16:01:47", "remaining_time": "11:40:09"} +{"current_steps": 26165, "total_steps": 45204, "loss": 0.3218, "learning_rate": 7.549010319506865e-06, "epoch": 0.5788097880388896, "percentage": 57.88, "elapsed_time": "16:01:58", "remaining_time": "11:39:59"} +{"current_steps": 26170, "total_steps": 45204, "loss": 0.256, "learning_rate": 7.545641553302776e-06, "epoch": 0.5789203956804029, "percentage": 57.89, "elapsed_time": "16:02:08", "remaining_time": "11:39:47"} +{"current_steps": 26175, "total_steps": 45204, "loss": 0.2033, "learning_rate": 7.5422730834617054e-06, "epoch": 0.5790310033219161, "percentage": 57.9, "elapsed_time": "16:02:16", "remaining_time": "11:39:34"} +{"current_steps": 26180, "total_steps": 45204, "loss": 0.3673, "learning_rate": 7.538904910390395e-06, "epoch": 0.5791416109634294, "percentage": 57.92, "elapsed_time": "16:02:28", "remaining_time": "11:39:23"} +{"current_steps": 26185, "total_steps": 45204, "loss": 0.2217, "learning_rate": 7.535537034495544e-06, "epoch": 0.5792522186049427, "percentage": 57.93, "elapsed_time": "16:02:37", "remaining_time": "11:39:10"} +{"current_steps": 26190, "total_steps": 45204, "loss": 0.278, "learning_rate": 7.532169456183831e-06, "epoch": 0.579362826246456, "percentage": 57.94, "elapsed_time": "16:02:48", "remaining_time": "11:39:00"} +{"current_steps": 26195, "total_steps": 45204, "loss": 0.3285, "learning_rate": 7.528802175861884e-06, "epoch": 0.5794734338879692, "percentage": 57.95, "elapsed_time": "16:02:59", "remaining_time": "11:38:49"} +{"current_steps": 26200, "total_steps": 45204, "loss": 0.3799, "learning_rate": 7.525435193936306e-06, "epoch": 0.5795840415294825, "percentage": 57.96, "elapsed_time": "16:03:10", "remaining_time": "11:38:37"} +{"current_steps": 26205, "total_steps": 45204, "loss": 0.4792, "learning_rate": 7.522068510813654e-06, "epoch": 0.5796946491709958, "percentage": 57.97, "elapsed_time": "16:03:20", "remaining_time": "11:38:26"} +{"current_steps": 26210, "total_steps": 45204, "loss": 0.4046, "learning_rate": 7.5187021269004545e-06, "epoch": 0.5798052568125089, "percentage": 57.98, "elapsed_time": "16:03:33", "remaining_time": "11:38:16"} +{"current_steps": 26215, "total_steps": 45204, "loss": 0.4607, "learning_rate": 7.515336042603204e-06, "epoch": 0.5799158644540222, "percentage": 57.99, "elapsed_time": "16:03:43", "remaining_time": "11:38:04"} +{"current_steps": 26220, "total_steps": 45204, "loss": 0.3874, "learning_rate": 7.511970258328349e-06, "epoch": 0.5800264720955355, "percentage": 58.0, "elapsed_time": "16:03:56", "remaining_time": "11:37:55"} +{"current_steps": 26225, "total_steps": 45204, "loss": 0.4906, "learning_rate": 7.508604774482306e-06, "epoch": 0.5801370797370488, "percentage": 58.01, "elapsed_time": "16:04:07", "remaining_time": "11:37:43"} +{"current_steps": 26230, "total_steps": 45204, "loss": 0.2845, "learning_rate": 7.505239591471463e-06, "epoch": 0.580247687378562, "percentage": 58.03, "elapsed_time": "16:04:19", "remaining_time": "11:37:33"} +{"current_steps": 26235, "total_steps": 45204, "loss": 0.2137, "learning_rate": 7.5018747097021596e-06, "epoch": 0.5803582950200753, "percentage": 58.04, "elapsed_time": "16:04:29", "remaining_time": "11:37:22"} +{"current_steps": 26240, "total_steps": 45204, "loss": 0.2558, "learning_rate": 7.498510129580703e-06, "epoch": 0.5804689026615886, "percentage": 58.05, "elapsed_time": "16:04:39", "remaining_time": "11:37:10"} +{"current_steps": 26245, "total_steps": 45204, "loss": 0.3688, "learning_rate": 7.495145851513372e-06, "epoch": 0.5805795103031018, "percentage": 58.06, "elapsed_time": "16:04:48", "remaining_time": "11:36:57"} +{"current_steps": 26250, "total_steps": 45204, "loss": 0.3257, "learning_rate": 7.491781875906395e-06, "epoch": 0.5806901179446151, "percentage": 58.07, "elapsed_time": "16:04:59", "remaining_time": "11:36:46"} +{"current_steps": 26255, "total_steps": 45204, "loss": 0.4743, "learning_rate": 7.488418203165972e-06, "epoch": 0.5808007255861283, "percentage": 58.08, "elapsed_time": "16:05:11", "remaining_time": "11:36:36"} +{"current_steps": 26260, "total_steps": 45204, "loss": 0.4496, "learning_rate": 7.485054833698273e-06, "epoch": 0.5809113332276415, "percentage": 58.09, "elapsed_time": "16:05:23", "remaining_time": "11:36:26"} +{"current_steps": 26265, "total_steps": 45204, "loss": 0.2981, "learning_rate": 7.481691767909418e-06, "epoch": 0.5810219408691548, "percentage": 58.1, "elapsed_time": "16:05:36", "remaining_time": "11:36:16"} +{"current_steps": 26270, "total_steps": 45204, "loss": 0.3967, "learning_rate": 7.478329006205489e-06, "epoch": 0.5811325485106681, "percentage": 58.11, "elapsed_time": "16:05:46", "remaining_time": "11:36:04"} +{"current_steps": 26275, "total_steps": 45204, "loss": 0.4176, "learning_rate": 7.474966548992551e-06, "epoch": 0.5812431561521814, "percentage": 58.13, "elapsed_time": "16:05:59", "remaining_time": "11:35:55"} +{"current_steps": 26280, "total_steps": 45204, "loss": 0.307, "learning_rate": 7.4716043966766176e-06, "epoch": 0.5813537637936946, "percentage": 58.14, "elapsed_time": "16:06:12", "remaining_time": "11:35:45"} +{"current_steps": 26285, "total_steps": 45204, "loss": 0.3243, "learning_rate": 7.468242549663657e-06, "epoch": 0.5814643714352079, "percentage": 58.15, "elapsed_time": "16:06:25", "remaining_time": "11:35:35"} +{"current_steps": 26290, "total_steps": 45204, "loss": 0.3436, "learning_rate": 7.464881008359621e-06, "epoch": 0.5815749790767212, "percentage": 58.16, "elapsed_time": "16:06:38", "remaining_time": "11:35:26"} +{"current_steps": 26295, "total_steps": 45204, "loss": 0.3052, "learning_rate": 7.461519773170411e-06, "epoch": 0.5816855867182344, "percentage": 58.17, "elapsed_time": "16:06:49", "remaining_time": "11:35:15"} +{"current_steps": 26300, "total_steps": 45204, "loss": 0.1953, "learning_rate": 7.458158844501901e-06, "epoch": 0.5817961943597477, "percentage": 58.18, "elapsed_time": "16:06:58", "remaining_time": "11:35:03"} +{"current_steps": 26305, "total_steps": 45204, "loss": 0.3557, "learning_rate": 7.454798222759915e-06, "epoch": 0.5819068020012609, "percentage": 58.19, "elapsed_time": "16:07:12", "remaining_time": "11:34:53"} +{"current_steps": 26310, "total_steps": 45204, "loss": 0.337, "learning_rate": 7.451437908350247e-06, "epoch": 0.5820174096427742, "percentage": 58.2, "elapsed_time": "16:07:22", "remaining_time": "11:34:42"} +{"current_steps": 26315, "total_steps": 45204, "loss": 0.3867, "learning_rate": 7.448077901678661e-06, "epoch": 0.5821280172842874, "percentage": 58.21, "elapsed_time": "16:07:34", "remaining_time": "11:34:31"} +{"current_steps": 26320, "total_steps": 45204, "loss": 0.2891, "learning_rate": 7.444718203150869e-06, "epoch": 0.5822386249258007, "percentage": 58.22, "elapsed_time": "16:07:46", "remaining_time": "11:34:21"} +{"current_steps": 26325, "total_steps": 45204, "loss": 0.2464, "learning_rate": 7.441358813172554e-06, "epoch": 0.582349232567314, "percentage": 58.24, "elapsed_time": "16:07:57", "remaining_time": "11:34:10"} +{"current_steps": 26330, "total_steps": 45204, "loss": 0.3629, "learning_rate": 7.43799973214937e-06, "epoch": 0.5824598402088272, "percentage": 58.25, "elapsed_time": "16:08:07", "remaining_time": "11:33:58"} +{"current_steps": 26335, "total_steps": 45204, "loss": 0.5026, "learning_rate": 7.434640960486916e-06, "epoch": 0.5825704478503405, "percentage": 58.26, "elapsed_time": "16:08:20", "remaining_time": "11:33:49"} +{"current_steps": 26340, "total_steps": 45204, "loss": 0.4155, "learning_rate": 7.431282498590764e-06, "epoch": 0.5826810554918538, "percentage": 58.27, "elapsed_time": "16:08:34", "remaining_time": "11:33:39"} +{"current_steps": 26345, "total_steps": 45204, "loss": 0.2592, "learning_rate": 7.427924346866453e-06, "epoch": 0.582791663133367, "percentage": 58.28, "elapsed_time": "16:08:43", "remaining_time": "11:33:27"} +{"current_steps": 26350, "total_steps": 45204, "loss": 0.3119, "learning_rate": 7.4245665057194715e-06, "epoch": 0.5829022707748802, "percentage": 58.29, "elapsed_time": "16:08:55", "remaining_time": "11:33:16"} +{"current_steps": 26355, "total_steps": 45204, "loss": 0.4573, "learning_rate": 7.4212089755552795e-06, "epoch": 0.5830128784163935, "percentage": 58.3, "elapsed_time": "16:09:05", "remaining_time": "11:33:05"} +{"current_steps": 26360, "total_steps": 45204, "loss": 0.3094, "learning_rate": 7.417851756779304e-06, "epoch": 0.5831234860579068, "percentage": 58.31, "elapsed_time": "16:09:15", "remaining_time": "11:32:53"} +{"current_steps": 26365, "total_steps": 45204, "loss": 0.2608, "learning_rate": 7.414494849796919e-06, "epoch": 0.58323409369942, "percentage": 58.32, "elapsed_time": "16:09:27", "remaining_time": "11:32:43"} +{"current_steps": 26370, "total_steps": 45204, "loss": 0.391, "learning_rate": 7.411138255013473e-06, "epoch": 0.5833447013409333, "percentage": 58.34, "elapsed_time": "16:09:37", "remaining_time": "11:32:31"} +{"current_steps": 26375, "total_steps": 45204, "loss": 0.3837, "learning_rate": 7.407781972834281e-06, "epoch": 0.5834553089824466, "percentage": 58.35, "elapsed_time": "16:09:48", "remaining_time": "11:32:20"} +{"current_steps": 26380, "total_steps": 45204, "loss": 0.3858, "learning_rate": 7.404426003664604e-06, "epoch": 0.5835659166239598, "percentage": 58.36, "elapsed_time": "16:10:01", "remaining_time": "11:32:10"} +{"current_steps": 26385, "total_steps": 45204, "loss": 0.2747, "learning_rate": 7.401070347909675e-06, "epoch": 0.5836765242654731, "percentage": 58.37, "elapsed_time": "16:10:11", "remaining_time": "11:31:59"} +{"current_steps": 26390, "total_steps": 45204, "loss": 0.3061, "learning_rate": 7.3977150059746914e-06, "epoch": 0.5837871319069864, "percentage": 58.38, "elapsed_time": "16:10:23", "remaining_time": "11:31:48"} +{"current_steps": 26395, "total_steps": 45204, "loss": 0.307, "learning_rate": 7.3943599782648115e-06, "epoch": 0.5838977395484997, "percentage": 58.39, "elapsed_time": "16:10:32", "remaining_time": "11:31:36"} +{"current_steps": 26400, "total_steps": 45204, "loss": 0.3545, "learning_rate": 7.391005265185147e-06, "epoch": 0.5840083471900128, "percentage": 58.4, "elapsed_time": "16:10:42", "remaining_time": "11:31:24"} +{"current_steps": 26405, "total_steps": 45204, "loss": 0.4306, "learning_rate": 7.3876508671407855e-06, "epoch": 0.5841189548315261, "percentage": 58.41, "elapsed_time": "16:10:53", "remaining_time": "11:31:13"} +{"current_steps": 26410, "total_steps": 45204, "loss": 0.2552, "learning_rate": 7.384296784536764e-06, "epoch": 0.5842295624730394, "percentage": 58.42, "elapsed_time": "16:11:03", "remaining_time": "11:31:01"} +{"current_steps": 26415, "total_steps": 45204, "loss": 0.4691, "learning_rate": 7.3809430177780925e-06, "epoch": 0.5843401701145526, "percentage": 58.44, "elapsed_time": "16:11:17", "remaining_time": "11:30:52"} +{"current_steps": 26420, "total_steps": 45204, "loss": 0.3345, "learning_rate": 7.377589567269734e-06, "epoch": 0.5844507777560659, "percentage": 58.45, "elapsed_time": "16:11:29", "remaining_time": "11:30:42"} +{"current_steps": 26425, "total_steps": 45204, "loss": 0.4705, "learning_rate": 7.374236433416615e-06, "epoch": 0.5845613853975792, "percentage": 58.46, "elapsed_time": "16:11:41", "remaining_time": "11:30:32"} +{"current_steps": 26430, "total_steps": 45204, "loss": 0.275, "learning_rate": 7.37088361662363e-06, "epoch": 0.5846719930390925, "percentage": 58.47, "elapsed_time": "16:11:50", "remaining_time": "11:30:19"} +{"current_steps": 26435, "total_steps": 45204, "loss": 0.2919, "learning_rate": 7.3675311172956275e-06, "epoch": 0.5847826006806057, "percentage": 58.48, "elapsed_time": "16:12:02", "remaining_time": "11:30:09"} +{"current_steps": 26440, "total_steps": 45204, "loss": 0.4985, "learning_rate": 7.364178935837418e-06, "epoch": 0.584893208322119, "percentage": 58.49, "elapsed_time": "16:12:17", "remaining_time": "11:30:01"} +{"current_steps": 26445, "total_steps": 45204, "loss": 0.3301, "learning_rate": 7.360827072653785e-06, "epoch": 0.5850038159636322, "percentage": 58.5, "elapsed_time": "16:12:27", "remaining_time": "11:29:49"} +{"current_steps": 26450, "total_steps": 45204, "loss": 0.297, "learning_rate": 7.357475528149456e-06, "epoch": 0.5851144236051454, "percentage": 58.51, "elapsed_time": "16:12:39", "remaining_time": "11:29:38"} +{"current_steps": 26455, "total_steps": 45204, "loss": 0.2601, "learning_rate": 7.354124302729131e-06, "epoch": 0.5852250312466587, "percentage": 58.52, "elapsed_time": "16:12:48", "remaining_time": "11:29:26"} +{"current_steps": 26460, "total_steps": 45204, "loss": 0.5106, "learning_rate": 7.350773396797475e-06, "epoch": 0.585335638888172, "percentage": 58.53, "elapsed_time": "16:13:01", "remaining_time": "11:29:17"} +{"current_steps": 26465, "total_steps": 45204, "loss": 0.2424, "learning_rate": 7.347422810759101e-06, "epoch": 0.5854462465296852, "percentage": 58.55, "elapsed_time": "16:13:11", "remaining_time": "11:29:05"} +{"current_steps": 26470, "total_steps": 45204, "loss": 0.3571, "learning_rate": 7.344072545018595e-06, "epoch": 0.5855568541711985, "percentage": 58.56, "elapsed_time": "16:13:22", "remaining_time": "11:28:53"} +{"current_steps": 26475, "total_steps": 45204, "loss": 0.3151, "learning_rate": 7.340722599980505e-06, "epoch": 0.5856674618127118, "percentage": 58.57, "elapsed_time": "16:13:33", "remaining_time": "11:28:42"} +{"current_steps": 26480, "total_steps": 45204, "loss": 0.4773, "learning_rate": 7.337372976049331e-06, "epoch": 0.5857780694542251, "percentage": 58.58, "elapsed_time": "16:13:44", "remaining_time": "11:28:32"} +{"current_steps": 26485, "total_steps": 45204, "loss": 0.4018, "learning_rate": 7.334023673629531e-06, "epoch": 0.5858886770957383, "percentage": 58.59, "elapsed_time": "16:13:55", "remaining_time": "11:28:20"} +{"current_steps": 26490, "total_steps": 45204, "loss": 0.4909, "learning_rate": 7.330674693125549e-06, "epoch": 0.5859992847372516, "percentage": 58.6, "elapsed_time": "16:14:08", "remaining_time": "11:28:11"} +{"current_steps": 26495, "total_steps": 45204, "loss": 0.3775, "learning_rate": 7.327326034941764e-06, "epoch": 0.5861098923787648, "percentage": 58.61, "elapsed_time": "16:14:20", "remaining_time": "11:28:01"} +{"current_steps": 26500, "total_steps": 45204, "loss": 0.4518, "learning_rate": 7.323977699482523e-06, "epoch": 0.586220500020278, "percentage": 58.62, "elapsed_time": "16:14:33", "remaining_time": "11:27:50"} +{"current_steps": 26505, "total_steps": 45204, "loss": 0.3398, "learning_rate": 7.320629687152141e-06, "epoch": 0.5863311076617913, "percentage": 58.63, "elapsed_time": "16:14:43", "remaining_time": "11:27:39"} +{"current_steps": 26510, "total_steps": 45204, "loss": 0.2613, "learning_rate": 7.31728199835489e-06, "epoch": 0.5864417153033046, "percentage": 58.65, "elapsed_time": "16:14:55", "remaining_time": "11:27:29"} +{"current_steps": 26515, "total_steps": 45204, "loss": 0.1928, "learning_rate": 7.313934633494997e-06, "epoch": 0.5865523229448178, "percentage": 58.66, "elapsed_time": "16:15:05", "remaining_time": "11:27:17"} +{"current_steps": 26520, "total_steps": 45204, "loss": 0.3787, "learning_rate": 7.310587592976661e-06, "epoch": 0.5866629305863311, "percentage": 58.67, "elapsed_time": "16:15:15", "remaining_time": "11:27:05"} +{"current_steps": 26525, "total_steps": 45204, "loss": 0.2468, "learning_rate": 7.307240877204032e-06, "epoch": 0.5867735382278444, "percentage": 58.68, "elapsed_time": "16:15:25", "remaining_time": "11:26:53"} +{"current_steps": 26530, "total_steps": 45204, "loss": 0.4522, "learning_rate": 7.303894486581231e-06, "epoch": 0.5868841458693577, "percentage": 58.69, "elapsed_time": "16:15:36", "remaining_time": "11:26:42"} +{"current_steps": 26535, "total_steps": 45204, "loss": 0.3982, "learning_rate": 7.300548421512328e-06, "epoch": 0.5869947535108709, "percentage": 58.7, "elapsed_time": "16:15:48", "remaining_time": "11:26:32"} +{"current_steps": 26540, "total_steps": 45204, "loss": 0.2931, "learning_rate": 7.297202682401358e-06, "epoch": 0.5871053611523841, "percentage": 58.71, "elapsed_time": "16:15:58", "remaining_time": "11:26:21"} +{"current_steps": 26545, "total_steps": 45204, "loss": 0.2733, "learning_rate": 7.293857269652324e-06, "epoch": 0.5872159687938974, "percentage": 58.72, "elapsed_time": "16:16:08", "remaining_time": "11:26:09"} +{"current_steps": 26550, "total_steps": 45204, "loss": 0.3326, "learning_rate": 7.29051218366918e-06, "epoch": 0.5873265764354106, "percentage": 58.73, "elapsed_time": "16:16:18", "remaining_time": "11:25:57"} +{"current_steps": 26555, "total_steps": 45204, "loss": 0.3179, "learning_rate": 7.287167424855841e-06, "epoch": 0.5874371840769239, "percentage": 58.74, "elapsed_time": "16:16:30", "remaining_time": "11:25:47"} +{"current_steps": 26560, "total_steps": 45204, "loss": 0.2876, "learning_rate": 7.283822993616194e-06, "epoch": 0.5875477917184372, "percentage": 58.76, "elapsed_time": "16:16:41", "remaining_time": "11:25:35"} +{"current_steps": 26565, "total_steps": 45204, "loss": 0.3416, "learning_rate": 7.280478890354071e-06, "epoch": 0.5876583993599505, "percentage": 58.77, "elapsed_time": "16:16:51", "remaining_time": "11:25:23"} +{"current_steps": 26570, "total_steps": 45204, "loss": 0.2747, "learning_rate": 7.277135115473271e-06, "epoch": 0.5877690070014637, "percentage": 58.78, "elapsed_time": "16:17:01", "remaining_time": "11:25:12"} +{"current_steps": 26575, "total_steps": 45204, "loss": 0.2451, "learning_rate": 7.2737916693775614e-06, "epoch": 0.587879614642977, "percentage": 58.79, "elapsed_time": "16:17:11", "remaining_time": "11:25:00"} +{"current_steps": 26580, "total_steps": 45204, "loss": 0.3763, "learning_rate": 7.270448552470654e-06, "epoch": 0.5879902222844903, "percentage": 58.8, "elapsed_time": "16:17:23", "remaining_time": "11:24:50"} +{"current_steps": 26585, "total_steps": 45204, "loss": 0.3384, "learning_rate": 7.267105765156229e-06, "epoch": 0.5881008299260035, "percentage": 58.81, "elapsed_time": "16:17:34", "remaining_time": "11:24:39"} +{"current_steps": 26590, "total_steps": 45204, "loss": 0.4572, "learning_rate": 7.2637633078379365e-06, "epoch": 0.5882114375675167, "percentage": 58.82, "elapsed_time": "16:17:45", "remaining_time": "11:24:27"} +{"current_steps": 26595, "total_steps": 45204, "loss": 0.4245, "learning_rate": 7.260421180919369e-06, "epoch": 0.58832204520903, "percentage": 58.83, "elapsed_time": "16:17:56", "remaining_time": "11:24:17"} +{"current_steps": 26600, "total_steps": 45204, "loss": 0.3657, "learning_rate": 7.257079384804087e-06, "epoch": 0.5884326528505432, "percentage": 58.84, "elapsed_time": "16:18:08", "remaining_time": "11:24:06"} +{"current_steps": 26605, "total_steps": 45204, "loss": 0.3357, "learning_rate": 7.253737919895613e-06, "epoch": 0.5885432604920565, "percentage": 58.86, "elapsed_time": "16:18:22", "remaining_time": "11:23:57"} +{"current_steps": 26610, "total_steps": 45204, "loss": 0.3671, "learning_rate": 7.250396786597431e-06, "epoch": 0.5886538681335698, "percentage": 58.87, "elapsed_time": "16:18:31", "remaining_time": "11:23:45"} +{"current_steps": 26615, "total_steps": 45204, "loss": 0.4117, "learning_rate": 7.2470559853129765e-06, "epoch": 0.5887644757750831, "percentage": 58.88, "elapsed_time": "16:18:42", "remaining_time": "11:23:34"} +{"current_steps": 26620, "total_steps": 45204, "loss": 0.3598, "learning_rate": 7.2437155164456526e-06, "epoch": 0.5888750834165963, "percentage": 58.89, "elapsed_time": "16:18:54", "remaining_time": "11:23:23"} +{"current_steps": 26625, "total_steps": 45204, "loss": 0.3354, "learning_rate": 7.240375380398821e-06, "epoch": 0.5889856910581096, "percentage": 58.9, "elapsed_time": "16:19:07", "remaining_time": "11:23:14"} +{"current_steps": 26630, "total_steps": 45204, "loss": 0.194, "learning_rate": 7.237035577575803e-06, "epoch": 0.5890962986996229, "percentage": 58.91, "elapsed_time": "16:19:15", "remaining_time": "11:23:00"} +{"current_steps": 26635, "total_steps": 45204, "loss": 0.2768, "learning_rate": 7.233696108379875e-06, "epoch": 0.589206906341136, "percentage": 58.92, "elapsed_time": "16:19:24", "remaining_time": "11:22:48"} +{"current_steps": 26640, "total_steps": 45204, "loss": 0.366, "learning_rate": 7.230356973214276e-06, "epoch": 0.5893175139826493, "percentage": 58.93, "elapsed_time": "16:19:37", "remaining_time": "11:22:38"} +{"current_steps": 26645, "total_steps": 45204, "loss": 0.3564, "learning_rate": 7.227018172482214e-06, "epoch": 0.5894281216241626, "percentage": 58.94, "elapsed_time": "16:19:50", "remaining_time": "11:22:29"} +{"current_steps": 26650, "total_steps": 45204, "loss": 0.4357, "learning_rate": 7.223679706586841e-06, "epoch": 0.5895387292656759, "percentage": 58.95, "elapsed_time": "16:20:01", "remaining_time": "11:22:18"} +{"current_steps": 26655, "total_steps": 45204, "loss": 0.4676, "learning_rate": 7.220341575931274e-06, "epoch": 0.5896493369071891, "percentage": 58.97, "elapsed_time": "16:20:12", "remaining_time": "11:22:07"} +{"current_steps": 26660, "total_steps": 45204, "loss": 0.4857, "learning_rate": 7.217003780918598e-06, "epoch": 0.5897599445487024, "percentage": 58.98, "elapsed_time": "16:20:24", "remaining_time": "11:21:56"} +{"current_steps": 26665, "total_steps": 45204, "loss": 0.3556, "learning_rate": 7.213666321951846e-06, "epoch": 0.5898705521902157, "percentage": 58.99, "elapsed_time": "16:20:35", "remaining_time": "11:21:45"} +{"current_steps": 26670, "total_steps": 45204, "loss": 0.3155, "learning_rate": 7.210329199434013e-06, "epoch": 0.5899811598317289, "percentage": 59.0, "elapsed_time": "16:20:45", "remaining_time": "11:21:34"} +{"current_steps": 26675, "total_steps": 45204, "loss": 0.2881, "learning_rate": 7.206992413768063e-06, "epoch": 0.5900917674732422, "percentage": 59.01, "elapsed_time": "16:20:57", "remaining_time": "11:21:23"} +{"current_steps": 26680, "total_steps": 45204, "loss": 0.2891, "learning_rate": 7.203655965356906e-06, "epoch": 0.5902023751147554, "percentage": 59.02, "elapsed_time": "16:21:07", "remaining_time": "11:21:12"} +{"current_steps": 26685, "total_steps": 45204, "loss": 0.4122, "learning_rate": 7.200319854603417e-06, "epoch": 0.5903129827562686, "percentage": 59.03, "elapsed_time": "16:21:20", "remaining_time": "11:21:01"} +{"current_steps": 26690, "total_steps": 45204, "loss": 0.298, "learning_rate": 7.196984081910437e-06, "epoch": 0.5904235903977819, "percentage": 59.04, "elapsed_time": "16:21:31", "remaining_time": "11:20:51"} +{"current_steps": 26695, "total_steps": 45204, "loss": 0.3146, "learning_rate": 7.193648647680752e-06, "epoch": 0.5905341980392952, "percentage": 59.05, "elapsed_time": "16:21:43", "remaining_time": "11:20:40"} +{"current_steps": 26700, "total_steps": 45204, "loss": 0.2321, "learning_rate": 7.190313552317112e-06, "epoch": 0.5906448056808085, "percentage": 59.07, "elapsed_time": "16:21:54", "remaining_time": "11:20:29"} +{"current_steps": 26705, "total_steps": 45204, "loss": 0.3088, "learning_rate": 7.186978796222242e-06, "epoch": 0.5907554133223217, "percentage": 59.08, "elapsed_time": "16:22:04", "remaining_time": "11:20:18"} +{"current_steps": 26710, "total_steps": 45204, "loss": 0.3253, "learning_rate": 7.183644379798802e-06, "epoch": 0.590866020963835, "percentage": 59.09, "elapsed_time": "16:22:16", "remaining_time": "11:20:07"} +{"current_steps": 26715, "total_steps": 45204, "loss": 0.3744, "learning_rate": 7.180310303449421e-06, "epoch": 0.5909766286053483, "percentage": 59.1, "elapsed_time": "16:22:27", "remaining_time": "11:19:56"} +{"current_steps": 26720, "total_steps": 45204, "loss": 0.4231, "learning_rate": 7.1769765675766925e-06, "epoch": 0.5910872362468615, "percentage": 59.11, "elapsed_time": "16:22:39", "remaining_time": "11:19:46"} +{"current_steps": 26725, "total_steps": 45204, "loss": 0.4984, "learning_rate": 7.173643172583167e-06, "epoch": 0.5911978438883748, "percentage": 59.12, "elapsed_time": "16:22:54", "remaining_time": "11:19:37"} +{"current_steps": 26730, "total_steps": 45204, "loss": 0.5062, "learning_rate": 7.17031011887134e-06, "epoch": 0.591308451529888, "percentage": 59.13, "elapsed_time": "16:23:06", "remaining_time": "11:19:27"} +{"current_steps": 26735, "total_steps": 45204, "loss": 0.2113, "learning_rate": 7.166977406843686e-06, "epoch": 0.5914190591714013, "percentage": 59.14, "elapsed_time": "16:23:16", "remaining_time": "11:19:15"} +{"current_steps": 26740, "total_steps": 45204, "loss": 0.3623, "learning_rate": 7.163645036902624e-06, "epoch": 0.5915296668129145, "percentage": 59.15, "elapsed_time": "16:23:27", "remaining_time": "11:19:04"} +{"current_steps": 26745, "total_steps": 45204, "loss": 0.2834, "learning_rate": 7.1603130094505435e-06, "epoch": 0.5916402744544278, "percentage": 59.17, "elapsed_time": "16:23:39", "remaining_time": "11:18:54"} +{"current_steps": 26750, "total_steps": 45204, "loss": 0.3484, "learning_rate": 7.156981324889778e-06, "epoch": 0.5917508820959411, "percentage": 59.18, "elapsed_time": "16:23:50", "remaining_time": "11:18:42"} +{"current_steps": 26755, "total_steps": 45204, "loss": 0.4646, "learning_rate": 7.1536499836226295e-06, "epoch": 0.5918614897374543, "percentage": 59.19, "elapsed_time": "16:23:59", "remaining_time": "11:18:31"} +{"current_steps": 26760, "total_steps": 45204, "loss": 0.4857, "learning_rate": 7.150318986051361e-06, "epoch": 0.5919720973789676, "percentage": 59.2, "elapsed_time": "16:24:11", "remaining_time": "11:18:20"} +{"current_steps": 26765, "total_steps": 45204, "loss": 0.2511, "learning_rate": 7.146988332578184e-06, "epoch": 0.5920827050204809, "percentage": 59.21, "elapsed_time": "16:24:22", "remaining_time": "11:18:09"} +{"current_steps": 26770, "total_steps": 45204, "loss": 0.2343, "learning_rate": 7.143658023605273e-06, "epoch": 0.5921933126619942, "percentage": 59.22, "elapsed_time": "16:24:32", "remaining_time": "11:17:57"} +{"current_steps": 26775, "total_steps": 45204, "loss": 0.4143, "learning_rate": 7.140328059534769e-06, "epoch": 0.5923039203035073, "percentage": 59.23, "elapsed_time": "16:24:43", "remaining_time": "11:17:46"} +{"current_steps": 26780, "total_steps": 45204, "loss": 0.4127, "learning_rate": 7.136998440768757e-06, "epoch": 0.5924145279450206, "percentage": 59.24, "elapsed_time": "16:24:55", "remaining_time": "11:17:36"} +{"current_steps": 26785, "total_steps": 45204, "loss": 0.1416, "learning_rate": 7.133669167709287e-06, "epoch": 0.5925251355865339, "percentage": 59.25, "elapsed_time": "16:25:04", "remaining_time": "11:17:23"} +{"current_steps": 26790, "total_steps": 45204, "loss": 0.3614, "learning_rate": 7.130340240758377e-06, "epoch": 0.5926357432280471, "percentage": 59.26, "elapsed_time": "16:25:14", "remaining_time": "11:17:11"} +{"current_steps": 26795, "total_steps": 45204, "loss": 0.3441, "learning_rate": 7.127011660317984e-06, "epoch": 0.5927463508695604, "percentage": 59.28, "elapsed_time": "16:25:23", "remaining_time": "11:17:00"} +{"current_steps": 26800, "total_steps": 45204, "loss": 0.4113, "learning_rate": 7.123683426790036e-06, "epoch": 0.5928569585110737, "percentage": 59.29, "elapsed_time": "16:25:35", "remaining_time": "11:16:49"} +{"current_steps": 26805, "total_steps": 45204, "loss": 0.4923, "learning_rate": 7.120355540576418e-06, "epoch": 0.592967566152587, "percentage": 59.3, "elapsed_time": "16:25:46", "remaining_time": "11:16:38"} +{"current_steps": 26810, "total_steps": 45204, "loss": 0.2957, "learning_rate": 7.117028002078972e-06, "epoch": 0.5930781737941002, "percentage": 59.31, "elapsed_time": "16:25:54", "remaining_time": "11:16:25"} +{"current_steps": 26815, "total_steps": 45204, "loss": 0.4792, "learning_rate": 7.113700811699491e-06, "epoch": 0.5931887814356135, "percentage": 59.32, "elapsed_time": "16:26:05", "remaining_time": "11:16:13"} +{"current_steps": 26820, "total_steps": 45204, "loss": 0.2978, "learning_rate": 7.110373969839739e-06, "epoch": 0.5932993890771268, "percentage": 59.33, "elapsed_time": "16:26:15", "remaining_time": "11:16:02"} +{"current_steps": 26825, "total_steps": 45204, "loss": 0.3486, "learning_rate": 7.10704747690143e-06, "epoch": 0.5934099967186399, "percentage": 59.34, "elapsed_time": "16:26:27", "remaining_time": "11:15:51"} +{"current_steps": 26830, "total_steps": 45204, "loss": 0.4522, "learning_rate": 7.103721333286231e-06, "epoch": 0.5935206043601532, "percentage": 59.35, "elapsed_time": "16:26:38", "remaining_time": "11:15:41"} +{"current_steps": 26835, "total_steps": 45204, "loss": 0.3162, "learning_rate": 7.100395539395779e-06, "epoch": 0.5936312120016665, "percentage": 59.36, "elapsed_time": "16:26:47", "remaining_time": "11:15:28"} +{"current_steps": 26840, "total_steps": 45204, "loss": 0.2682, "learning_rate": 7.097070095631659e-06, "epoch": 0.5937418196431797, "percentage": 59.38, "elapsed_time": "16:26:59", "remaining_time": "11:15:17"} +{"current_steps": 26845, "total_steps": 45204, "loss": 0.2823, "learning_rate": 7.0937450023954246e-06, "epoch": 0.593852427284693, "percentage": 59.39, "elapsed_time": "16:27:11", "remaining_time": "11:15:07"} +{"current_steps": 26850, "total_steps": 45204, "loss": 0.4187, "learning_rate": 7.090420260088571e-06, "epoch": 0.5939630349262063, "percentage": 59.4, "elapsed_time": "16:27:23", "remaining_time": "11:14:57"} +{"current_steps": 26855, "total_steps": 45204, "loss": 0.3784, "learning_rate": 7.087095869112561e-06, "epoch": 0.5940736425677196, "percentage": 59.41, "elapsed_time": "16:27:35", "remaining_time": "11:14:46"} +{"current_steps": 26860, "total_steps": 45204, "loss": 0.3874, "learning_rate": 7.08377182986882e-06, "epoch": 0.5941842502092328, "percentage": 59.42, "elapsed_time": "16:27:46", "remaining_time": "11:14:35"} +{"current_steps": 26865, "total_steps": 45204, "loss": 0.3711, "learning_rate": 7.08044814275872e-06, "epoch": 0.5942948578507461, "percentage": 59.43, "elapsed_time": "16:27:57", "remaining_time": "11:14:25"} +{"current_steps": 26870, "total_steps": 45204, "loss": 0.2851, "learning_rate": 7.077124808183593e-06, "epoch": 0.5944054654922593, "percentage": 59.44, "elapsed_time": "16:28:05", "remaining_time": "11:14:12"} +{"current_steps": 26875, "total_steps": 45204, "loss": 0.485, "learning_rate": 7.0738018265447375e-06, "epoch": 0.5945160731337725, "percentage": 59.45, "elapsed_time": "16:28:17", "remaining_time": "11:14:01"} +{"current_steps": 26880, "total_steps": 45204, "loss": 0.3811, "learning_rate": 7.070479198243395e-06, "epoch": 0.5946266807752858, "percentage": 59.46, "elapsed_time": "16:28:28", "remaining_time": "11:13:50"} +{"current_steps": 26885, "total_steps": 45204, "loss": 0.2836, "learning_rate": 7.067156923680774e-06, "epoch": 0.5947372884167991, "percentage": 59.47, "elapsed_time": "16:28:40", "remaining_time": "11:13:39"} +{"current_steps": 26890, "total_steps": 45204, "loss": 0.3569, "learning_rate": 7.0638350032580436e-06, "epoch": 0.5948478960583123, "percentage": 59.49, "elapsed_time": "16:28:50", "remaining_time": "11:13:28"} +{"current_steps": 26895, "total_steps": 45204, "loss": 0.4641, "learning_rate": 7.06051343737632e-06, "epoch": 0.5949585036998256, "percentage": 59.5, "elapsed_time": "16:29:03", "remaining_time": "11:13:18"} +{"current_steps": 26900, "total_steps": 45204, "loss": 0.3071, "learning_rate": 7.057192226436678e-06, "epoch": 0.5950691113413389, "percentage": 59.51, "elapsed_time": "16:29:14", "remaining_time": "11:13:07"} +{"current_steps": 26905, "total_steps": 45204, "loss": 0.3523, "learning_rate": 7.05387137084016e-06, "epoch": 0.5951797189828522, "percentage": 59.52, "elapsed_time": "16:29:25", "remaining_time": "11:12:56"} +{"current_steps": 26910, "total_steps": 45204, "loss": 0.2554, "learning_rate": 7.050550870987755e-06, "epoch": 0.5952903266243654, "percentage": 59.53, "elapsed_time": "16:29:35", "remaining_time": "11:12:44"} +{"current_steps": 26915, "total_steps": 45204, "loss": 0.1971, "learning_rate": 7.047230727280406e-06, "epoch": 0.5954009342658787, "percentage": 59.54, "elapsed_time": "16:29:46", "remaining_time": "11:12:33"} +{"current_steps": 26920, "total_steps": 45204, "loss": 0.3382, "learning_rate": 7.043910940119032e-06, "epoch": 0.5955115419073919, "percentage": 59.55, "elapsed_time": "16:29:56", "remaining_time": "11:12:21"} +{"current_steps": 26925, "total_steps": 45204, "loss": 0.3607, "learning_rate": 7.040591509904489e-06, "epoch": 0.5956221495489051, "percentage": 59.56, "elapsed_time": "16:30:05", "remaining_time": "11:12:09"} +{"current_steps": 26930, "total_steps": 45204, "loss": 0.3139, "learning_rate": 7.037272437037594e-06, "epoch": 0.5957327571904184, "percentage": 59.57, "elapsed_time": "16:30:15", "remaining_time": "11:11:57"} +{"current_steps": 26935, "total_steps": 45204, "loss": 0.3605, "learning_rate": 7.033953721919131e-06, "epoch": 0.5958433648319317, "percentage": 59.59, "elapsed_time": "16:30:27", "remaining_time": "11:11:47"} +{"current_steps": 26940, "total_steps": 45204, "loss": 0.4358, "learning_rate": 7.0306353649498314e-06, "epoch": 0.595953972473445, "percentage": 59.6, "elapsed_time": "16:30:42", "remaining_time": "11:11:38"} +{"current_steps": 26945, "total_steps": 45204, "loss": 0.3041, "learning_rate": 7.027317366530381e-06, "epoch": 0.5960645801149582, "percentage": 59.61, "elapsed_time": "16:30:54", "remaining_time": "11:11:28"} +{"current_steps": 26950, "total_steps": 45204, "loss": 0.3926, "learning_rate": 7.023999727061432e-06, "epoch": 0.5961751877564715, "percentage": 59.62, "elapsed_time": "16:31:05", "remaining_time": "11:11:17"} +{"current_steps": 26955, "total_steps": 45204, "loss": 0.3324, "learning_rate": 7.0206824469435875e-06, "epoch": 0.5962857953979848, "percentage": 59.63, "elapsed_time": "16:31:17", "remaining_time": "11:11:07"} +{"current_steps": 26960, "total_steps": 45204, "loss": 0.2081, "learning_rate": 7.017365526577411e-06, "epoch": 0.596396403039498, "percentage": 59.64, "elapsed_time": "16:31:28", "remaining_time": "11:10:56"} +{"current_steps": 26965, "total_steps": 45204, "loss": 0.3717, "learning_rate": 7.014048966363414e-06, "epoch": 0.5965070106810112, "percentage": 59.65, "elapsed_time": "16:31:39", "remaining_time": "11:10:45"} +{"current_steps": 26970, "total_steps": 45204, "loss": 0.4083, "learning_rate": 7.010732766702071e-06, "epoch": 0.5966176183225245, "percentage": 59.66, "elapsed_time": "16:31:52", "remaining_time": "11:10:35"} +{"current_steps": 26975, "total_steps": 45204, "loss": 0.2608, "learning_rate": 7.007416927993818e-06, "epoch": 0.5967282259640377, "percentage": 59.67, "elapsed_time": "16:32:02", "remaining_time": "11:10:23"} +{"current_steps": 26980, "total_steps": 45204, "loss": 0.316, "learning_rate": 7.004101450639035e-06, "epoch": 0.596838833605551, "percentage": 59.68, "elapsed_time": "16:32:12", "remaining_time": "11:10:11"} +{"current_steps": 26985, "total_steps": 45204, "loss": 0.4556, "learning_rate": 7.000786335038065e-06, "epoch": 0.5969494412470643, "percentage": 59.7, "elapsed_time": "16:32:26", "remaining_time": "11:10:03"} +{"current_steps": 26990, "total_steps": 45204, "loss": 0.2896, "learning_rate": 6.997471581591213e-06, "epoch": 0.5970600488885776, "percentage": 59.71, "elapsed_time": "16:32:39", "remaining_time": "11:09:53"} +{"current_steps": 26995, "total_steps": 45204, "loss": 0.2538, "learning_rate": 6.994157190698729e-06, "epoch": 0.5971706565300908, "percentage": 59.72, "elapsed_time": "16:32:49", "remaining_time": "11:09:41"} +{"current_steps": 27000, "total_steps": 45204, "loss": 0.2061, "learning_rate": 6.990843162760823e-06, "epoch": 0.5972812641716041, "percentage": 59.73, "elapsed_time": "16:32:59", "remaining_time": "11:09:29"} +{"current_steps": 27005, "total_steps": 45204, "loss": 0.3242, "learning_rate": 6.987529498177672e-06, "epoch": 0.5973918718131174, "percentage": 59.74, "elapsed_time": "16:33:09", "remaining_time": "11:09:17"} +{"current_steps": 27010, "total_steps": 45204, "loss": 0.2623, "learning_rate": 6.984216197349392e-06, "epoch": 0.5975024794546306, "percentage": 59.75, "elapsed_time": "16:33:18", "remaining_time": "11:09:05"} +{"current_steps": 27015, "total_steps": 45204, "loss": 0.3142, "learning_rate": 6.980903260676062e-06, "epoch": 0.5976130870961438, "percentage": 59.76, "elapsed_time": "16:33:29", "remaining_time": "11:08:54"} +{"current_steps": 27020, "total_steps": 45204, "loss": 0.2846, "learning_rate": 6.977590688557727e-06, "epoch": 0.5977236947376571, "percentage": 59.77, "elapsed_time": "16:33:41", "remaining_time": "11:08:44"} +{"current_steps": 27025, "total_steps": 45204, "loss": 0.3216, "learning_rate": 6.974278481394372e-06, "epoch": 0.5978343023791703, "percentage": 59.78, "elapsed_time": "16:33:51", "remaining_time": "11:08:32"} +{"current_steps": 27030, "total_steps": 45204, "loss": 0.3183, "learning_rate": 6.970966639585942e-06, "epoch": 0.5979449100206836, "percentage": 59.8, "elapsed_time": "16:34:04", "remaining_time": "11:08:23"} +{"current_steps": 27035, "total_steps": 45204, "loss": 0.2134, "learning_rate": 6.967655163532348e-06, "epoch": 0.5980555176621969, "percentage": 59.81, "elapsed_time": "16:34:14", "remaining_time": "11:08:11"} +{"current_steps": 27040, "total_steps": 45204, "loss": 0.2872, "learning_rate": 6.9643440536334485e-06, "epoch": 0.5981661253037102, "percentage": 59.82, "elapsed_time": "16:34:26", "remaining_time": "11:08:00"} +{"current_steps": 27045, "total_steps": 45204, "loss": 0.2117, "learning_rate": 6.961033310289054e-06, "epoch": 0.5982767329452234, "percentage": 59.83, "elapsed_time": "16:34:35", "remaining_time": "11:07:48"} +{"current_steps": 27050, "total_steps": 45204, "loss": 0.323, "learning_rate": 6.9577229338989395e-06, "epoch": 0.5983873405867367, "percentage": 59.84, "elapsed_time": "16:34:45", "remaining_time": "11:07:36"} +{"current_steps": 27055, "total_steps": 45204, "loss": 0.291, "learning_rate": 6.95441292486283e-06, "epoch": 0.59849794822825, "percentage": 59.85, "elapsed_time": "16:34:57", "remaining_time": "11:07:26"} +{"current_steps": 27060, "total_steps": 45204, "loss": 0.418, "learning_rate": 6.951103283580414e-06, "epoch": 0.5986085558697631, "percentage": 59.86, "elapsed_time": "16:35:10", "remaining_time": "11:07:16"} +{"current_steps": 27065, "total_steps": 45204, "loss": 0.5484, "learning_rate": 6.947794010451323e-06, "epoch": 0.5987191635112764, "percentage": 59.87, "elapsed_time": "16:35:25", "remaining_time": "11:07:07"} +{"current_steps": 27070, "total_steps": 45204, "loss": 0.4919, "learning_rate": 6.944485105875152e-06, "epoch": 0.5988297711527897, "percentage": 59.88, "elapsed_time": "16:35:40", "remaining_time": "11:06:59"} +{"current_steps": 27075, "total_steps": 45204, "loss": 0.3989, "learning_rate": 6.941176570251454e-06, "epoch": 0.598940378794303, "percentage": 59.9, "elapsed_time": "16:35:54", "remaining_time": "11:06:50"} +{"current_steps": 27080, "total_steps": 45204, "loss": 0.3061, "learning_rate": 6.937868403979728e-06, "epoch": 0.5990509864358162, "percentage": 59.91, "elapsed_time": "16:36:05", "remaining_time": "11:06:39"} +{"current_steps": 27085, "total_steps": 45204, "loss": 0.3789, "learning_rate": 6.934560607459435e-06, "epoch": 0.5991615940773295, "percentage": 59.92, "elapsed_time": "16:36:16", "remaining_time": "11:06:28"} +{"current_steps": 27090, "total_steps": 45204, "loss": 0.3372, "learning_rate": 6.931253181089998e-06, "epoch": 0.5992722017188428, "percentage": 59.93, "elapsed_time": "16:36:26", "remaining_time": "11:06:16"} +{"current_steps": 27095, "total_steps": 45204, "loss": 0.4248, "learning_rate": 6.927946125270777e-06, "epoch": 0.599382809360356, "percentage": 59.94, "elapsed_time": "16:36:39", "remaining_time": "11:06:06"} +{"current_steps": 27100, "total_steps": 45204, "loss": 0.2544, "learning_rate": 6.924639440401103e-06, "epoch": 0.5994934170018693, "percentage": 59.95, "elapsed_time": "16:36:50", "remaining_time": "11:05:55"} +{"current_steps": 27105, "total_steps": 45204, "loss": 0.2544, "learning_rate": 6.921333126880261e-06, "epoch": 0.5996040246433826, "percentage": 59.96, "elapsed_time": "16:37:00", "remaining_time": "11:05:44"} +{"current_steps": 27110, "total_steps": 45204, "loss": 0.3533, "learning_rate": 6.9180271851074795e-06, "epoch": 0.5997146322848957, "percentage": 59.97, "elapsed_time": "16:37:10", "remaining_time": "11:05:32"} +{"current_steps": 27115, "total_steps": 45204, "loss": 0.2858, "learning_rate": 6.914721615481954e-06, "epoch": 0.599825239926409, "percentage": 59.98, "elapsed_time": "16:37:20", "remaining_time": "11:05:20"} +{"current_steps": 27120, "total_steps": 45204, "loss": 0.3533, "learning_rate": 6.911416418402833e-06, "epoch": 0.5999358475679223, "percentage": 59.99, "elapsed_time": "16:37:31", "remaining_time": "11:05:10"} +{"current_steps": 27125, "total_steps": 45204, "loss": 0.3702, "learning_rate": 6.908111594269217e-06, "epoch": 0.6000464552094356, "percentage": 60.01, "elapsed_time": "16:37:41", "remaining_time": "11:04:58"} +{"current_steps": 27130, "total_steps": 45204, "loss": 0.2693, "learning_rate": 6.904807143480155e-06, "epoch": 0.6001570628509488, "percentage": 60.02, "elapsed_time": "16:37:53", "remaining_time": "11:04:47"} +{"current_steps": 27135, "total_steps": 45204, "loss": 0.3135, "learning_rate": 6.901503066434669e-06, "epoch": 0.6002676704924621, "percentage": 60.03, "elapsed_time": "16:38:05", "remaining_time": "11:04:37"} +{"current_steps": 27140, "total_steps": 45204, "loss": 0.2826, "learning_rate": 6.898199363531724e-06, "epoch": 0.6003782781339754, "percentage": 60.04, "elapsed_time": "16:38:15", "remaining_time": "11:04:25"} +{"current_steps": 27145, "total_steps": 45204, "loss": 0.2487, "learning_rate": 6.894896035170231e-06, "epoch": 0.6004888857754886, "percentage": 60.05, "elapsed_time": "16:38:26", "remaining_time": "11:04:14"} +{"current_steps": 27150, "total_steps": 45204, "loss": 0.3392, "learning_rate": 6.891593081749076e-06, "epoch": 0.6005994934170019, "percentage": 60.06, "elapsed_time": "16:38:36", "remaining_time": "11:04:02"} +{"current_steps": 27155, "total_steps": 45204, "loss": 0.4657, "learning_rate": 6.888290503667089e-06, "epoch": 0.6007101010585151, "percentage": 60.07, "elapsed_time": "16:38:50", "remaining_time": "11:03:53"} +{"current_steps": 27160, "total_steps": 45204, "loss": 0.3643, "learning_rate": 6.884988301323048e-06, "epoch": 0.6008207087000283, "percentage": 60.08, "elapsed_time": "16:39:01", "remaining_time": "11:03:42"} +{"current_steps": 27165, "total_steps": 45204, "loss": 0.3291, "learning_rate": 6.881686475115701e-06, "epoch": 0.6009313163415416, "percentage": 60.09, "elapsed_time": "16:39:09", "remaining_time": "11:03:29"} +{"current_steps": 27170, "total_steps": 45204, "loss": 0.3573, "learning_rate": 6.8783850254437354e-06, "epoch": 0.6010419239830549, "percentage": 60.11, "elapsed_time": "16:39:20", "remaining_time": "11:03:18"} +{"current_steps": 27175, "total_steps": 45204, "loss": 0.2962, "learning_rate": 6.875083952705809e-06, "epoch": 0.6011525316245682, "percentage": 60.12, "elapsed_time": "16:39:29", "remaining_time": "11:03:06"} +{"current_steps": 27180, "total_steps": 45204, "loss": 0.2927, "learning_rate": 6.8717832573005185e-06, "epoch": 0.6012631392660814, "percentage": 60.13, "elapsed_time": "16:39:40", "remaining_time": "11:02:54"} +{"current_steps": 27185, "total_steps": 45204, "loss": 0.3637, "learning_rate": 6.868482939626421e-06, "epoch": 0.6013737469075947, "percentage": 60.14, "elapsed_time": "16:39:52", "remaining_time": "11:02:44"} +{"current_steps": 27190, "total_steps": 45204, "loss": 0.3719, "learning_rate": 6.865183000082035e-06, "epoch": 0.601484354549108, "percentage": 60.15, "elapsed_time": "16:40:03", "remaining_time": "11:02:33"} +{"current_steps": 27195, "total_steps": 45204, "loss": 0.396, "learning_rate": 6.861883439065823e-06, "epoch": 0.6015949621906213, "percentage": 60.16, "elapsed_time": "16:40:16", "remaining_time": "11:02:23"} +{"current_steps": 27200, "total_steps": 45204, "loss": 0.3629, "learning_rate": 6.858584256976204e-06, "epoch": 0.6017055698321345, "percentage": 60.17, "elapsed_time": "16:40:25", "remaining_time": "11:02:11"} +{"current_steps": 27205, "total_steps": 45204, "loss": 0.2424, "learning_rate": 6.8552854542115585e-06, "epoch": 0.6018161774736477, "percentage": 60.18, "elapsed_time": "16:40:34", "remaining_time": "11:01:59"} +{"current_steps": 27210, "total_steps": 45204, "loss": 0.2332, "learning_rate": 6.851987031170213e-06, "epoch": 0.601926785115161, "percentage": 60.19, "elapsed_time": "16:40:43", "remaining_time": "11:01:46"} +{"current_steps": 27215, "total_steps": 45204, "loss": 0.314, "learning_rate": 6.848688988250448e-06, "epoch": 0.6020373927566742, "percentage": 60.2, "elapsed_time": "16:40:52", "remaining_time": "11:01:34"} +{"current_steps": 27220, "total_steps": 45204, "loss": 0.4251, "learning_rate": 6.845391325850509e-06, "epoch": 0.6021480003981875, "percentage": 60.22, "elapsed_time": "16:41:04", "remaining_time": "11:01:23"} +{"current_steps": 27225, "total_steps": 45204, "loss": 0.2715, "learning_rate": 6.842094044368581e-06, "epoch": 0.6022586080397008, "percentage": 60.23, "elapsed_time": "16:41:14", "remaining_time": "11:01:12"} +{"current_steps": 27230, "total_steps": 45204, "loss": 0.4388, "learning_rate": 6.838797144202809e-06, "epoch": 0.602369215681214, "percentage": 60.24, "elapsed_time": "16:41:24", "remaining_time": "11:01:00"} +{"current_steps": 27235, "total_steps": 45204, "loss": 0.3659, "learning_rate": 6.835500625751301e-06, "epoch": 0.6024798233227273, "percentage": 60.25, "elapsed_time": "16:41:36", "remaining_time": "11:00:50"} +{"current_steps": 27240, "total_steps": 45204, "loss": 0.1763, "learning_rate": 6.8322044894121045e-06, "epoch": 0.6025904309642406, "percentage": 60.26, "elapsed_time": "16:41:46", "remaining_time": "11:00:38"} +{"current_steps": 27245, "total_steps": 45204, "loss": 0.3177, "learning_rate": 6.828908735583223e-06, "epoch": 0.6027010386057539, "percentage": 60.27, "elapsed_time": "16:41:57", "remaining_time": "11:00:27"} +{"current_steps": 27250, "total_steps": 45204, "loss": 0.3047, "learning_rate": 6.825613364662625e-06, "epoch": 0.602811646247267, "percentage": 60.28, "elapsed_time": "16:42:09", "remaining_time": "11:00:16"} +{"current_steps": 27255, "total_steps": 45204, "loss": 0.2614, "learning_rate": 6.822318377048224e-06, "epoch": 0.6029222538887803, "percentage": 60.29, "elapsed_time": "16:42:17", "remaining_time": "11:00:04"} +{"current_steps": 27260, "total_steps": 45204, "loss": 0.3468, "learning_rate": 6.8190237731378826e-06, "epoch": 0.6030328615302936, "percentage": 60.3, "elapsed_time": "16:42:27", "remaining_time": "10:59:52"} +{"current_steps": 27265, "total_steps": 45204, "loss": 0.3927, "learning_rate": 6.815729553329432e-06, "epoch": 0.6031434691718068, "percentage": 60.32, "elapsed_time": "16:42:38", "remaining_time": "10:59:41"} +{"current_steps": 27270, "total_steps": 45204, "loss": 0.3662, "learning_rate": 6.812435718020644e-06, "epoch": 0.6032540768133201, "percentage": 60.33, "elapsed_time": "16:42:49", "remaining_time": "10:59:30"} +{"current_steps": 27275, "total_steps": 45204, "loss": 0.4852, "learning_rate": 6.809142267609248e-06, "epoch": 0.6033646844548334, "percentage": 60.34, "elapsed_time": "16:43:01", "remaining_time": "10:59:19"} +{"current_steps": 27280, "total_steps": 45204, "loss": 0.3908, "learning_rate": 6.805849202492927e-06, "epoch": 0.6034752920963466, "percentage": 60.35, "elapsed_time": "16:43:14", "remaining_time": "10:59:10"} +{"current_steps": 27285, "total_steps": 45204, "loss": 0.2419, "learning_rate": 6.802556523069317e-06, "epoch": 0.6035858997378599, "percentage": 60.36, "elapsed_time": "16:43:25", "remaining_time": "10:58:58"} +{"current_steps": 27290, "total_steps": 45204, "loss": 0.4592, "learning_rate": 6.7992642297360115e-06, "epoch": 0.6036965073793732, "percentage": 60.37, "elapsed_time": "16:43:37", "remaining_time": "10:58:48"} +{"current_steps": 27295, "total_steps": 45204, "loss": 0.2259, "learning_rate": 6.795972322890552e-06, "epoch": 0.6038071150208865, "percentage": 60.38, "elapsed_time": "16:43:46", "remaining_time": "10:58:36"} +{"current_steps": 27300, "total_steps": 45204, "loss": 0.4078, "learning_rate": 6.792680802930432e-06, "epoch": 0.6039177226623996, "percentage": 60.39, "elapsed_time": "16:43:59", "remaining_time": "10:58:26"} +{"current_steps": 27305, "total_steps": 45204, "loss": 0.3227, "learning_rate": 6.789389670253106e-06, "epoch": 0.6040283303039129, "percentage": 60.4, "elapsed_time": "16:44:08", "remaining_time": "10:58:14"} +{"current_steps": 27310, "total_steps": 45204, "loss": 0.3248, "learning_rate": 6.786098925255976e-06, "epoch": 0.6041389379454262, "percentage": 60.42, "elapsed_time": "16:44:20", "remaining_time": "10:58:03"} +{"current_steps": 27315, "total_steps": 45204, "loss": 0.3691, "learning_rate": 6.782808568336395e-06, "epoch": 0.6042495455869394, "percentage": 60.43, "elapsed_time": "16:44:33", "remaining_time": "10:57:53"} +{"current_steps": 27320, "total_steps": 45204, "loss": 0.3956, "learning_rate": 6.77951859989168e-06, "epoch": 0.6043601532284527, "percentage": 60.44, "elapsed_time": "16:44:43", "remaining_time": "10:57:42"} +{"current_steps": 27325, "total_steps": 45204, "loss": 0.3894, "learning_rate": 6.776229020319087e-06, "epoch": 0.604470760869966, "percentage": 60.45, "elapsed_time": "16:44:54", "remaining_time": "10:57:31"} +{"current_steps": 27330, "total_steps": 45204, "loss": 0.3864, "learning_rate": 6.772939830015833e-06, "epoch": 0.6045813685114793, "percentage": 60.46, "elapsed_time": "16:45:08", "remaining_time": "10:57:21"} +{"current_steps": 27335, "total_steps": 45204, "loss": 0.4037, "learning_rate": 6.7696510293790895e-06, "epoch": 0.6046919761529925, "percentage": 60.47, "elapsed_time": "16:45:19", "remaining_time": "10:57:11"} +{"current_steps": 27340, "total_steps": 45204, "loss": 0.5018, "learning_rate": 6.766362618805978e-06, "epoch": 0.6048025837945058, "percentage": 60.48, "elapsed_time": "16:45:28", "remaining_time": "10:56:58"} +{"current_steps": 27345, "total_steps": 45204, "loss": 0.2749, "learning_rate": 6.763074598693564e-06, "epoch": 0.604913191436019, "percentage": 60.49, "elapsed_time": "16:45:41", "remaining_time": "10:56:48"} +{"current_steps": 27350, "total_steps": 45204, "loss": 0.3265, "learning_rate": 6.75978696943889e-06, "epoch": 0.6050237990775322, "percentage": 60.5, "elapsed_time": "16:45:50", "remaining_time": "10:56:36"} +{"current_steps": 27355, "total_steps": 45204, "loss": 0.4391, "learning_rate": 6.756499731438927e-06, "epoch": 0.6051344067190455, "percentage": 60.51, "elapsed_time": "16:46:02", "remaining_time": "10:56:25"} +{"current_steps": 27360, "total_steps": 45204, "loss": 0.4073, "learning_rate": 6.7532128850906055e-06, "epoch": 0.6052450143605588, "percentage": 60.53, "elapsed_time": "16:46:13", "remaining_time": "10:56:15"} +{"current_steps": 27365, "total_steps": 45204, "loss": 0.2935, "learning_rate": 6.749926430790818e-06, "epoch": 0.605355622002072, "percentage": 60.54, "elapsed_time": "16:46:24", "remaining_time": "10:56:04"} +{"current_steps": 27370, "total_steps": 45204, "loss": 0.2773, "learning_rate": 6.7466403689364015e-06, "epoch": 0.6054662296435853, "percentage": 60.55, "elapsed_time": "16:46:38", "remaining_time": "10:55:55"} +{"current_steps": 27375, "total_steps": 45204, "loss": 0.3231, "learning_rate": 6.743354699924141e-06, "epoch": 0.6055768372850986, "percentage": 60.56, "elapsed_time": "16:46:48", "remaining_time": "10:55:43"} +{"current_steps": 27380, "total_steps": 45204, "loss": 0.218, "learning_rate": 6.7400694241507855e-06, "epoch": 0.6056874449266119, "percentage": 60.57, "elapsed_time": "16:46:58", "remaining_time": "10:55:31"} +{"current_steps": 27385, "total_steps": 45204, "loss": 0.3238, "learning_rate": 6.736784542013029e-06, "epoch": 0.6057980525681251, "percentage": 60.58, "elapsed_time": "16:47:09", "remaining_time": "10:55:20"} +{"current_steps": 27390, "total_steps": 45204, "loss": 0.2368, "learning_rate": 6.733500053907525e-06, "epoch": 0.6059086602096383, "percentage": 60.59, "elapsed_time": "16:47:18", "remaining_time": "10:55:08"} +{"current_steps": 27395, "total_steps": 45204, "loss": 0.2785, "learning_rate": 6.730215960230867e-06, "epoch": 0.6060192678511516, "percentage": 60.6, "elapsed_time": "16:47:29", "remaining_time": "10:54:56"} +{"current_steps": 27400, "total_steps": 45204, "loss": 0.24, "learning_rate": 6.7269322613796105e-06, "epoch": 0.6061298754926648, "percentage": 60.61, "elapsed_time": "16:47:38", "remaining_time": "10:54:44"} +{"current_steps": 27405, "total_steps": 45204, "loss": 0.2102, "learning_rate": 6.723648957750266e-06, "epoch": 0.6062404831341781, "percentage": 60.63, "elapsed_time": "16:47:49", "remaining_time": "10:54:33"} +{"current_steps": 27410, "total_steps": 45204, "loss": 0.3289, "learning_rate": 6.720366049739285e-06, "epoch": 0.6063510907756914, "percentage": 60.64, "elapsed_time": "16:47:59", "remaining_time": "10:54:21"} +{"current_steps": 27415, "total_steps": 45204, "loss": 0.3458, "learning_rate": 6.717083537743079e-06, "epoch": 0.6064616984172047, "percentage": 60.65, "elapsed_time": "16:48:11", "remaining_time": "10:54:11"} +{"current_steps": 27420, "total_steps": 45204, "loss": 0.3435, "learning_rate": 6.713801422158015e-06, "epoch": 0.6065723060587179, "percentage": 60.66, "elapsed_time": "16:48:22", "remaining_time": "10:54:00"} +{"current_steps": 27425, "total_steps": 45204, "loss": 0.3347, "learning_rate": 6.710519703380403e-06, "epoch": 0.6066829137002312, "percentage": 60.67, "elapsed_time": "16:48:34", "remaining_time": "10:53:50"} +{"current_steps": 27430, "total_steps": 45204, "loss": 0.3787, "learning_rate": 6.707238381806507e-06, "epoch": 0.6067935213417445, "percentage": 60.68, "elapsed_time": "16:48:45", "remaining_time": "10:53:39"} +{"current_steps": 27435, "total_steps": 45204, "loss": 0.317, "learning_rate": 6.703957457832554e-06, "epoch": 0.6069041289832577, "percentage": 60.69, "elapsed_time": "16:48:57", "remaining_time": "10:53:28"} +{"current_steps": 27440, "total_steps": 45204, "loss": 0.3736, "learning_rate": 6.700676931854706e-06, "epoch": 0.6070147366247709, "percentage": 60.7, "elapsed_time": "16:49:06", "remaining_time": "10:53:16"} +{"current_steps": 27445, "total_steps": 45204, "loss": 0.29, "learning_rate": 6.697396804269088e-06, "epoch": 0.6071253442662842, "percentage": 60.71, "elapsed_time": "16:49:17", "remaining_time": "10:53:05"} +{"current_steps": 27450, "total_steps": 45204, "loss": 0.3336, "learning_rate": 6.69411707547178e-06, "epoch": 0.6072359519077974, "percentage": 60.72, "elapsed_time": "16:49:27", "remaining_time": "10:52:53"} +{"current_steps": 27455, "total_steps": 45204, "loss": 0.2418, "learning_rate": 6.690837745858804e-06, "epoch": 0.6073465595493107, "percentage": 60.74, "elapsed_time": "16:49:38", "remaining_time": "10:52:42"} +{"current_steps": 27460, "total_steps": 45204, "loss": 0.478, "learning_rate": 6.687558815826132e-06, "epoch": 0.607457167190824, "percentage": 60.75, "elapsed_time": "16:49:49", "remaining_time": "10:52:31"} +{"current_steps": 27465, "total_steps": 45204, "loss": 0.3338, "learning_rate": 6.684280285769702e-06, "epoch": 0.6075677748323373, "percentage": 60.76, "elapsed_time": "16:50:01", "remaining_time": "10:52:21"} +{"current_steps": 27470, "total_steps": 45204, "loss": 0.4088, "learning_rate": 6.681002156085395e-06, "epoch": 0.6076783824738505, "percentage": 60.77, "elapsed_time": "16:50:13", "remaining_time": "10:52:10"} +{"current_steps": 27475, "total_steps": 45204, "loss": 0.3236, "learning_rate": 6.677724427169039e-06, "epoch": 0.6077889901153638, "percentage": 60.78, "elapsed_time": "16:50:26", "remaining_time": "10:52:00"} +{"current_steps": 27480, "total_steps": 45204, "loss": 0.3906, "learning_rate": 6.6744470994164224e-06, "epoch": 0.6078995977568771, "percentage": 60.79, "elapsed_time": "16:50:37", "remaining_time": "10:51:49"} +{"current_steps": 27485, "total_steps": 45204, "loss": 0.4004, "learning_rate": 6.671170173223284e-06, "epoch": 0.6080102053983902, "percentage": 60.8, "elapsed_time": "16:50:49", "remaining_time": "10:51:39"} +{"current_steps": 27490, "total_steps": 45204, "loss": 0.2439, "learning_rate": 6.667893648985304e-06, "epoch": 0.6081208130399035, "percentage": 60.81, "elapsed_time": "16:51:00", "remaining_time": "10:51:28"} +{"current_steps": 27495, "total_steps": 45204, "loss": 0.2236, "learning_rate": 6.664617527098127e-06, "epoch": 0.6082314206814168, "percentage": 60.82, "elapsed_time": "16:51:10", "remaining_time": "10:51:16"} +{"current_steps": 27500, "total_steps": 45204, "loss": 0.1352, "learning_rate": 6.661341807957342e-06, "epoch": 0.60834202832293, "percentage": 60.84, "elapsed_time": "16:51:19", "remaining_time": "10:51:04"} +{"current_steps": 27505, "total_steps": 45204, "loss": 0.4018, "learning_rate": 6.658066491958497e-06, "epoch": 0.6084526359644433, "percentage": 60.85, "elapsed_time": "16:51:31", "remaining_time": "10:50:53"} +{"current_steps": 27510, "total_steps": 45204, "loss": 0.5624, "learning_rate": 6.654791579497077e-06, "epoch": 0.6085632436059566, "percentage": 60.86, "elapsed_time": "16:51:43", "remaining_time": "10:50:43"} +{"current_steps": 27515, "total_steps": 45204, "loss": 0.2977, "learning_rate": 6.651517070968528e-06, "epoch": 0.6086738512474699, "percentage": 60.87, "elapsed_time": "16:51:54", "remaining_time": "10:50:32"} +{"current_steps": 27520, "total_steps": 45204, "loss": 0.333, "learning_rate": 6.6482429667682525e-06, "epoch": 0.6087844588889831, "percentage": 60.88, "elapsed_time": "16:52:04", "remaining_time": "10:50:20"} +{"current_steps": 27525, "total_steps": 45204, "loss": 0.52, "learning_rate": 6.64496926729159e-06, "epoch": 0.6088950665304964, "percentage": 60.89, "elapsed_time": "16:52:16", "remaining_time": "10:50:10"} +{"current_steps": 27530, "total_steps": 45204, "loss": 0.316, "learning_rate": 6.641695972933842e-06, "epoch": 0.6090056741720097, "percentage": 60.9, "elapsed_time": "16:52:26", "remaining_time": "10:49:58"} +{"current_steps": 27535, "total_steps": 45204, "loss": 0.3405, "learning_rate": 6.638423084090258e-06, "epoch": 0.6091162818135228, "percentage": 60.91, "elapsed_time": "16:52:36", "remaining_time": "10:49:47"} +{"current_steps": 27540, "total_steps": 45204, "loss": 0.1858, "learning_rate": 6.635150601156037e-06, "epoch": 0.6092268894550361, "percentage": 60.92, "elapsed_time": "16:52:47", "remaining_time": "10:49:35"} +{"current_steps": 27545, "total_steps": 45204, "loss": 0.3524, "learning_rate": 6.631878524526331e-06, "epoch": 0.6093374970965494, "percentage": 60.93, "elapsed_time": "16:52:58", "remaining_time": "10:49:24"} +{"current_steps": 27550, "total_steps": 45204, "loss": 0.3629, "learning_rate": 6.628606854596244e-06, "epoch": 0.6094481047380627, "percentage": 60.95, "elapsed_time": "16:53:09", "remaining_time": "10:49:13"} +{"current_steps": 27555, "total_steps": 45204, "loss": 0.3674, "learning_rate": 6.625335591760829e-06, "epoch": 0.6095587123795759, "percentage": 60.96, "elapsed_time": "16:53:20", "remaining_time": "10:49:02"} +{"current_steps": 27560, "total_steps": 45204, "loss": 0.348, "learning_rate": 6.622064736415082e-06, "epoch": 0.6096693200210892, "percentage": 60.97, "elapsed_time": "16:53:30", "remaining_time": "10:48:50"} +{"current_steps": 27565, "total_steps": 45204, "loss": 0.28, "learning_rate": 6.618794288953968e-06, "epoch": 0.6097799276626025, "percentage": 60.98, "elapsed_time": "16:53:40", "remaining_time": "10:48:39"} +{"current_steps": 27570, "total_steps": 45204, "loss": 0.2281, "learning_rate": 6.61552424977239e-06, "epoch": 0.6098905353041157, "percentage": 60.99, "elapsed_time": "16:53:51", "remaining_time": "10:48:28"} +{"current_steps": 27575, "total_steps": 45204, "loss": 0.2544, "learning_rate": 6.612254619265199e-06, "epoch": 0.610001142945629, "percentage": 61.0, "elapsed_time": "16:54:01", "remaining_time": "10:48:16"} +{"current_steps": 27580, "total_steps": 45204, "loss": 0.4549, "learning_rate": 6.608985397827208e-06, "epoch": 0.6101117505871422, "percentage": 61.01, "elapsed_time": "16:54:14", "remaining_time": "10:48:06"} +{"current_steps": 27585, "total_steps": 45204, "loss": 0.3484, "learning_rate": 6.605716585853173e-06, "epoch": 0.6102223582286554, "percentage": 61.02, "elapsed_time": "16:54:24", "remaining_time": "10:47:54"} +{"current_steps": 27590, "total_steps": 45204, "loss": 0.3047, "learning_rate": 6.6024481837377975e-06, "epoch": 0.6103329658701687, "percentage": 61.03, "elapsed_time": "16:54:36", "remaining_time": "10:47:44"} +{"current_steps": 27595, "total_steps": 45204, "loss": 0.3058, "learning_rate": 6.599180191875746e-06, "epoch": 0.610443573511682, "percentage": 61.05, "elapsed_time": "16:54:47", "remaining_time": "10:47:33"} +{"current_steps": 27600, "total_steps": 45204, "loss": 0.3332, "learning_rate": 6.595912610661623e-06, "epoch": 0.6105541811531953, "percentage": 61.06, "elapsed_time": "16:54:58", "remaining_time": "10:47:22"} +{"current_steps": 27605, "total_steps": 45204, "loss": 0.2865, "learning_rate": 6.592645440489994e-06, "epoch": 0.6106647887947085, "percentage": 61.07, "elapsed_time": "16:55:08", "remaining_time": "10:47:10"} +{"current_steps": 27610, "total_steps": 45204, "loss": 0.315, "learning_rate": 6.589378681755363e-06, "epoch": 0.6107753964362218, "percentage": 61.08, "elapsed_time": "16:55:19", "remaining_time": "10:46:59"} +{"current_steps": 27615, "total_steps": 45204, "loss": 0.4256, "learning_rate": 6.58611233485219e-06, "epoch": 0.6108860040777351, "percentage": 61.09, "elapsed_time": "16:55:30", "remaining_time": "10:46:49"} +{"current_steps": 27620, "total_steps": 45204, "loss": 0.3277, "learning_rate": 6.582846400174892e-06, "epoch": 0.6109966117192484, "percentage": 61.1, "elapsed_time": "16:55:41", "remaining_time": "10:46:37"} +{"current_steps": 27625, "total_steps": 45204, "loss": 0.3887, "learning_rate": 6.579580878117823e-06, "epoch": 0.6111072193607616, "percentage": 61.11, "elapsed_time": "16:55:53", "remaining_time": "10:46:27"} +{"current_steps": 27630, "total_steps": 45204, "loss": 0.4119, "learning_rate": 6.576315769075292e-06, "epoch": 0.6112178270022748, "percentage": 61.12, "elapsed_time": "16:56:04", "remaining_time": "10:46:16"} +{"current_steps": 27635, "total_steps": 45204, "loss": 0.2717, "learning_rate": 6.57305107344157e-06, "epoch": 0.611328434643788, "percentage": 61.13, "elapsed_time": "16:56:15", "remaining_time": "10:46:05"} +{"current_steps": 27640, "total_steps": 45204, "loss": 0.3586, "learning_rate": 6.569786791610857e-06, "epoch": 0.6114390422853013, "percentage": 61.15, "elapsed_time": "16:56:25", "remaining_time": "10:45:53"} +{"current_steps": 27645, "total_steps": 45204, "loss": 0.2862, "learning_rate": 6.5665229239773184e-06, "epoch": 0.6115496499268146, "percentage": 61.16, "elapsed_time": "16:56:36", "remaining_time": "10:45:42"} +{"current_steps": 27650, "total_steps": 45204, "loss": 0.3127, "learning_rate": 6.563259470935069e-06, "epoch": 0.6116602575683279, "percentage": 61.17, "elapsed_time": "16:56:47", "remaining_time": "10:45:31"} +{"current_steps": 27655, "total_steps": 45204, "loss": 0.4312, "learning_rate": 6.5599964328781644e-06, "epoch": 0.6117708652098411, "percentage": 61.18, "elapsed_time": "16:56:59", "remaining_time": "10:45:21"} +{"current_steps": 27660, "total_steps": 45204, "loss": 0.4267, "learning_rate": 6.556733810200615e-06, "epoch": 0.6118814728513544, "percentage": 61.19, "elapsed_time": "16:57:09", "remaining_time": "10:45:09"} +{"current_steps": 27665, "total_steps": 45204, "loss": 0.4734, "learning_rate": 6.5534716032963874e-06, "epoch": 0.6119920804928677, "percentage": 61.2, "elapsed_time": "16:57:19", "remaining_time": "10:44:57"} +{"current_steps": 27670, "total_steps": 45204, "loss": 0.2716, "learning_rate": 6.550209812559389e-06, "epoch": 0.612102688134381, "percentage": 61.21, "elapsed_time": "16:57:30", "remaining_time": "10:44:46"} +{"current_steps": 27675, "total_steps": 45204, "loss": 0.3364, "learning_rate": 6.546948438383474e-06, "epoch": 0.6122132957758941, "percentage": 61.22, "elapsed_time": "16:57:39", "remaining_time": "10:44:34"} +{"current_steps": 27680, "total_steps": 45204, "loss": 0.4373, "learning_rate": 6.5436874811624604e-06, "epoch": 0.6123239034174074, "percentage": 61.23, "elapsed_time": "16:57:50", "remaining_time": "10:44:23"} +{"current_steps": 27685, "total_steps": 45204, "loss": 0.3754, "learning_rate": 6.540426941290107e-06, "epoch": 0.6124345110589207, "percentage": 61.24, "elapsed_time": "16:58:02", "remaining_time": "10:44:12"} +{"current_steps": 27690, "total_steps": 45204, "loss": 0.3066, "learning_rate": 6.537166819160117e-06, "epoch": 0.6125451187004339, "percentage": 61.26, "elapsed_time": "16:58:11", "remaining_time": "10:44:00"} +{"current_steps": 27695, "total_steps": 45204, "loss": 0.2339, "learning_rate": 6.5339071151661556e-06, "epoch": 0.6126557263419472, "percentage": 61.27, "elapsed_time": "16:58:20", "remaining_time": "10:43:48"} +{"current_steps": 27700, "total_steps": 45204, "loss": 0.2248, "learning_rate": 6.530647829701831e-06, "epoch": 0.6127663339834605, "percentage": 61.28, "elapsed_time": "16:58:30", "remaining_time": "10:43:36"} +{"current_steps": 27705, "total_steps": 45204, "loss": 0.4, "learning_rate": 6.527388963160693e-06, "epoch": 0.6128769416249737, "percentage": 61.29, "elapsed_time": "16:58:43", "remaining_time": "10:43:26"} +{"current_steps": 27710, "total_steps": 45204, "loss": 0.3902, "learning_rate": 6.524130515936256e-06, "epoch": 0.612987549266487, "percentage": 61.3, "elapsed_time": "16:58:55", "remaining_time": "10:43:16"} +{"current_steps": 27715, "total_steps": 45204, "loss": 0.1829, "learning_rate": 6.520872488421973e-06, "epoch": 0.6130981569080003, "percentage": 61.31, "elapsed_time": "16:59:06", "remaining_time": "10:43:05"} +{"current_steps": 27720, "total_steps": 45204, "loss": 0.402, "learning_rate": 6.517614881011256e-06, "epoch": 0.6132087645495136, "percentage": 61.32, "elapsed_time": "16:59:15", "remaining_time": "10:42:53"} +{"current_steps": 27725, "total_steps": 45204, "loss": 0.3598, "learning_rate": 6.514357694097453e-06, "epoch": 0.6133193721910267, "percentage": 61.33, "elapsed_time": "16:59:26", "remaining_time": "10:42:42"} +{"current_steps": 27730, "total_steps": 45204, "loss": 0.3969, "learning_rate": 6.51110092807387e-06, "epoch": 0.61342997983254, "percentage": 61.34, "elapsed_time": "16:59:36", "remaining_time": "10:42:30"} +{"current_steps": 27735, "total_steps": 45204, "loss": 0.4515, "learning_rate": 6.507844583333764e-06, "epoch": 0.6135405874740533, "percentage": 61.36, "elapsed_time": "16:59:47", "remaining_time": "10:42:19"} +{"current_steps": 27740, "total_steps": 45204, "loss": 0.267, "learning_rate": 6.504588660270333e-06, "epoch": 0.6136511951155665, "percentage": 61.37, "elapsed_time": "17:00:00", "remaining_time": "10:42:09"} +{"current_steps": 27745, "total_steps": 45204, "loss": 0.2672, "learning_rate": 6.5013331592767295e-06, "epoch": 0.6137618027570798, "percentage": 61.38, "elapsed_time": "17:00:09", "remaining_time": "10:41:56"} +{"current_steps": 27750, "total_steps": 45204, "loss": 0.3049, "learning_rate": 6.49807808074606e-06, "epoch": 0.6138724103985931, "percentage": 61.39, "elapsed_time": "17:00:20", "remaining_time": "10:41:45"} +{"current_steps": 27755, "total_steps": 45204, "loss": 0.3327, "learning_rate": 6.494823425071366e-06, "epoch": 0.6139830180401064, "percentage": 61.4, "elapsed_time": "17:00:32", "remaining_time": "10:41:35"} +{"current_steps": 27760, "total_steps": 45204, "loss": 0.4226, "learning_rate": 6.491569192645648e-06, "epoch": 0.6140936256816196, "percentage": 61.41, "elapsed_time": "17:00:45", "remaining_time": "10:41:25"} +{"current_steps": 27765, "total_steps": 45204, "loss": 0.45, "learning_rate": 6.488315383861858e-06, "epoch": 0.6142042333231329, "percentage": 61.42, "elapsed_time": "17:00:56", "remaining_time": "10:41:14"} +{"current_steps": 27770, "total_steps": 45204, "loss": 0.4533, "learning_rate": 6.4850619991128916e-06, "epoch": 0.6143148409646461, "percentage": 61.43, "elapsed_time": "17:01:11", "remaining_time": "10:41:06"} +{"current_steps": 27775, "total_steps": 45204, "loss": 0.3368, "learning_rate": 6.481809038791589e-06, "epoch": 0.6144254486061593, "percentage": 61.44, "elapsed_time": "17:01:21", "remaining_time": "10:40:54"} +{"current_steps": 27780, "total_steps": 45204, "loss": 0.3133, "learning_rate": 6.478556503290747e-06, "epoch": 0.6145360562476726, "percentage": 61.45, "elapsed_time": "17:01:30", "remaining_time": "10:40:42"} +{"current_steps": 27785, "total_steps": 45204, "loss": 0.3965, "learning_rate": 6.475304393003111e-06, "epoch": 0.6146466638891859, "percentage": 61.47, "elapsed_time": "17:01:41", "remaining_time": "10:40:31"} +{"current_steps": 27790, "total_steps": 45204, "loss": 0.3659, "learning_rate": 6.472052708321365e-06, "epoch": 0.6147572715306991, "percentage": 61.48, "elapsed_time": "17:01:51", "remaining_time": "10:40:19"} +{"current_steps": 27795, "total_steps": 45204, "loss": 0.3786, "learning_rate": 6.468801449638158e-06, "epoch": 0.6148678791722124, "percentage": 61.49, "elapsed_time": "17:02:05", "remaining_time": "10:40:10"} +{"current_steps": 27800, "total_steps": 45204, "loss": 0.2952, "learning_rate": 6.465550617346075e-06, "epoch": 0.6149784868137257, "percentage": 61.5, "elapsed_time": "17:02:16", "remaining_time": "10:39:59"} +{"current_steps": 27805, "total_steps": 45204, "loss": 0.4214, "learning_rate": 6.462300211837648e-06, "epoch": 0.615089094455239, "percentage": 61.51, "elapsed_time": "17:02:25", "remaining_time": "10:39:47"} +{"current_steps": 27810, "total_steps": 45204, "loss": 0.2659, "learning_rate": 6.4590502335053686e-06, "epoch": 0.6151997020967522, "percentage": 61.52, "elapsed_time": "17:02:35", "remaining_time": "10:39:35"} +{"current_steps": 27815, "total_steps": 45204, "loss": 0.3018, "learning_rate": 6.455800682741671e-06, "epoch": 0.6153103097382655, "percentage": 61.53, "elapsed_time": "17:02:48", "remaining_time": "10:39:25"} +{"current_steps": 27820, "total_steps": 45204, "loss": 0.17, "learning_rate": 6.45255155993893e-06, "epoch": 0.6154209173797787, "percentage": 61.54, "elapsed_time": "17:02:57", "remaining_time": "10:39:13"} +{"current_steps": 27825, "total_steps": 45204, "loss": 0.2445, "learning_rate": 6.449302865489484e-06, "epoch": 0.6155315250212919, "percentage": 61.55, "elapsed_time": "17:03:08", "remaining_time": "10:39:01"} +{"current_steps": 27830, "total_steps": 45204, "loss": 0.359, "learning_rate": 6.446054599785607e-06, "epoch": 0.6156421326628052, "percentage": 61.57, "elapsed_time": "17:03:19", "remaining_time": "10:38:51"} +{"current_steps": 27835, "total_steps": 45204, "loss": 0.377, "learning_rate": 6.442806763219531e-06, "epoch": 0.6157527403043185, "percentage": 61.58, "elapsed_time": "17:03:31", "remaining_time": "10:38:40"} +{"current_steps": 27840, "total_steps": 45204, "loss": 0.3389, "learning_rate": 6.439559356183429e-06, "epoch": 0.6158633479458318, "percentage": 61.59, "elapsed_time": "17:03:42", "remaining_time": "10:38:29"} +{"current_steps": 27845, "total_steps": 45204, "loss": 0.3518, "learning_rate": 6.43631237906942e-06, "epoch": 0.615973955587345, "percentage": 61.6, "elapsed_time": "17:03:52", "remaining_time": "10:38:17"} +{"current_steps": 27850, "total_steps": 45204, "loss": 0.2439, "learning_rate": 6.433065832269583e-06, "epoch": 0.6160845632288583, "percentage": 61.61, "elapsed_time": "17:04:01", "remaining_time": "10:38:05"} +{"current_steps": 27855, "total_steps": 45204, "loss": 0.3272, "learning_rate": 6.429819716175934e-06, "epoch": 0.6161951708703716, "percentage": 61.62, "elapsed_time": "17:04:12", "remaining_time": "10:37:54"} +{"current_steps": 27860, "total_steps": 45204, "loss": 0.3452, "learning_rate": 6.426574031180436e-06, "epoch": 0.6163057785118848, "percentage": 61.63, "elapsed_time": "17:04:23", "remaining_time": "10:37:43"} +{"current_steps": 27865, "total_steps": 45204, "loss": 0.28, "learning_rate": 6.423328777675013e-06, "epoch": 0.616416386153398, "percentage": 61.64, "elapsed_time": "17:04:33", "remaining_time": "10:37:31"} +{"current_steps": 27870, "total_steps": 45204, "loss": 0.2904, "learning_rate": 6.420083956051523e-06, "epoch": 0.6165269937949113, "percentage": 61.65, "elapsed_time": "17:04:43", "remaining_time": "10:37:20"} +{"current_steps": 27875, "total_steps": 45204, "loss": 0.2325, "learning_rate": 6.416839566701776e-06, "epoch": 0.6166376014364245, "percentage": 61.66, "elapsed_time": "17:04:53", "remaining_time": "10:37:08"} +{"current_steps": 27880, "total_steps": 45204, "loss": 0.4681, "learning_rate": 6.413595610017537e-06, "epoch": 0.6167482090779378, "percentage": 61.68, "elapsed_time": "17:05:04", "remaining_time": "10:36:57"} +{"current_steps": 27885, "total_steps": 45204, "loss": 0.3143, "learning_rate": 6.41035208639051e-06, "epoch": 0.6168588167194511, "percentage": 61.69, "elapsed_time": "17:05:14", "remaining_time": "10:36:45"} +{"current_steps": 27890, "total_steps": 45204, "loss": 0.2998, "learning_rate": 6.407108996212344e-06, "epoch": 0.6169694243609644, "percentage": 61.7, "elapsed_time": "17:05:26", "remaining_time": "10:36:35"} +{"current_steps": 27895, "total_steps": 45204, "loss": 0.2819, "learning_rate": 6.403866339874647e-06, "epoch": 0.6170800320024776, "percentage": 61.71, "elapsed_time": "17:05:36", "remaining_time": "10:36:23"} +{"current_steps": 27900, "total_steps": 45204, "loss": 0.3277, "learning_rate": 6.40062411776897e-06, "epoch": 0.6171906396439909, "percentage": 61.72, "elapsed_time": "17:05:46", "remaining_time": "10:36:12"} +{"current_steps": 27905, "total_steps": 45204, "loss": 0.3415, "learning_rate": 6.397382330286803e-06, "epoch": 0.6173012472855042, "percentage": 61.73, "elapsed_time": "17:05:56", "remaining_time": "10:36:00"} +{"current_steps": 27910, "total_steps": 45204, "loss": 0.5835, "learning_rate": 6.394140977819597e-06, "epoch": 0.6174118549270174, "percentage": 61.74, "elapsed_time": "17:06:08", "remaining_time": "10:35:49"} +{"current_steps": 27915, "total_steps": 45204, "loss": 0.2822, "learning_rate": 6.390900060758747e-06, "epoch": 0.6175224625685306, "percentage": 61.75, "elapsed_time": "17:06:19", "remaining_time": "10:35:38"} +{"current_steps": 27920, "total_steps": 45204, "loss": 0.3451, "learning_rate": 6.387659579495582e-06, "epoch": 0.6176330702100439, "percentage": 61.76, "elapsed_time": "17:06:31", "remaining_time": "10:35:28"} +{"current_steps": 27925, "total_steps": 45204, "loss": 0.4146, "learning_rate": 6.3844195344214e-06, "epoch": 0.6177436778515571, "percentage": 61.78, "elapsed_time": "17:06:42", "remaining_time": "10:35:17"} +{"current_steps": 27930, "total_steps": 45204, "loss": 0.3671, "learning_rate": 6.381179925927427e-06, "epoch": 0.6178542854930704, "percentage": 61.79, "elapsed_time": "17:06:54", "remaining_time": "10:35:07"} +{"current_steps": 27935, "total_steps": 45204, "loss": 0.3751, "learning_rate": 6.377940754404854e-06, "epoch": 0.6179648931345837, "percentage": 61.8, "elapsed_time": "17:07:05", "remaining_time": "10:34:56"} +{"current_steps": 27940, "total_steps": 45204, "loss": 0.2022, "learning_rate": 6.374702020244803e-06, "epoch": 0.618075500776097, "percentage": 61.81, "elapsed_time": "17:07:14", "remaining_time": "10:34:43"} +{"current_steps": 27945, "total_steps": 45204, "loss": 0.375, "learning_rate": 6.371463723838349e-06, "epoch": 0.6181861084176102, "percentage": 61.82, "elapsed_time": "17:07:27", "remaining_time": "10:34:33"} +{"current_steps": 27950, "total_steps": 45204, "loss": 0.318, "learning_rate": 6.368225865576522e-06, "epoch": 0.6182967160591235, "percentage": 61.83, "elapsed_time": "17:07:37", "remaining_time": "10:34:22"} +{"current_steps": 27955, "total_steps": 45204, "loss": 0.3749, "learning_rate": 6.3649884458502885e-06, "epoch": 0.6184073237006368, "percentage": 61.84, "elapsed_time": "17:07:51", "remaining_time": "10:34:12"} +{"current_steps": 27960, "total_steps": 45204, "loss": 0.2242, "learning_rate": 6.361751465050563e-06, "epoch": 0.6185179313421499, "percentage": 61.85, "elapsed_time": "17:08:01", "remaining_time": "10:34:01"} +{"current_steps": 27965, "total_steps": 45204, "loss": 0.3396, "learning_rate": 6.358514923568215e-06, "epoch": 0.6186285389836632, "percentage": 61.86, "elapsed_time": "17:08:13", "remaining_time": "10:33:50"} +{"current_steps": 27970, "total_steps": 45204, "loss": 0.3994, "learning_rate": 6.3552788217940545e-06, "epoch": 0.6187391466251765, "percentage": 61.88, "elapsed_time": "17:08:24", "remaining_time": "10:33:39"} +{"current_steps": 27975, "total_steps": 45204, "loss": 0.4542, "learning_rate": 6.352043160118835e-06, "epoch": 0.6188497542666898, "percentage": 61.89, "elapsed_time": "17:08:37", "remaining_time": "10:33:30"} +{"current_steps": 27980, "total_steps": 45204, "loss": 0.2905, "learning_rate": 6.348807938933271e-06, "epoch": 0.618960361908203, "percentage": 61.9, "elapsed_time": "17:08:46", "remaining_time": "10:33:17"} +{"current_steps": 27985, "total_steps": 45204, "loss": 0.3261, "learning_rate": 6.345573158628009e-06, "epoch": 0.6190709695497163, "percentage": 61.91, "elapsed_time": "17:08:57", "remaining_time": "10:33:06"} +{"current_steps": 27990, "total_steps": 45204, "loss": 0.4892, "learning_rate": 6.342338819593643e-06, "epoch": 0.6191815771912296, "percentage": 61.92, "elapsed_time": "17:09:09", "remaining_time": "10:32:56"} +{"current_steps": 27995, "total_steps": 45204, "loss": 0.4855, "learning_rate": 6.339104922220726e-06, "epoch": 0.6192921848327428, "percentage": 61.93, "elapsed_time": "17:09:19", "remaining_time": "10:32:44"} +{"current_steps": 28000, "total_steps": 45204, "loss": 0.3319, "learning_rate": 6.335871466899749e-06, "epoch": 0.6194027924742561, "percentage": 61.94, "elapsed_time": "17:09:29", "remaining_time": "10:32:33"} +{"current_steps": 28005, "total_steps": 45204, "loss": 0.3797, "learning_rate": 6.332638454021145e-06, "epoch": 0.6195134001157694, "percentage": 61.95, "elapsed_time": "17:09:40", "remaining_time": "10:32:22"} +{"current_steps": 28010, "total_steps": 45204, "loss": 0.3448, "learning_rate": 6.329405883975306e-06, "epoch": 0.6196240077572825, "percentage": 61.96, "elapsed_time": "17:09:50", "remaining_time": "10:32:10"} +{"current_steps": 28015, "total_steps": 45204, "loss": 0.2734, "learning_rate": 6.3261737571525626e-06, "epoch": 0.6197346153987958, "percentage": 61.97, "elapsed_time": "17:10:01", "remaining_time": "10:31:59"} +{"current_steps": 28020, "total_steps": 45204, "loss": 0.3453, "learning_rate": 6.322942073943188e-06, "epoch": 0.6198452230403091, "percentage": 61.99, "elapsed_time": "17:10:12", "remaining_time": "10:31:48"} +{"current_steps": 28025, "total_steps": 45204, "loss": 0.3996, "learning_rate": 6.319710834737412e-06, "epoch": 0.6199558306818224, "percentage": 62.0, "elapsed_time": "17:10:24", "remaining_time": "10:31:37"} +{"current_steps": 28030, "total_steps": 45204, "loss": 0.3563, "learning_rate": 6.316480039925407e-06, "epoch": 0.6200664383233356, "percentage": 62.01, "elapsed_time": "17:10:34", "remaining_time": "10:31:26"} +{"current_steps": 28035, "total_steps": 45204, "loss": 0.3741, "learning_rate": 6.3132496898972824e-06, "epoch": 0.6201770459648489, "percentage": 62.02, "elapsed_time": "17:10:45", "remaining_time": "10:31:14"} +{"current_steps": 28040, "total_steps": 45204, "loss": 0.329, "learning_rate": 6.310019785043111e-06, "epoch": 0.6202876536063622, "percentage": 62.03, "elapsed_time": "17:10:56", "remaining_time": "10:31:04"} +{"current_steps": 28045, "total_steps": 45204, "loss": 0.3705, "learning_rate": 6.306790325752897e-06, "epoch": 0.6203982612478754, "percentage": 62.04, "elapsed_time": "17:11:08", "remaining_time": "10:30:53"} +{"current_steps": 28050, "total_steps": 45204, "loss": 0.3038, "learning_rate": 6.303561312416604e-06, "epoch": 0.6205088688893887, "percentage": 62.05, "elapsed_time": "17:11:19", "remaining_time": "10:30:42"} +{"current_steps": 28055, "total_steps": 45204, "loss": 0.397, "learning_rate": 6.300332745424125e-06, "epoch": 0.6206194765309019, "percentage": 62.06, "elapsed_time": "17:11:32", "remaining_time": "10:30:32"} +{"current_steps": 28060, "total_steps": 45204, "loss": 0.3866, "learning_rate": 6.297104625165312e-06, "epoch": 0.6207300841724152, "percentage": 62.07, "elapsed_time": "17:11:42", "remaining_time": "10:30:20"} +{"current_steps": 28065, "total_steps": 45204, "loss": 0.258, "learning_rate": 6.293876952029962e-06, "epoch": 0.6208406918139284, "percentage": 62.09, "elapsed_time": "17:11:51", "remaining_time": "10:30:08"} +{"current_steps": 28070, "total_steps": 45204, "loss": 0.2376, "learning_rate": 6.290649726407814e-06, "epoch": 0.6209512994554417, "percentage": 62.1, "elapsed_time": "17:12:02", "remaining_time": "10:29:57"} +{"current_steps": 28075, "total_steps": 45204, "loss": 0.4084, "learning_rate": 6.2874229486885505e-06, "epoch": 0.621061907096955, "percentage": 62.11, "elapsed_time": "17:12:15", "remaining_time": "10:29:48"} +{"current_steps": 28080, "total_steps": 45204, "loss": 0.2609, "learning_rate": 6.284196619261813e-06, "epoch": 0.6211725147384682, "percentage": 62.12, "elapsed_time": "17:12:26", "remaining_time": "10:29:36"} +{"current_steps": 28085, "total_steps": 45204, "loss": 0.2896, "learning_rate": 6.280970738517171e-06, "epoch": 0.6212831223799815, "percentage": 62.13, "elapsed_time": "17:12:36", "remaining_time": "10:29:24"} +{"current_steps": 28090, "total_steps": 45204, "loss": 0.272, "learning_rate": 6.277745306844152e-06, "epoch": 0.6213937300214948, "percentage": 62.14, "elapsed_time": "17:12:48", "remaining_time": "10:29:14"} +{"current_steps": 28095, "total_steps": 45204, "loss": 0.3897, "learning_rate": 6.274520324632227e-06, "epoch": 0.621504337663008, "percentage": 62.15, "elapsed_time": "17:13:01", "remaining_time": "10:29:04"} +{"current_steps": 28100, "total_steps": 45204, "loss": 0.2134, "learning_rate": 6.271295792270813e-06, "epoch": 0.6216149453045213, "percentage": 62.16, "elapsed_time": "17:13:11", "remaining_time": "10:28:53"} +{"current_steps": 28105, "total_steps": 45204, "loss": 0.3688, "learning_rate": 6.268071710149263e-06, "epoch": 0.6217255529460345, "percentage": 62.17, "elapsed_time": "17:13:23", "remaining_time": "10:28:42"} +{"current_steps": 28110, "total_steps": 45204, "loss": 0.3578, "learning_rate": 6.2648480786568925e-06, "epoch": 0.6218361605875478, "percentage": 62.18, "elapsed_time": "17:13:33", "remaining_time": "10:28:31"} +{"current_steps": 28115, "total_steps": 45204, "loss": 0.4237, "learning_rate": 6.261624898182952e-06, "epoch": 0.621946768229061, "percentage": 62.2, "elapsed_time": "17:13:46", "remaining_time": "10:28:20"} +{"current_steps": 28120, "total_steps": 45204, "loss": 0.3072, "learning_rate": 6.258402169116635e-06, "epoch": 0.6220573758705743, "percentage": 62.21, "elapsed_time": "17:13:56", "remaining_time": "10:28:09"} +{"current_steps": 28125, "total_steps": 45204, "loss": 0.3547, "learning_rate": 6.25517989184709e-06, "epoch": 0.6221679835120876, "percentage": 62.22, "elapsed_time": "17:14:06", "remaining_time": "10:27:58"} +{"current_steps": 28130, "total_steps": 45204, "loss": 0.3066, "learning_rate": 6.2519580667634085e-06, "epoch": 0.6222785911536008, "percentage": 62.23, "elapsed_time": "17:14:16", "remaining_time": "10:27:46"} +{"current_steps": 28135, "total_steps": 45204, "loss": 0.3274, "learning_rate": 6.248736694254616e-06, "epoch": 0.6223891987951141, "percentage": 62.24, "elapsed_time": "17:14:27", "remaining_time": "10:27:35"} +{"current_steps": 28140, "total_steps": 45204, "loss": 0.2626, "learning_rate": 6.245515774709698e-06, "epoch": 0.6224998064366274, "percentage": 62.25, "elapsed_time": "17:14:38", "remaining_time": "10:27:23"} +{"current_steps": 28145, "total_steps": 45204, "loss": 0.4296, "learning_rate": 6.242295308517578e-06, "epoch": 0.6226104140781407, "percentage": 62.26, "elapsed_time": "17:14:51", "remaining_time": "10:27:14"} +{"current_steps": 28150, "total_steps": 45204, "loss": 0.3196, "learning_rate": 6.239075296067129e-06, "epoch": 0.6227210217196538, "percentage": 62.27, "elapsed_time": "17:15:02", "remaining_time": "10:27:03"} +{"current_steps": 28155, "total_steps": 45204, "loss": 0.3695, "learning_rate": 6.235855737747165e-06, "epoch": 0.6228316293611671, "percentage": 62.28, "elapsed_time": "17:15:16", "remaining_time": "10:26:53"} +{"current_steps": 28160, "total_steps": 45204, "loss": 0.2861, "learning_rate": 6.232636633946444e-06, "epoch": 0.6229422370026804, "percentage": 62.3, "elapsed_time": "17:15:25", "remaining_time": "10:26:42"} +{"current_steps": 28165, "total_steps": 45204, "loss": 0.2992, "learning_rate": 6.229417985053676e-06, "epoch": 0.6230528446441936, "percentage": 62.31, "elapsed_time": "17:15:35", "remaining_time": "10:26:30"} +{"current_steps": 28170, "total_steps": 45204, "loss": 0.4743, "learning_rate": 6.22619979145751e-06, "epoch": 0.6231634522857069, "percentage": 62.32, "elapsed_time": "17:15:48", "remaining_time": "10:26:20"} +{"current_steps": 28175, "total_steps": 45204, "loss": 0.3564, "learning_rate": 6.222982053546538e-06, "epoch": 0.6232740599272202, "percentage": 62.33, "elapsed_time": "17:16:00", "remaining_time": "10:26:10"} +{"current_steps": 28180, "total_steps": 45204, "loss": 0.2605, "learning_rate": 6.21976477170931e-06, "epoch": 0.6233846675687335, "percentage": 62.34, "elapsed_time": "17:16:10", "remaining_time": "10:25:58"} +{"current_steps": 28185, "total_steps": 45204, "loss": 0.268, "learning_rate": 6.216547946334303e-06, "epoch": 0.6234952752102467, "percentage": 62.35, "elapsed_time": "17:16:21", "remaining_time": "10:25:46"} +{"current_steps": 28190, "total_steps": 45204, "loss": 0.4352, "learning_rate": 6.21333157780995e-06, "epoch": 0.62360588285176, "percentage": 62.36, "elapsed_time": "17:16:32", "remaining_time": "10:25:36"} +{"current_steps": 28195, "total_steps": 45204, "loss": 0.3838, "learning_rate": 6.210115666524631e-06, "epoch": 0.6237164904932732, "percentage": 62.37, "elapsed_time": "17:16:43", "remaining_time": "10:25:25"} +{"current_steps": 28200, "total_steps": 45204, "loss": 0.312, "learning_rate": 6.206900212866662e-06, "epoch": 0.6238270981347864, "percentage": 62.38, "elapsed_time": "17:16:54", "remaining_time": "10:25:13"} +{"current_steps": 28205, "total_steps": 45204, "loss": 0.3754, "learning_rate": 6.203685217224307e-06, "epoch": 0.6239377057762997, "percentage": 62.39, "elapsed_time": "17:17:05", "remaining_time": "10:25:02"} +{"current_steps": 28210, "total_steps": 45204, "loss": 0.3249, "learning_rate": 6.200470679985777e-06, "epoch": 0.624048313417813, "percentage": 62.41, "elapsed_time": "17:17:14", "remaining_time": "10:24:50"} +{"current_steps": 28215, "total_steps": 45204, "loss": 0.3127, "learning_rate": 6.19725660153923e-06, "epoch": 0.6241589210593262, "percentage": 62.42, "elapsed_time": "17:17:24", "remaining_time": "10:24:38"} +{"current_steps": 28220, "total_steps": 45204, "loss": 0.417, "learning_rate": 6.194042982272758e-06, "epoch": 0.6242695287008395, "percentage": 62.43, "elapsed_time": "17:17:35", "remaining_time": "10:24:27"} +{"current_steps": 28225, "total_steps": 45204, "loss": 0.319, "learning_rate": 6.190829822574409e-06, "epoch": 0.6243801363423528, "percentage": 62.44, "elapsed_time": "17:17:47", "remaining_time": "10:24:17"} +{"current_steps": 28230, "total_steps": 45204, "loss": 0.2642, "learning_rate": 6.187617122832175e-06, "epoch": 0.6244907439838661, "percentage": 62.45, "elapsed_time": "17:17:59", "remaining_time": "10:24:06"} +{"current_steps": 28235, "total_steps": 45204, "loss": 0.3472, "learning_rate": 6.184404883433976e-06, "epoch": 0.6246013516253793, "percentage": 62.46, "elapsed_time": "17:18:09", "remaining_time": "10:23:55"} +{"current_steps": 28240, "total_steps": 45204, "loss": 0.1937, "learning_rate": 6.181193104767702e-06, "epoch": 0.6247119592668926, "percentage": 62.47, "elapsed_time": "17:18:19", "remaining_time": "10:23:43"} +{"current_steps": 28245, "total_steps": 45204, "loss": 0.3119, "learning_rate": 6.17798178722117e-06, "epoch": 0.6248225669084058, "percentage": 62.48, "elapsed_time": "17:18:28", "remaining_time": "10:23:31"} +{"current_steps": 28250, "total_steps": 45204, "loss": 0.3141, "learning_rate": 6.174770931182141e-06, "epoch": 0.624933174549919, "percentage": 62.49, "elapsed_time": "17:18:39", "remaining_time": "10:23:20"} +{"current_steps": 28255, "total_steps": 45204, "loss": 0.502, "learning_rate": 6.171560537038331e-06, "epoch": 0.6250437821914323, "percentage": 62.51, "elapsed_time": "17:18:50", "remaining_time": "10:23:09"} +{"current_steps": 28260, "total_steps": 45204, "loss": 0.2889, "learning_rate": 6.168350605177387e-06, "epoch": 0.6251543898329456, "percentage": 62.52, "elapsed_time": "17:18:59", "remaining_time": "10:22:57"} +{"current_steps": 28265, "total_steps": 45204, "loss": 0.2926, "learning_rate": 6.165141135986918e-06, "epoch": 0.6252649974744589, "percentage": 62.53, "elapsed_time": "17:19:10", "remaining_time": "10:22:46"} +{"current_steps": 28270, "total_steps": 45204, "loss": 0.4312, "learning_rate": 6.161932129854457e-06, "epoch": 0.6253756051159721, "percentage": 62.54, "elapsed_time": "17:19:21", "remaining_time": "10:22:35"} +{"current_steps": 28275, "total_steps": 45204, "loss": 0.3737, "learning_rate": 6.158723587167494e-06, "epoch": 0.6254862127574854, "percentage": 62.55, "elapsed_time": "17:19:32", "remaining_time": "10:22:23"} +{"current_steps": 28280, "total_steps": 45204, "loss": 0.4467, "learning_rate": 6.155515508313461e-06, "epoch": 0.6255968203989987, "percentage": 62.56, "elapsed_time": "17:19:43", "remaining_time": "10:22:13"} +{"current_steps": 28285, "total_steps": 45204, "loss": 0.2082, "learning_rate": 6.15230789367973e-06, "epoch": 0.6257074280405119, "percentage": 62.57, "elapsed_time": "17:19:52", "remaining_time": "10:22:00"} +{"current_steps": 28290, "total_steps": 45204, "loss": 0.3379, "learning_rate": 6.149100743653618e-06, "epoch": 0.6258180356820251, "percentage": 62.58, "elapsed_time": "17:20:01", "remaining_time": "10:21:48"} +{"current_steps": 28295, "total_steps": 45204, "loss": 0.3471, "learning_rate": 6.145894058622395e-06, "epoch": 0.6259286433235384, "percentage": 62.59, "elapsed_time": "17:20:12", "remaining_time": "10:21:37"} +{"current_steps": 28300, "total_steps": 45204, "loss": 0.2883, "learning_rate": 6.1426878389732584e-06, "epoch": 0.6260392509650516, "percentage": 62.61, "elapsed_time": "17:20:22", "remaining_time": "10:21:25"} +{"current_steps": 28305, "total_steps": 45204, "loss": 0.2881, "learning_rate": 6.139482085093359e-06, "epoch": 0.6261498586065649, "percentage": 62.62, "elapsed_time": "17:20:33", "remaining_time": "10:21:15"} +{"current_steps": 28310, "total_steps": 45204, "loss": 0.3977, "learning_rate": 6.136276797369798e-06, "epoch": 0.6262604662480782, "percentage": 62.63, "elapsed_time": "17:20:47", "remaining_time": "10:21:05"} +{"current_steps": 28315, "total_steps": 45204, "loss": 0.5109, "learning_rate": 6.133071976189608e-06, "epoch": 0.6263710738895915, "percentage": 62.64, "elapsed_time": "17:20:59", "remaining_time": "10:20:55"} +{"current_steps": 28320, "total_steps": 45204, "loss": 0.3013, "learning_rate": 6.129867621939767e-06, "epoch": 0.6264816815311047, "percentage": 62.65, "elapsed_time": "17:21:10", "remaining_time": "10:20:44"} +{"current_steps": 28325, "total_steps": 45204, "loss": 0.2356, "learning_rate": 6.126663735007204e-06, "epoch": 0.626592289172618, "percentage": 62.66, "elapsed_time": "17:21:21", "remaining_time": "10:20:32"} +{"current_steps": 28330, "total_steps": 45204, "loss": 0.3335, "learning_rate": 6.123460315778788e-06, "epoch": 0.6267028968141313, "percentage": 62.67, "elapsed_time": "17:21:31", "remaining_time": "10:20:21"} +{"current_steps": 28335, "total_steps": 45204, "loss": 0.3803, "learning_rate": 6.120257364641326e-06, "epoch": 0.6268135044556445, "percentage": 62.68, "elapsed_time": "17:21:43", "remaining_time": "10:20:10"} +{"current_steps": 28340, "total_steps": 45204, "loss": 0.4366, "learning_rate": 6.117054881981581e-06, "epoch": 0.6269241120971577, "percentage": 62.69, "elapsed_time": "17:21:54", "remaining_time": "10:20:00"} +{"current_steps": 28345, "total_steps": 45204, "loss": 0.3952, "learning_rate": 6.113852868186248e-06, "epoch": 0.627034719738671, "percentage": 62.7, "elapsed_time": "17:22:05", "remaining_time": "10:19:48"} +{"current_steps": 28350, "total_steps": 45204, "loss": 0.3895, "learning_rate": 6.110651323641963e-06, "epoch": 0.6271453273801842, "percentage": 62.72, "elapsed_time": "17:22:16", "remaining_time": "10:19:37"} +{"current_steps": 28355, "total_steps": 45204, "loss": 0.384, "learning_rate": 6.107450248735321e-06, "epoch": 0.6272559350216975, "percentage": 62.73, "elapsed_time": "17:22:28", "remaining_time": "10:19:27"} +{"current_steps": 28360, "total_steps": 45204, "loss": 0.2034, "learning_rate": 6.104249643852847e-06, "epoch": 0.6273665426632108, "percentage": 62.74, "elapsed_time": "17:22:40", "remaining_time": "10:19:16"} +{"current_steps": 28365, "total_steps": 45204, "loss": 0.3956, "learning_rate": 6.1010495093810094e-06, "epoch": 0.6274771503047241, "percentage": 62.75, "elapsed_time": "17:22:50", "remaining_time": "10:19:05"} +{"current_steps": 28370, "total_steps": 45204, "loss": 0.3837, "learning_rate": 6.0978498457062296e-06, "epoch": 0.6275877579462373, "percentage": 62.76, "elapsed_time": "17:23:00", "remaining_time": "10:18:53"} +{"current_steps": 28375, "total_steps": 45204, "loss": 0.3702, "learning_rate": 6.094650653214862e-06, "epoch": 0.6276983655877506, "percentage": 62.77, "elapsed_time": "17:23:11", "remaining_time": "10:18:42"} +{"current_steps": 28380, "total_steps": 45204, "loss": 0.4439, "learning_rate": 6.091451932293212e-06, "epoch": 0.6278089732292639, "percentage": 62.78, "elapsed_time": "17:23:21", "remaining_time": "10:18:30"} +{"current_steps": 28385, "total_steps": 45204, "loss": 0.3282, "learning_rate": 6.088253683327521e-06, "epoch": 0.627919580870777, "percentage": 62.79, "elapsed_time": "17:23:33", "remaining_time": "10:18:20"} +{"current_steps": 28390, "total_steps": 45204, "loss": 0.3593, "learning_rate": 6.085055906703974e-06, "epoch": 0.6280301885122903, "percentage": 62.8, "elapsed_time": "17:23:44", "remaining_time": "10:18:09"} +{"current_steps": 28395, "total_steps": 45204, "loss": 0.3205, "learning_rate": 6.08185860280871e-06, "epoch": 0.6281407961538036, "percentage": 62.82, "elapsed_time": "17:23:55", "remaining_time": "10:17:58"} +{"current_steps": 28400, "total_steps": 45204, "loss": 0.314, "learning_rate": 6.078661772027794e-06, "epoch": 0.6282514037953169, "percentage": 62.83, "elapsed_time": "17:24:07", "remaining_time": "10:17:47"} +{"current_steps": 28405, "total_steps": 45204, "loss": 0.2884, "learning_rate": 6.075465414747244e-06, "epoch": 0.6283620114368301, "percentage": 62.84, "elapsed_time": "17:24:17", "remaining_time": "10:17:36"} +{"current_steps": 28410, "total_steps": 45204, "loss": 0.3395, "learning_rate": 6.072269531353025e-06, "epoch": 0.6284726190783434, "percentage": 62.85, "elapsed_time": "17:24:25", "remaining_time": "10:17:23"} +{"current_steps": 28415, "total_steps": 45204, "loss": 0.2347, "learning_rate": 6.069074122231033e-06, "epoch": 0.6285832267198567, "percentage": 62.86, "elapsed_time": "17:24:35", "remaining_time": "10:17:12"} +{"current_steps": 28420, "total_steps": 45204, "loss": 0.3857, "learning_rate": 6.065879187767112e-06, "epoch": 0.6286938343613699, "percentage": 62.87, "elapsed_time": "17:24:48", "remaining_time": "10:17:01"} +{"current_steps": 28425, "total_steps": 45204, "loss": 0.3684, "learning_rate": 6.062684728347052e-06, "epoch": 0.6288044420028832, "percentage": 62.88, "elapsed_time": "17:25:00", "remaining_time": "10:16:51"} +{"current_steps": 28430, "total_steps": 45204, "loss": 0.3327, "learning_rate": 6.059490744356586e-06, "epoch": 0.6289150496443965, "percentage": 62.89, "elapsed_time": "17:25:14", "remaining_time": "10:16:42"} +{"current_steps": 28435, "total_steps": 45204, "loss": 0.4382, "learning_rate": 6.056297236181379e-06, "epoch": 0.6290256572859096, "percentage": 62.9, "elapsed_time": "17:25:26", "remaining_time": "10:16:31"} +{"current_steps": 28440, "total_steps": 45204, "loss": 0.3483, "learning_rate": 6.0531042042070505e-06, "epoch": 0.6291362649274229, "percentage": 62.91, "elapsed_time": "17:25:36", "remaining_time": "10:16:20"} +{"current_steps": 28445, "total_steps": 45204, "loss": 0.4011, "learning_rate": 6.0499116488191615e-06, "epoch": 0.6292468725689362, "percentage": 62.93, "elapsed_time": "17:25:47", "remaining_time": "10:16:09"} +{"current_steps": 28450, "total_steps": 45204, "loss": 0.2338, "learning_rate": 6.0467195704032035e-06, "epoch": 0.6293574802104495, "percentage": 62.94, "elapsed_time": "17:25:57", "remaining_time": "10:15:57"} +{"current_steps": 28455, "total_steps": 45204, "loss": 0.4573, "learning_rate": 6.043527969344627e-06, "epoch": 0.6294680878519627, "percentage": 62.95, "elapsed_time": "17:26:10", "remaining_time": "10:15:47"} +{"current_steps": 28460, "total_steps": 45204, "loss": 0.2243, "learning_rate": 6.040336846028814e-06, "epoch": 0.629578695493476, "percentage": 62.96, "elapsed_time": "17:26:20", "remaining_time": "10:15:36"} +{"current_steps": 28465, "total_steps": 45204, "loss": 0.2731, "learning_rate": 6.0371462008410885e-06, "epoch": 0.6296893031349893, "percentage": 62.97, "elapsed_time": "17:26:31", "remaining_time": "10:15:24"} +{"current_steps": 28470, "total_steps": 45204, "loss": 0.3764, "learning_rate": 6.033956034166725e-06, "epoch": 0.6297999107765025, "percentage": 62.98, "elapsed_time": "17:26:41", "remaining_time": "10:15:13"} +{"current_steps": 28475, "total_steps": 45204, "loss": 0.2539, "learning_rate": 6.030766346390931e-06, "epoch": 0.6299105184180158, "percentage": 62.99, "elapsed_time": "17:26:51", "remaining_time": "10:15:01"} +{"current_steps": 28480, "total_steps": 45204, "loss": 0.3681, "learning_rate": 6.027577137898865e-06, "epoch": 0.630021126059529, "percentage": 63.0, "elapsed_time": "17:27:04", "remaining_time": "10:14:51"} +{"current_steps": 28485, "total_steps": 45204, "loss": 0.3999, "learning_rate": 6.024388409075619e-06, "epoch": 0.6301317337010423, "percentage": 63.01, "elapsed_time": "17:27:14", "remaining_time": "10:14:39"} +{"current_steps": 28490, "total_steps": 45204, "loss": 0.2575, "learning_rate": 6.0212001603062285e-06, "epoch": 0.6302423413425555, "percentage": 63.03, "elapsed_time": "17:27:25", "remaining_time": "10:14:29"} +{"current_steps": 28495, "total_steps": 45204, "loss": 0.409, "learning_rate": 6.018012391975682e-06, "epoch": 0.6303529489840688, "percentage": 63.04, "elapsed_time": "17:27:34", "remaining_time": "10:14:16"} +{"current_steps": 28500, "total_steps": 45204, "loss": 0.2969, "learning_rate": 6.014825104468895e-06, "epoch": 0.6304635566255821, "percentage": 63.05, "elapsed_time": "17:27:47", "remaining_time": "10:14:06"} +{"current_steps": 28505, "total_steps": 45204, "loss": 0.2904, "learning_rate": 6.011638298170732e-06, "epoch": 0.6305741642670953, "percentage": 63.06, "elapsed_time": "17:27:58", "remaining_time": "10:13:55"} +{"current_steps": 28510, "total_steps": 45204, "loss": 0.4195, "learning_rate": 6.008451973466003e-06, "epoch": 0.6306847719086086, "percentage": 63.07, "elapsed_time": "17:28:12", "remaining_time": "10:13:46"} +{"current_steps": 28515, "total_steps": 45204, "loss": 0.3702, "learning_rate": 6.005266130739451e-06, "epoch": 0.6307953795501219, "percentage": 63.08, "elapsed_time": "17:28:22", "remaining_time": "10:13:34"} +{"current_steps": 28520, "total_steps": 45204, "loss": 0.3878, "learning_rate": 6.002080770375767e-06, "epoch": 0.6309059871916352, "percentage": 63.09, "elapsed_time": "17:28:31", "remaining_time": "10:13:22"} +{"current_steps": 28525, "total_steps": 45204, "loss": 0.4427, "learning_rate": 5.998895892759584e-06, "epoch": 0.6310165948331484, "percentage": 63.1, "elapsed_time": "17:28:44", "remaining_time": "10:13:12"} +{"current_steps": 28530, "total_steps": 45204, "loss": 0.3688, "learning_rate": 5.995711498275474e-06, "epoch": 0.6311272024746616, "percentage": 63.11, "elapsed_time": "17:28:57", "remaining_time": "10:13:02"} +{"current_steps": 28535, "total_steps": 45204, "loss": 0.2553, "learning_rate": 5.992527587307948e-06, "epoch": 0.6312378101161749, "percentage": 63.12, "elapsed_time": "17:29:07", "remaining_time": "10:12:51"} +{"current_steps": 28540, "total_steps": 45204, "loss": 0.4563, "learning_rate": 5.989344160241467e-06, "epoch": 0.6313484177576881, "percentage": 63.14, "elapsed_time": "17:29:19", "remaining_time": "10:12:41"} +{"current_steps": 28545, "total_steps": 45204, "loss": 0.3161, "learning_rate": 5.986161217460429e-06, "epoch": 0.6314590253992014, "percentage": 63.15, "elapsed_time": "17:29:30", "remaining_time": "10:12:30"} +{"current_steps": 28550, "total_steps": 45204, "loss": 0.4395, "learning_rate": 5.982978759349168e-06, "epoch": 0.6315696330407147, "percentage": 63.16, "elapsed_time": "17:29:41", "remaining_time": "10:12:19"} +{"current_steps": 28555, "total_steps": 45204, "loss": 0.3239, "learning_rate": 5.9797967862919705e-06, "epoch": 0.631680240682228, "percentage": 63.17, "elapsed_time": "17:29:53", "remaining_time": "10:12:08"} +{"current_steps": 28560, "total_steps": 45204, "loss": 0.2987, "learning_rate": 5.976615298673058e-06, "epoch": 0.6317908483237412, "percentage": 63.18, "elapsed_time": "17:30:03", "remaining_time": "10:11:56"} +{"current_steps": 28565, "total_steps": 45204, "loss": 0.3261, "learning_rate": 5.97343429687659e-06, "epoch": 0.6319014559652545, "percentage": 63.19, "elapsed_time": "17:30:13", "remaining_time": "10:11:45"} +{"current_steps": 28570, "total_steps": 45204, "loss": 0.4111, "learning_rate": 5.970253781286674e-06, "epoch": 0.6320120636067678, "percentage": 63.2, "elapsed_time": "17:30:23", "remaining_time": "10:11:33"} +{"current_steps": 28575, "total_steps": 45204, "loss": 0.2371, "learning_rate": 5.9670737522873615e-06, "epoch": 0.6321226712482809, "percentage": 63.21, "elapsed_time": "17:30:34", "remaining_time": "10:11:22"} +{"current_steps": 28580, "total_steps": 45204, "loss": 0.3683, "learning_rate": 5.963894210262628e-06, "epoch": 0.6322332788897942, "percentage": 63.22, "elapsed_time": "17:30:44", "remaining_time": "10:11:10"} +{"current_steps": 28585, "total_steps": 45204, "loss": 0.2054, "learning_rate": 5.960715155596414e-06, "epoch": 0.6323438865313075, "percentage": 63.24, "elapsed_time": "17:30:55", "remaining_time": "10:10:59"} +{"current_steps": 28590, "total_steps": 45204, "loss": 0.2739, "learning_rate": 5.957536588672581e-06, "epoch": 0.6324544941728207, "percentage": 63.25, "elapsed_time": "17:31:04", "remaining_time": "10:10:47"} +{"current_steps": 28595, "total_steps": 45204, "loss": 0.4087, "learning_rate": 5.954358509874948e-06, "epoch": 0.632565101814334, "percentage": 63.26, "elapsed_time": "17:31:17", "remaining_time": "10:10:37"} +{"current_steps": 28600, "total_steps": 45204, "loss": 0.3658, "learning_rate": 5.9511809195872604e-06, "epoch": 0.6326757094558473, "percentage": 63.27, "elapsed_time": "17:31:28", "remaining_time": "10:10:26"} +{"current_steps": 28605, "total_steps": 45204, "loss": 0.3692, "learning_rate": 5.948003818193212e-06, "epoch": 0.6327863170973606, "percentage": 63.28, "elapsed_time": "17:31:41", "remaining_time": "10:10:16"} +{"current_steps": 28610, "total_steps": 45204, "loss": 0.4278, "learning_rate": 5.944827206076442e-06, "epoch": 0.6328969247388738, "percentage": 63.29, "elapsed_time": "17:31:53", "remaining_time": "10:10:06"} +{"current_steps": 28615, "total_steps": 45204, "loss": 0.2835, "learning_rate": 5.9416510836205185e-06, "epoch": 0.6330075323803871, "percentage": 63.3, "elapsed_time": "17:32:03", "remaining_time": "10:09:54"} +{"current_steps": 28620, "total_steps": 45204, "loss": 0.3348, "learning_rate": 5.9384754512089605e-06, "epoch": 0.6331181400219004, "percentage": 63.31, "elapsed_time": "17:32:13", "remaining_time": "10:09:43"} +{"current_steps": 28625, "total_steps": 45204, "loss": 0.3104, "learning_rate": 5.935300309225227e-06, "epoch": 0.6332287476634135, "percentage": 63.32, "elapsed_time": "17:32:23", "remaining_time": "10:09:31"} +{"current_steps": 28630, "total_steps": 45204, "loss": 0.3402, "learning_rate": 5.9321256580527134e-06, "epoch": 0.6333393553049268, "percentage": 63.34, "elapsed_time": "17:32:36", "remaining_time": "10:09:21"} +{"current_steps": 28635, "total_steps": 45204, "loss": 0.3597, "learning_rate": 5.928951498074753e-06, "epoch": 0.6334499629464401, "percentage": 63.35, "elapsed_time": "17:32:48", "remaining_time": "10:09:11"} +{"current_steps": 28640, "total_steps": 45204, "loss": 0.3287, "learning_rate": 5.92577782967463e-06, "epoch": 0.6335605705879533, "percentage": 63.36, "elapsed_time": "17:33:01", "remaining_time": "10:09:01"} +{"current_steps": 28645, "total_steps": 45204, "loss": 0.1966, "learning_rate": 5.922604653235566e-06, "epoch": 0.6336711782294666, "percentage": 63.37, "elapsed_time": "17:33:11", "remaining_time": "10:08:49"} +{"current_steps": 28650, "total_steps": 45204, "loss": 0.3475, "learning_rate": 5.919431969140714e-06, "epoch": 0.6337817858709799, "percentage": 63.38, "elapsed_time": "17:33:21", "remaining_time": "10:08:37"} +{"current_steps": 28655, "total_steps": 45204, "loss": 0.3558, "learning_rate": 5.91625977777318e-06, "epoch": 0.6338923935124932, "percentage": 63.39, "elapsed_time": "17:33:32", "remaining_time": "10:08:26"} +{"current_steps": 28660, "total_steps": 45204, "loss": 0.2985, "learning_rate": 5.913088079516006e-06, "epoch": 0.6340030011540064, "percentage": 63.4, "elapsed_time": "17:33:42", "remaining_time": "10:08:15"} +{"current_steps": 28665, "total_steps": 45204, "loss": 0.3381, "learning_rate": 5.909916874752166e-06, "epoch": 0.6341136087955197, "percentage": 63.41, "elapsed_time": "17:33:52", "remaining_time": "10:08:03"} +{"current_steps": 28670, "total_steps": 45204, "loss": 0.2009, "learning_rate": 5.9067461638645915e-06, "epoch": 0.6342242164370329, "percentage": 63.42, "elapsed_time": "17:34:02", "remaining_time": "10:07:51"} +{"current_steps": 28675, "total_steps": 45204, "loss": 0.2916, "learning_rate": 5.903575947236141e-06, "epoch": 0.6343348240785461, "percentage": 63.43, "elapsed_time": "17:34:14", "remaining_time": "10:07:41"} +{"current_steps": 28680, "total_steps": 45204, "loss": 0.4467, "learning_rate": 5.900406225249613e-06, "epoch": 0.6344454317200594, "percentage": 63.45, "elapsed_time": "17:34:28", "remaining_time": "10:07:32"} +{"current_steps": 28685, "total_steps": 45204, "loss": 0.2059, "learning_rate": 5.897236998287756e-06, "epoch": 0.6345560393615727, "percentage": 63.46, "elapsed_time": "17:34:37", "remaining_time": "10:07:19"} +{"current_steps": 28690, "total_steps": 45204, "loss": 0.3971, "learning_rate": 5.894068266733249e-06, "epoch": 0.634666647003086, "percentage": 63.47, "elapsed_time": "17:34:48", "remaining_time": "10:07:08"} +{"current_steps": 28695, "total_steps": 45204, "loss": 0.3588, "learning_rate": 5.890900030968723e-06, "epoch": 0.6347772546445992, "percentage": 63.48, "elapsed_time": "17:34:56", "remaining_time": "10:06:56"} +{"current_steps": 28700, "total_steps": 45204, "loss": 0.3904, "learning_rate": 5.887732291376732e-06, "epoch": 0.6348878622861125, "percentage": 63.49, "elapsed_time": "17:35:09", "remaining_time": "10:06:46"} +{"current_steps": 28705, "total_steps": 45204, "loss": 0.2194, "learning_rate": 5.884565048339783e-06, "epoch": 0.6349984699276258, "percentage": 63.5, "elapsed_time": "17:35:19", "remaining_time": "10:06:34"} +{"current_steps": 28710, "total_steps": 45204, "loss": 0.302, "learning_rate": 5.8813983022403245e-06, "epoch": 0.635109077569139, "percentage": 63.51, "elapsed_time": "17:35:29", "remaining_time": "10:06:22"} +{"current_steps": 28715, "total_steps": 45204, "loss": 0.5003, "learning_rate": 5.878232053460733e-06, "epoch": 0.6352196852106523, "percentage": 63.52, "elapsed_time": "17:35:43", "remaining_time": "10:06:13"} +{"current_steps": 28720, "total_steps": 45204, "loss": 0.3123, "learning_rate": 5.875066302383334e-06, "epoch": 0.6353302928521655, "percentage": 63.53, "elapsed_time": "17:35:53", "remaining_time": "10:06:02"} +{"current_steps": 28725, "total_steps": 45204, "loss": 0.3904, "learning_rate": 5.871901049390395e-06, "epoch": 0.6354409004936787, "percentage": 63.55, "elapsed_time": "17:36:04", "remaining_time": "10:05:51"} +{"current_steps": 28730, "total_steps": 45204, "loss": 0.3743, "learning_rate": 5.868736294864115e-06, "epoch": 0.635551508135192, "percentage": 63.56, "elapsed_time": "17:36:15", "remaining_time": "10:05:39"} +{"current_steps": 28735, "total_steps": 45204, "loss": 0.3447, "learning_rate": 5.865572039186635e-06, "epoch": 0.6356621157767053, "percentage": 63.57, "elapsed_time": "17:36:26", "remaining_time": "10:05:28"} +{"current_steps": 28740, "total_steps": 45204, "loss": 0.225, "learning_rate": 5.862408282740046e-06, "epoch": 0.6357727234182186, "percentage": 63.58, "elapsed_time": "17:36:35", "remaining_time": "10:05:16"} +{"current_steps": 28745, "total_steps": 45204, "loss": 0.4224, "learning_rate": 5.8592450259063675e-06, "epoch": 0.6358833310597318, "percentage": 63.59, "elapsed_time": "17:36:45", "remaining_time": "10:05:05"} +{"current_steps": 28750, "total_steps": 45204, "loss": 0.365, "learning_rate": 5.856082269067553e-06, "epoch": 0.6359939387012451, "percentage": 63.6, "elapsed_time": "17:36:56", "remaining_time": "10:04:53"} +{"current_steps": 28755, "total_steps": 45204, "loss": 0.344, "learning_rate": 5.852920012605516e-06, "epoch": 0.6361045463427584, "percentage": 63.61, "elapsed_time": "17:37:07", "remaining_time": "10:04:42"} +{"current_steps": 28760, "total_steps": 45204, "loss": 0.3889, "learning_rate": 5.849758256902095e-06, "epoch": 0.6362151539842716, "percentage": 63.62, "elapsed_time": "17:37:18", "remaining_time": "10:04:31"} +{"current_steps": 28765, "total_steps": 45204, "loss": 0.4821, "learning_rate": 5.846597002339065e-06, "epoch": 0.6363257616257848, "percentage": 63.63, "elapsed_time": "17:37:30", "remaining_time": "10:04:21"} +{"current_steps": 28770, "total_steps": 45204, "loss": 0.4568, "learning_rate": 5.843436249298153e-06, "epoch": 0.6364363692672981, "percentage": 63.64, "elapsed_time": "17:37:41", "remaining_time": "10:04:10"} +{"current_steps": 28775, "total_steps": 45204, "loss": 0.4364, "learning_rate": 5.84027599816102e-06, "epoch": 0.6365469769088113, "percentage": 63.66, "elapsed_time": "17:37:54", "remaining_time": "10:04:00"} +{"current_steps": 28780, "total_steps": 45204, "loss": 0.3885, "learning_rate": 5.837116249309257e-06, "epoch": 0.6366575845503246, "percentage": 63.67, "elapsed_time": "17:38:04", "remaining_time": "10:03:48"} +{"current_steps": 28785, "total_steps": 45204, "loss": 0.3825, "learning_rate": 5.833957003124411e-06, "epoch": 0.6367681921918379, "percentage": 63.68, "elapsed_time": "17:38:14", "remaining_time": "10:03:37"} +{"current_steps": 28790, "total_steps": 45204, "loss": 0.3886, "learning_rate": 5.830798259987955e-06, "epoch": 0.6368787998333512, "percentage": 63.69, "elapsed_time": "17:38:27", "remaining_time": "10:03:27"} +{"current_steps": 28795, "total_steps": 45204, "loss": 0.2678, "learning_rate": 5.827640020281311e-06, "epoch": 0.6369894074748644, "percentage": 63.7, "elapsed_time": "17:38:38", "remaining_time": "10:03:16"} +{"current_steps": 28800, "total_steps": 45204, "loss": 0.2957, "learning_rate": 5.824482284385831e-06, "epoch": 0.6371000151163777, "percentage": 63.71, "elapsed_time": "17:38:50", "remaining_time": "10:03:05"} +{"current_steps": 28805, "total_steps": 45204, "loss": 0.3884, "learning_rate": 5.821325052682811e-06, "epoch": 0.637210622757891, "percentage": 63.72, "elapsed_time": "17:39:02", "remaining_time": "10:02:55"} +{"current_steps": 28810, "total_steps": 45204, "loss": 0.235, "learning_rate": 5.81816832555349e-06, "epoch": 0.6373212303994042, "percentage": 63.73, "elapsed_time": "17:39:10", "remaining_time": "10:02:42"} +{"current_steps": 28815, "total_steps": 45204, "loss": 0.4619, "learning_rate": 5.815012103379038e-06, "epoch": 0.6374318380409174, "percentage": 63.74, "elapsed_time": "17:39:22", "remaining_time": "10:02:32"} +{"current_steps": 28820, "total_steps": 45204, "loss": 0.314, "learning_rate": 5.811856386540567e-06, "epoch": 0.6375424456824307, "percentage": 63.76, "elapsed_time": "17:39:31", "remaining_time": "10:02:19"} +{"current_steps": 28825, "total_steps": 45204, "loss": 0.3249, "learning_rate": 5.808701175419131e-06, "epoch": 0.637653053323944, "percentage": 63.77, "elapsed_time": "17:39:43", "remaining_time": "10:02:09"} +{"current_steps": 28830, "total_steps": 45204, "loss": 0.352, "learning_rate": 5.805546470395722e-06, "epoch": 0.6377636609654572, "percentage": 63.78, "elapsed_time": "17:39:54", "remaining_time": "10:01:58"} +{"current_steps": 28835, "total_steps": 45204, "loss": 0.3642, "learning_rate": 5.802392271851267e-06, "epoch": 0.6378742686069705, "percentage": 63.79, "elapsed_time": "17:40:04", "remaining_time": "10:01:46"} +{"current_steps": 28840, "total_steps": 45204, "loss": 0.5062, "learning_rate": 5.799238580166635e-06, "epoch": 0.6379848762484838, "percentage": 63.8, "elapsed_time": "17:40:19", "remaining_time": "10:01:38"} +{"current_steps": 28845, "total_steps": 45204, "loss": 0.3204, "learning_rate": 5.796085395722635e-06, "epoch": 0.638095483889997, "percentage": 63.81, "elapsed_time": "17:40:30", "remaining_time": "10:01:27"} +{"current_steps": 28850, "total_steps": 45204, "loss": 0.4414, "learning_rate": 5.792932718900011e-06, "epoch": 0.6382060915315103, "percentage": 63.82, "elapsed_time": "17:40:45", "remaining_time": "10:01:18"} +{"current_steps": 28855, "total_steps": 45204, "loss": 0.4946, "learning_rate": 5.789780550079448e-06, "epoch": 0.6383166991730236, "percentage": 63.83, "elapsed_time": "17:40:56", "remaining_time": "10:01:06"} +{"current_steps": 28860, "total_steps": 45204, "loss": 0.3335, "learning_rate": 5.78662888964157e-06, "epoch": 0.6384273068145367, "percentage": 63.84, "elapsed_time": "17:41:08", "remaining_time": "10:00:56"} +{"current_steps": 28865, "total_steps": 45204, "loss": 0.3206, "learning_rate": 5.7834777379669396e-06, "epoch": 0.63853791445605, "percentage": 63.85, "elapsed_time": "17:41:18", "remaining_time": "10:00:45"} +{"current_steps": 28870, "total_steps": 45204, "loss": 0.383, "learning_rate": 5.780327095436056e-06, "epoch": 0.6386485220975633, "percentage": 63.87, "elapsed_time": "17:41:30", "remaining_time": "10:00:34"} +{"current_steps": 28875, "total_steps": 45204, "loss": 0.3662, "learning_rate": 5.777176962429358e-06, "epoch": 0.6387591297390766, "percentage": 63.88, "elapsed_time": "17:41:42", "remaining_time": "10:00:24"} +{"current_steps": 28880, "total_steps": 45204, "loss": 0.2996, "learning_rate": 5.774027339327226e-06, "epoch": 0.6388697373805898, "percentage": 63.89, "elapsed_time": "17:41:54", "remaining_time": "10:00:13"} +{"current_steps": 28885, "total_steps": 45204, "loss": 0.3358, "learning_rate": 5.770878226509974e-06, "epoch": 0.6389803450221031, "percentage": 63.9, "elapsed_time": "17:42:03", "remaining_time": "10:00:01"} +{"current_steps": 28890, "total_steps": 45204, "loss": 0.3682, "learning_rate": 5.767729624357856e-06, "epoch": 0.6390909526636164, "percentage": 63.91, "elapsed_time": "17:42:14", "remaining_time": "9:59:50"} +{"current_steps": 28895, "total_steps": 45204, "loss": 0.418, "learning_rate": 5.764581533251066e-06, "epoch": 0.6392015603051296, "percentage": 63.92, "elapsed_time": "17:42:23", "remaining_time": "9:59:38"} +{"current_steps": 28900, "total_steps": 45204, "loss": 0.3068, "learning_rate": 5.761433953569732e-06, "epoch": 0.6393121679466429, "percentage": 63.93, "elapsed_time": "17:42:35", "remaining_time": "9:59:27"} +{"current_steps": 28905, "total_steps": 45204, "loss": 0.373, "learning_rate": 5.7582868856939285e-06, "epoch": 0.6394227755881562, "percentage": 63.94, "elapsed_time": "17:42:46", "remaining_time": "9:59:16"} +{"current_steps": 28910, "total_steps": 45204, "loss": 0.264, "learning_rate": 5.755140330003659e-06, "epoch": 0.6395333832296693, "percentage": 63.95, "elapsed_time": "17:42:54", "remaining_time": "9:59:04"} +{"current_steps": 28915, "total_steps": 45204, "loss": 0.2774, "learning_rate": 5.75199428687887e-06, "epoch": 0.6396439908711826, "percentage": 63.97, "elapsed_time": "17:43:04", "remaining_time": "9:58:52"} +{"current_steps": 28920, "total_steps": 45204, "loss": 0.4598, "learning_rate": 5.748848756699445e-06, "epoch": 0.6397545985126959, "percentage": 63.98, "elapsed_time": "17:43:19", "remaining_time": "9:58:43"} +{"current_steps": 28925, "total_steps": 45204, "loss": 0.2036, "learning_rate": 5.745703739845208e-06, "epoch": 0.6398652061542092, "percentage": 63.99, "elapsed_time": "17:43:28", "remaining_time": "9:58:31"} +{"current_steps": 28930, "total_steps": 45204, "loss": 0.3106, "learning_rate": 5.7425592366959145e-06, "epoch": 0.6399758137957224, "percentage": 64.0, "elapsed_time": "17:43:38", "remaining_time": "9:58:20"} +{"current_steps": 28935, "total_steps": 45204, "loss": 0.3643, "learning_rate": 5.739415247631266e-06, "epoch": 0.6400864214372357, "percentage": 64.01, "elapsed_time": "17:43:49", "remaining_time": "9:58:08"} +{"current_steps": 28940, "total_steps": 45204, "loss": 0.3299, "learning_rate": 5.736271773030897e-06, "epoch": 0.640197029078749, "percentage": 64.02, "elapsed_time": "17:43:59", "remaining_time": "9:57:57"} +{"current_steps": 28945, "total_steps": 45204, "loss": 0.3562, "learning_rate": 5.73312881327438e-06, "epoch": 0.6403076367202623, "percentage": 64.03, "elapsed_time": "17:44:11", "remaining_time": "9:57:46"} +{"current_steps": 28950, "total_steps": 45204, "loss": 0.3222, "learning_rate": 5.729986368741229e-06, "epoch": 0.6404182443617755, "percentage": 64.04, "elapsed_time": "17:44:20", "remaining_time": "9:57:34"} +{"current_steps": 28955, "total_steps": 45204, "loss": 0.4224, "learning_rate": 5.72684443981089e-06, "epoch": 0.6405288520032887, "percentage": 64.05, "elapsed_time": "17:44:32", "remaining_time": "9:57:23"} +{"current_steps": 28960, "total_steps": 45204, "loss": 0.4809, "learning_rate": 5.723703026862753e-06, "epoch": 0.640639459644802, "percentage": 64.07, "elapsed_time": "17:44:44", "remaining_time": "9:57:13"} +{"current_steps": 28965, "total_steps": 45204, "loss": 0.3895, "learning_rate": 5.720562130276141e-06, "epoch": 0.6407500672863152, "percentage": 64.08, "elapsed_time": "17:44:54", "remaining_time": "9:57:01"} +{"current_steps": 28970, "total_steps": 45204, "loss": 0.4273, "learning_rate": 5.7174217504303165e-06, "epoch": 0.6408606749278285, "percentage": 64.09, "elapsed_time": "17:45:06", "remaining_time": "9:56:51"} +{"current_steps": 28975, "total_steps": 45204, "loss": 0.3272, "learning_rate": 5.714281887704478e-06, "epoch": 0.6409712825693418, "percentage": 64.1, "elapsed_time": "17:45:17", "remaining_time": "9:56:40"} +{"current_steps": 28980, "total_steps": 45204, "loss": 0.491, "learning_rate": 5.711142542477765e-06, "epoch": 0.641081890210855, "percentage": 64.11, "elapsed_time": "17:45:30", "remaining_time": "9:56:30"} +{"current_steps": 28985, "total_steps": 45204, "loss": 0.4055, "learning_rate": 5.708003715129253e-06, "epoch": 0.6411924978523683, "percentage": 64.12, "elapsed_time": "17:45:42", "remaining_time": "9:56:20"} +{"current_steps": 28990, "total_steps": 45204, "loss": 0.4528, "learning_rate": 5.704865406037952e-06, "epoch": 0.6413031054938816, "percentage": 64.13, "elapsed_time": "17:45:55", "remaining_time": "9:56:10"} +{"current_steps": 28995, "total_steps": 45204, "loss": 0.3437, "learning_rate": 5.701727615582813e-06, "epoch": 0.6414137131353949, "percentage": 64.14, "elapsed_time": "17:46:07", "remaining_time": "9:55:59"} +{"current_steps": 29000, "total_steps": 45204, "loss": 0.2658, "learning_rate": 5.698590344142724e-06, "epoch": 0.641524320776908, "percentage": 64.15, "elapsed_time": "17:46:18", "remaining_time": "9:55:48"} +{"current_steps": 29005, "total_steps": 45204, "loss": 0.3879, "learning_rate": 5.6954535920965085e-06, "epoch": 0.6416349284184213, "percentage": 64.16, "elapsed_time": "17:46:29", "remaining_time": "9:55:37"} +{"current_steps": 29010, "total_steps": 45204, "loss": 0.3194, "learning_rate": 5.692317359822928e-06, "epoch": 0.6417455360599346, "percentage": 64.18, "elapsed_time": "17:46:38", "remaining_time": "9:55:25"} +{"current_steps": 29015, "total_steps": 45204, "loss": 0.4238, "learning_rate": 5.689181647700683e-06, "epoch": 0.6418561437014478, "percentage": 64.19, "elapsed_time": "17:46:50", "remaining_time": "9:55:14"} +{"current_steps": 29020, "total_steps": 45204, "loss": 0.3116, "learning_rate": 5.6860464561084094e-06, "epoch": 0.6419667513429611, "percentage": 64.2, "elapsed_time": "17:47:01", "remaining_time": "9:55:03"} +{"current_steps": 29025, "total_steps": 45204, "loss": 0.2782, "learning_rate": 5.682911785424679e-06, "epoch": 0.6420773589844744, "percentage": 64.21, "elapsed_time": "17:47:09", "remaining_time": "9:54:51"} +{"current_steps": 29030, "total_steps": 45204, "loss": 0.4233, "learning_rate": 5.679777636028003e-06, "epoch": 0.6421879666259876, "percentage": 64.22, "elapsed_time": "17:47:21", "remaining_time": "9:54:40"} +{"current_steps": 29035, "total_steps": 45204, "loss": 0.3367, "learning_rate": 5.676644008296831e-06, "epoch": 0.6422985742675009, "percentage": 64.23, "elapsed_time": "17:47:31", "remaining_time": "9:54:29"} +{"current_steps": 29040, "total_steps": 45204, "loss": 0.3666, "learning_rate": 5.673510902609546e-06, "epoch": 0.6424091819090142, "percentage": 64.24, "elapsed_time": "17:47:42", "remaining_time": "9:54:18"} +{"current_steps": 29045, "total_steps": 45204, "loss": 0.2964, "learning_rate": 5.670378319344469e-06, "epoch": 0.6425197895505275, "percentage": 64.25, "elapsed_time": "17:47:52", "remaining_time": "9:54:06"} +{"current_steps": 29050, "total_steps": 45204, "loss": 0.3378, "learning_rate": 5.667246258879859e-06, "epoch": 0.6426303971920406, "percentage": 64.26, "elapsed_time": "17:48:05", "remaining_time": "9:53:56"} +{"current_steps": 29055, "total_steps": 45204, "loss": 0.2753, "learning_rate": 5.664114721593911e-06, "epoch": 0.6427410048335539, "percentage": 64.28, "elapsed_time": "17:48:17", "remaining_time": "9:53:45"} +{"current_steps": 29060, "total_steps": 45204, "loss": 0.2996, "learning_rate": 5.660983707864758e-06, "epoch": 0.6428516124750672, "percentage": 64.29, "elapsed_time": "17:48:29", "remaining_time": "9:53:35"} +{"current_steps": 29065, "total_steps": 45204, "loss": 0.2886, "learning_rate": 5.657853218070468e-06, "epoch": 0.6429622201165804, "percentage": 64.3, "elapsed_time": "17:48:39", "remaining_time": "9:53:24"} +{"current_steps": 29070, "total_steps": 45204, "loss": 0.285, "learning_rate": 5.654723252589047e-06, "epoch": 0.6430728277580937, "percentage": 64.31, "elapsed_time": "17:48:51", "remaining_time": "9:53:13"} +{"current_steps": 29075, "total_steps": 45204, "loss": 0.217, "learning_rate": 5.651593811798437e-06, "epoch": 0.643183435399607, "percentage": 64.32, "elapsed_time": "17:49:02", "remaining_time": "9:53:02"} +{"current_steps": 29080, "total_steps": 45204, "loss": 0.3129, "learning_rate": 5.648464896076518e-06, "epoch": 0.6432940430411203, "percentage": 64.33, "elapsed_time": "17:49:13", "remaining_time": "9:52:51"} +{"current_steps": 29085, "total_steps": 45204, "loss": 0.2698, "learning_rate": 5.645336505801106e-06, "epoch": 0.6434046506826335, "percentage": 64.34, "elapsed_time": "17:49:23", "remaining_time": "9:52:39"} +{"current_steps": 29090, "total_steps": 45204, "loss": 0.3612, "learning_rate": 5.642208641349951e-06, "epoch": 0.6435152583241468, "percentage": 64.35, "elapsed_time": "17:49:35", "remaining_time": "9:52:29"} +{"current_steps": 29095, "total_steps": 45204, "loss": 0.4373, "learning_rate": 5.639081303100743e-06, "epoch": 0.64362586596566, "percentage": 64.36, "elapsed_time": "17:49:46", "remaining_time": "9:52:17"} +{"current_steps": 29100, "total_steps": 45204, "loss": 0.3235, "learning_rate": 5.635954491431107e-06, "epoch": 0.6437364736071732, "percentage": 64.37, "elapsed_time": "17:49:58", "remaining_time": "9:52:07"} +{"current_steps": 29105, "total_steps": 45204, "loss": 0.3913, "learning_rate": 5.632828206718605e-06, "epoch": 0.6438470812486865, "percentage": 64.39, "elapsed_time": "17:50:10", "remaining_time": "9:51:56"} +{"current_steps": 29110, "total_steps": 45204, "loss": 0.5413, "learning_rate": 5.629702449340734e-06, "epoch": 0.6439576888901998, "percentage": 64.4, "elapsed_time": "17:50:22", "remaining_time": "9:51:46"} +{"current_steps": 29115, "total_steps": 45204, "loss": 0.3964, "learning_rate": 5.626577219674928e-06, "epoch": 0.644068296531713, "percentage": 64.41, "elapsed_time": "17:50:37", "remaining_time": "9:51:38"} +{"current_steps": 29120, "total_steps": 45204, "loss": 0.3567, "learning_rate": 5.623452518098559e-06, "epoch": 0.6441789041732263, "percentage": 64.42, "elapsed_time": "17:50:48", "remaining_time": "9:51:26"} +{"current_steps": 29125, "total_steps": 45204, "loss": 0.288, "learning_rate": 5.620328344988933e-06, "epoch": 0.6442895118147396, "percentage": 64.43, "elapsed_time": "17:50:59", "remaining_time": "9:51:15"} +{"current_steps": 29130, "total_steps": 45204, "loss": 0.3352, "learning_rate": 5.617204700723291e-06, "epoch": 0.6444001194562529, "percentage": 64.44, "elapsed_time": "17:51:10", "remaining_time": "9:51:04"} +{"current_steps": 29135, "total_steps": 45204, "loss": 0.3246, "learning_rate": 5.614081585678815e-06, "epoch": 0.6445107270977661, "percentage": 64.45, "elapsed_time": "17:51:21", "remaining_time": "9:50:53"} +{"current_steps": 29140, "total_steps": 45204, "loss": 0.203, "learning_rate": 5.6109590002326195e-06, "epoch": 0.6446213347392794, "percentage": 64.46, "elapsed_time": "17:51:30", "remaining_time": "9:50:41"} +{"current_steps": 29145, "total_steps": 45204, "loss": 0.324, "learning_rate": 5.6078369447617555e-06, "epoch": 0.6447319423807926, "percentage": 64.47, "elapsed_time": "17:51:41", "remaining_time": "9:50:30"} +{"current_steps": 29150, "total_steps": 45204, "loss": 0.233, "learning_rate": 5.60471541964321e-06, "epoch": 0.6448425500223058, "percentage": 64.49, "elapsed_time": "17:51:52", "remaining_time": "9:50:19"} +{"current_steps": 29155, "total_steps": 45204, "loss": 0.3702, "learning_rate": 5.601594425253904e-06, "epoch": 0.6449531576638191, "percentage": 64.5, "elapsed_time": "17:52:04", "remaining_time": "9:50:08"} +{"current_steps": 29160, "total_steps": 45204, "loss": 0.4007, "learning_rate": 5.5984739619707e-06, "epoch": 0.6450637653053324, "percentage": 64.51, "elapsed_time": "17:52:16", "remaining_time": "9:49:58"} +{"current_steps": 29165, "total_steps": 45204, "loss": 0.3214, "learning_rate": 5.595354030170393e-06, "epoch": 0.6451743729468457, "percentage": 64.52, "elapsed_time": "17:52:28", "remaining_time": "9:49:47"} +{"current_steps": 29170, "total_steps": 45204, "loss": 0.4745, "learning_rate": 5.592234630229711e-06, "epoch": 0.6452849805883589, "percentage": 64.53, "elapsed_time": "17:52:40", "remaining_time": "9:49:37"} +{"current_steps": 29175, "total_steps": 45204, "loss": 0.2587, "learning_rate": 5.589115762525324e-06, "epoch": 0.6453955882298722, "percentage": 64.54, "elapsed_time": "17:52:50", "remaining_time": "9:49:25"} +{"current_steps": 29180, "total_steps": 45204, "loss": 0.3684, "learning_rate": 5.5859974274338304e-06, "epoch": 0.6455061958713855, "percentage": 64.55, "elapsed_time": "17:53:04", "remaining_time": "9:49:16"} +{"current_steps": 29185, "total_steps": 45204, "loss": 0.3473, "learning_rate": 5.58287962533177e-06, "epoch": 0.6456168035128987, "percentage": 64.56, "elapsed_time": "17:53:16", "remaining_time": "9:49:05"} +{"current_steps": 29190, "total_steps": 45204, "loss": 0.2553, "learning_rate": 5.579762356595617e-06, "epoch": 0.6457274111544119, "percentage": 64.57, "elapsed_time": "17:53:27", "remaining_time": "9:48:54"} +{"current_steps": 29195, "total_steps": 45204, "loss": 0.3792, "learning_rate": 5.576645621601782e-06, "epoch": 0.6458380187959252, "percentage": 64.58, "elapsed_time": "17:53:37", "remaining_time": "9:48:43"} +{"current_steps": 29200, "total_steps": 45204, "loss": 0.4016, "learning_rate": 5.573529420726606e-06, "epoch": 0.6459486264374384, "percentage": 64.6, "elapsed_time": "17:53:48", "remaining_time": "9:48:32"} +{"current_steps": 29205, "total_steps": 45204, "loss": 0.2929, "learning_rate": 5.570413754346371e-06, "epoch": 0.6460592340789517, "percentage": 64.61, "elapsed_time": "17:54:00", "remaining_time": "9:48:21"} +{"current_steps": 29210, "total_steps": 45204, "loss": 0.3549, "learning_rate": 5.567298622837294e-06, "epoch": 0.646169841720465, "percentage": 64.62, "elapsed_time": "17:54:10", "remaining_time": "9:48:09"} +{"current_steps": 29215, "total_steps": 45204, "loss": 0.3936, "learning_rate": 5.564184026575525e-06, "epoch": 0.6462804493619783, "percentage": 64.63, "elapsed_time": "17:54:24", "remaining_time": "9:48:00"} +{"current_steps": 29220, "total_steps": 45204, "loss": 0.4397, "learning_rate": 5.5610699659371515e-06, "epoch": 0.6463910570034915, "percentage": 64.64, "elapsed_time": "17:54:33", "remaining_time": "9:47:48"} +{"current_steps": 29225, "total_steps": 45204, "loss": 0.3252, "learning_rate": 5.5579564412981935e-06, "epoch": 0.6465016646450048, "percentage": 64.65, "elapsed_time": "17:54:42", "remaining_time": "9:47:36"} +{"current_steps": 29230, "total_steps": 45204, "loss": 0.3193, "learning_rate": 5.5548434530346095e-06, "epoch": 0.6466122722865181, "percentage": 64.66, "elapsed_time": "17:54:55", "remaining_time": "9:47:26"} +{"current_steps": 29235, "total_steps": 45204, "loss": 0.3966, "learning_rate": 5.551731001522291e-06, "epoch": 0.6467228799280313, "percentage": 64.67, "elapsed_time": "17:55:06", "remaining_time": "9:47:15"} +{"current_steps": 29240, "total_steps": 45204, "loss": 0.2852, "learning_rate": 5.5486190871370686e-06, "epoch": 0.6468334875695445, "percentage": 64.68, "elapsed_time": "17:55:16", "remaining_time": "9:47:03"} +{"current_steps": 29245, "total_steps": 45204, "loss": 0.4118, "learning_rate": 5.545507710254699e-06, "epoch": 0.6469440952110578, "percentage": 64.7, "elapsed_time": "17:55:26", "remaining_time": "9:46:51"} +{"current_steps": 29250, "total_steps": 45204, "loss": 0.2294, "learning_rate": 5.542396871250886e-06, "epoch": 0.647054702852571, "percentage": 64.71, "elapsed_time": "17:55:36", "remaining_time": "9:46:40"} +{"current_steps": 29255, "total_steps": 45204, "loss": 0.3492, "learning_rate": 5.539286570501259e-06, "epoch": 0.6471653104940843, "percentage": 64.72, "elapsed_time": "17:55:49", "remaining_time": "9:46:30"} +{"current_steps": 29260, "total_steps": 45204, "loss": 0.3229, "learning_rate": 5.536176808381386e-06, "epoch": 0.6472759181355976, "percentage": 64.73, "elapsed_time": "17:56:00", "remaining_time": "9:46:19"} +{"current_steps": 29265, "total_steps": 45204, "loss": 0.4199, "learning_rate": 5.533067585266771e-06, "epoch": 0.6473865257771109, "percentage": 64.74, "elapsed_time": "17:56:11", "remaining_time": "9:46:08"} +{"current_steps": 29270, "total_steps": 45204, "loss": 0.3786, "learning_rate": 5.529958901532853e-06, "epoch": 0.6474971334186241, "percentage": 64.75, "elapsed_time": "17:56:22", "remaining_time": "9:45:57"} +{"current_steps": 29275, "total_steps": 45204, "loss": 0.5168, "learning_rate": 5.526850757555e-06, "epoch": 0.6476077410601374, "percentage": 64.76, "elapsed_time": "17:56:33", "remaining_time": "9:45:46"} +{"current_steps": 29280, "total_steps": 45204, "loss": 0.1977, "learning_rate": 5.523743153708525e-06, "epoch": 0.6477183487016507, "percentage": 64.77, "elapsed_time": "17:56:44", "remaining_time": "9:45:35"} +{"current_steps": 29285, "total_steps": 45204, "loss": 0.3219, "learning_rate": 5.520636090368665e-06, "epoch": 0.6478289563431638, "percentage": 64.78, "elapsed_time": "17:56:54", "remaining_time": "9:45:23"} +{"current_steps": 29290, "total_steps": 45204, "loss": 0.2931, "learning_rate": 5.517529567910602e-06, "epoch": 0.6479395639846771, "percentage": 64.8, "elapsed_time": "17:57:06", "remaining_time": "9:45:13"} +{"current_steps": 29295, "total_steps": 45204, "loss": 0.4548, "learning_rate": 5.514423586709443e-06, "epoch": 0.6480501716261904, "percentage": 64.81, "elapsed_time": "17:57:18", "remaining_time": "9:45:02"} +{"current_steps": 29300, "total_steps": 45204, "loss": 0.3645, "learning_rate": 5.511318147140238e-06, "epoch": 0.6481607792677037, "percentage": 64.82, "elapsed_time": "17:57:28", "remaining_time": "9:44:51"} +{"current_steps": 29305, "total_steps": 45204, "loss": 0.4412, "learning_rate": 5.508213249577965e-06, "epoch": 0.6482713869092169, "percentage": 64.83, "elapsed_time": "17:57:40", "remaining_time": "9:44:40"} +{"current_steps": 29310, "total_steps": 45204, "loss": 0.341, "learning_rate": 5.505108894397541e-06, "epoch": 0.6483819945507302, "percentage": 64.84, "elapsed_time": "17:57:52", "remaining_time": "9:44:30"} +{"current_steps": 29315, "total_steps": 45204, "loss": 0.3967, "learning_rate": 5.502005081973816e-06, "epoch": 0.6484926021922435, "percentage": 64.85, "elapsed_time": "17:58:05", "remaining_time": "9:44:20"} +{"current_steps": 29320, "total_steps": 45204, "loss": 0.3828, "learning_rate": 5.498901812681572e-06, "epoch": 0.6486032098337567, "percentage": 64.86, "elapsed_time": "17:58:14", "remaining_time": "9:44:08"} +{"current_steps": 29325, "total_steps": 45204, "loss": 0.317, "learning_rate": 5.49579908689553e-06, "epoch": 0.64871381747527, "percentage": 64.87, "elapsed_time": "17:58:26", "remaining_time": "9:43:57"} +{"current_steps": 29330, "total_steps": 45204, "loss": 0.3876, "learning_rate": 5.492696904990345e-06, "epoch": 0.6488244251167833, "percentage": 64.88, "elapsed_time": "17:58:39", "remaining_time": "9:43:47"} +{"current_steps": 29335, "total_steps": 45204, "loss": 0.297, "learning_rate": 5.4895952673406e-06, "epoch": 0.6489350327582964, "percentage": 64.89, "elapsed_time": "17:58:47", "remaining_time": "9:43:34"} +{"current_steps": 29340, "total_steps": 45204, "loss": 0.4687, "learning_rate": 5.4864941743208215e-06, "epoch": 0.6490456403998097, "percentage": 64.91, "elapsed_time": "17:58:59", "remaining_time": "9:43:24"} +{"current_steps": 29345, "total_steps": 45204, "loss": 0.3672, "learning_rate": 5.483393626305461e-06, "epoch": 0.649156248041323, "percentage": 64.92, "elapsed_time": "17:59:09", "remaining_time": "9:43:12"} +{"current_steps": 29350, "total_steps": 45204, "loss": 0.3435, "learning_rate": 5.480293623668912e-06, "epoch": 0.6492668556828363, "percentage": 64.93, "elapsed_time": "17:59:19", "remaining_time": "9:43:01"} +{"current_steps": 29355, "total_steps": 45204, "loss": 0.2848, "learning_rate": 5.477194166785498e-06, "epoch": 0.6493774633243495, "percentage": 64.94, "elapsed_time": "17:59:29", "remaining_time": "9:42:49"} +{"current_steps": 29360, "total_steps": 45204, "loss": 0.5913, "learning_rate": 5.4740952560294754e-06, "epoch": 0.6494880709658628, "percentage": 64.95, "elapsed_time": "17:59:40", "remaining_time": "9:42:38"} +{"current_steps": 29365, "total_steps": 45204, "loss": 0.2942, "learning_rate": 5.47099689177504e-06, "epoch": 0.6495986786073761, "percentage": 64.96, "elapsed_time": "17:59:51", "remaining_time": "9:42:27"} +{"current_steps": 29370, "total_steps": 45204, "loss": 0.307, "learning_rate": 5.467899074396317e-06, "epoch": 0.6497092862488894, "percentage": 64.97, "elapsed_time": "18:00:00", "remaining_time": "9:42:15"} +{"current_steps": 29375, "total_steps": 45204, "loss": 0.3129, "learning_rate": 5.464801804267366e-06, "epoch": 0.6498198938904026, "percentage": 64.98, "elapsed_time": "18:00:13", "remaining_time": "9:42:05"} +{"current_steps": 29380, "total_steps": 45204, "loss": 0.2921, "learning_rate": 5.46170508176218e-06, "epoch": 0.6499305015319158, "percentage": 64.99, "elapsed_time": "18:00:24", "remaining_time": "9:41:54"} +{"current_steps": 29385, "total_steps": 45204, "loss": 0.3674, "learning_rate": 5.458608907254693e-06, "epoch": 0.650041109173429, "percentage": 65.01, "elapsed_time": "18:00:35", "remaining_time": "9:41:43"} +{"current_steps": 29390, "total_steps": 45204, "loss": 0.3499, "learning_rate": 5.455513281118761e-06, "epoch": 0.6501517168149423, "percentage": 65.02, "elapsed_time": "18:00:47", "remaining_time": "9:41:32"} +{"current_steps": 29395, "total_steps": 45204, "loss": 0.2387, "learning_rate": 5.452418203728183e-06, "epoch": 0.6502623244564556, "percentage": 65.03, "elapsed_time": "18:00:57", "remaining_time": "9:41:21"} +{"current_steps": 29400, "total_steps": 45204, "loss": 0.2676, "learning_rate": 5.449323675456688e-06, "epoch": 0.6503729320979689, "percentage": 65.04, "elapsed_time": "18:01:09", "remaining_time": "9:41:10"} +{"current_steps": 29405, "total_steps": 45204, "loss": 0.2151, "learning_rate": 5.44622969667794e-06, "epoch": 0.6504835397394821, "percentage": 65.05, "elapsed_time": "18:01:23", "remaining_time": "9:41:01"} +{"current_steps": 29410, "total_steps": 45204, "loss": 0.342, "learning_rate": 5.443136267765534e-06, "epoch": 0.6505941473809954, "percentage": 65.06, "elapsed_time": "18:01:34", "remaining_time": "9:40:50"} +{"current_steps": 29415, "total_steps": 45204, "loss": 0.2584, "learning_rate": 5.440043389093003e-06, "epoch": 0.6507047550225087, "percentage": 65.07, "elapsed_time": "18:01:44", "remaining_time": "9:40:38"} +{"current_steps": 29420, "total_steps": 45204, "loss": 0.4193, "learning_rate": 5.4369510610338085e-06, "epoch": 0.650815362664022, "percentage": 65.08, "elapsed_time": "18:01:56", "remaining_time": "9:40:28"} +{"current_steps": 29425, "total_steps": 45204, "loss": 0.35, "learning_rate": 5.4338592839613515e-06, "epoch": 0.6509259703055352, "percentage": 65.09, "elapsed_time": "18:02:09", "remaining_time": "9:40:18"} +{"current_steps": 29430, "total_steps": 45204, "loss": 0.3862, "learning_rate": 5.43076805824896e-06, "epoch": 0.6510365779470484, "percentage": 65.1, "elapsed_time": "18:02:23", "remaining_time": "9:40:08"} +{"current_steps": 29435, "total_steps": 45204, "loss": 0.4538, "learning_rate": 5.427677384269899e-06, "epoch": 0.6511471855885617, "percentage": 65.12, "elapsed_time": "18:02:36", "remaining_time": "9:39:58"} +{"current_steps": 29440, "total_steps": 45204, "loss": 0.2634, "learning_rate": 5.424587262397368e-06, "epoch": 0.6512577932300749, "percentage": 65.13, "elapsed_time": "18:02:46", "remaining_time": "9:39:46"} +{"current_steps": 29445, "total_steps": 45204, "loss": 0.3389, "learning_rate": 5.421497693004498e-06, "epoch": 0.6513684008715882, "percentage": 65.14, "elapsed_time": "18:02:56", "remaining_time": "9:39:35"} +{"current_steps": 29450, "total_steps": 45204, "loss": 0.2715, "learning_rate": 5.418408676464353e-06, "epoch": 0.6514790085131015, "percentage": 65.15, "elapsed_time": "18:03:05", "remaining_time": "9:39:23"} +{"current_steps": 29455, "total_steps": 45204, "loss": 0.4185, "learning_rate": 5.415320213149931e-06, "epoch": 0.6515896161546147, "percentage": 65.16, "elapsed_time": "18:03:19", "remaining_time": "9:39:14"} +{"current_steps": 29460, "total_steps": 45204, "loss": 0.3272, "learning_rate": 5.4122323034341616e-06, "epoch": 0.651700223796128, "percentage": 65.17, "elapsed_time": "18:03:32", "remaining_time": "9:39:04"} +{"current_steps": 29465, "total_steps": 45204, "loss": 0.3367, "learning_rate": 5.40914494768991e-06, "epoch": 0.6518108314376413, "percentage": 65.18, "elapsed_time": "18:03:42", "remaining_time": "9:38:52"} +{"current_steps": 29470, "total_steps": 45204, "loss": 0.2967, "learning_rate": 5.406058146289974e-06, "epoch": 0.6519214390791546, "percentage": 65.19, "elapsed_time": "18:03:55", "remaining_time": "9:38:42"} +{"current_steps": 29475, "total_steps": 45204, "loss": 0.269, "learning_rate": 5.402971899607083e-06, "epoch": 0.6520320467206677, "percentage": 65.2, "elapsed_time": "18:04:06", "remaining_time": "9:38:31"} +{"current_steps": 29480, "total_steps": 45204, "loss": 0.2862, "learning_rate": 5.399886208013901e-06, "epoch": 0.652142654362181, "percentage": 65.22, "elapsed_time": "18:04:15", "remaining_time": "9:38:19"} +{"current_steps": 29485, "total_steps": 45204, "loss": 0.1152, "learning_rate": 5.396801071883024e-06, "epoch": 0.6522532620036943, "percentage": 65.23, "elapsed_time": "18:04:25", "remaining_time": "9:38:07"} +{"current_steps": 29490, "total_steps": 45204, "loss": 0.3162, "learning_rate": 5.393716491586982e-06, "epoch": 0.6523638696452075, "percentage": 65.24, "elapsed_time": "18:04:36", "remaining_time": "9:37:56"} +{"current_steps": 29495, "total_steps": 45204, "loss": 0.2465, "learning_rate": 5.390632467498236e-06, "epoch": 0.6524744772867208, "percentage": 65.25, "elapsed_time": "18:04:46", "remaining_time": "9:37:44"} +{"current_steps": 29500, "total_steps": 45204, "loss": 0.367, "learning_rate": 5.38754899998918e-06, "epoch": 0.6525850849282341, "percentage": 65.26, "elapsed_time": "18:04:57", "remaining_time": "9:37:34"} +{"current_steps": 29505, "total_steps": 45204, "loss": 0.3636, "learning_rate": 5.384466089432145e-06, "epoch": 0.6526956925697474, "percentage": 65.27, "elapsed_time": "18:05:07", "remaining_time": "9:37:22"} +{"current_steps": 29510, "total_steps": 45204, "loss": 0.411, "learning_rate": 5.381383736199389e-06, "epoch": 0.6528063002112606, "percentage": 65.28, "elapsed_time": "18:05:21", "remaining_time": "9:37:13"} +{"current_steps": 29515, "total_steps": 45204, "loss": 0.1707, "learning_rate": 5.378301940663105e-06, "epoch": 0.6529169078527739, "percentage": 65.29, "elapsed_time": "18:05:30", "remaining_time": "9:37:01"} +{"current_steps": 29520, "total_steps": 45204, "loss": 0.2531, "learning_rate": 5.375220703195421e-06, "epoch": 0.6530275154942872, "percentage": 65.3, "elapsed_time": "18:05:42", "remaining_time": "9:36:50"} +{"current_steps": 29525, "total_steps": 45204, "loss": 0.306, "learning_rate": 5.372140024168393e-06, "epoch": 0.6531381231358003, "percentage": 65.32, "elapsed_time": "18:05:54", "remaining_time": "9:36:39"} +{"current_steps": 29530, "total_steps": 45204, "loss": 0.2366, "learning_rate": 5.369059903954012e-06, "epoch": 0.6532487307773136, "percentage": 65.33, "elapsed_time": "18:06:04", "remaining_time": "9:36:28"} +{"current_steps": 29535, "total_steps": 45204, "loss": 0.4654, "learning_rate": 5.365980342924205e-06, "epoch": 0.6533593384188269, "percentage": 65.34, "elapsed_time": "18:06:16", "remaining_time": "9:36:17"} +{"current_steps": 29540, "total_steps": 45204, "loss": 0.2646, "learning_rate": 5.3629013414508244e-06, "epoch": 0.6534699460603401, "percentage": 65.35, "elapsed_time": "18:06:26", "remaining_time": "9:36:06"} +{"current_steps": 29545, "total_steps": 45204, "loss": 0.3233, "learning_rate": 5.35982289990566e-06, "epoch": 0.6535805537018534, "percentage": 65.36, "elapsed_time": "18:06:36", "remaining_time": "9:35:54"} +{"current_steps": 29550, "total_steps": 45204, "loss": 0.2442, "learning_rate": 5.356745018660433e-06, "epoch": 0.6536911613433667, "percentage": 65.37, "elapsed_time": "18:06:46", "remaining_time": "9:35:42"} +{"current_steps": 29555, "total_steps": 45204, "loss": 0.2672, "learning_rate": 5.353667698086795e-06, "epoch": 0.65380176898488, "percentage": 65.38, "elapsed_time": "18:06:58", "remaining_time": "9:35:32"} +{"current_steps": 29560, "total_steps": 45204, "loss": 0.3042, "learning_rate": 5.350590938556335e-06, "epoch": 0.6539123766263932, "percentage": 65.39, "elapsed_time": "18:07:07", "remaining_time": "9:35:20"} +{"current_steps": 29565, "total_steps": 45204, "loss": 0.2957, "learning_rate": 5.347514740440567e-06, "epoch": 0.6540229842679065, "percentage": 65.4, "elapsed_time": "18:07:17", "remaining_time": "9:35:08"} +{"current_steps": 29570, "total_steps": 45204, "loss": 0.48, "learning_rate": 5.344439104110942e-06, "epoch": 0.6541335919094197, "percentage": 65.41, "elapsed_time": "18:07:29", "remaining_time": "9:34:58"} +{"current_steps": 29575, "total_steps": 45204, "loss": 0.3151, "learning_rate": 5.341364029938843e-06, "epoch": 0.6542441995509329, "percentage": 65.43, "elapsed_time": "18:07:44", "remaining_time": "9:34:49"} +{"current_steps": 29580, "total_steps": 45204, "loss": 0.3, "learning_rate": 5.338289518295584e-06, "epoch": 0.6543548071924462, "percentage": 65.44, "elapsed_time": "18:07:58", "remaining_time": "9:34:39"} +{"current_steps": 29585, "total_steps": 45204, "loss": 0.344, "learning_rate": 5.33521556955241e-06, "epoch": 0.6544654148339595, "percentage": 65.45, "elapsed_time": "18:08:09", "remaining_time": "9:34:28"} +{"current_steps": 29590, "total_steps": 45204, "loss": 0.3993, "learning_rate": 5.332142184080502e-06, "epoch": 0.6545760224754728, "percentage": 65.46, "elapsed_time": "18:08:19", "remaining_time": "9:34:17"} +{"current_steps": 29595, "total_steps": 45204, "loss": 0.348, "learning_rate": 5.329069362250968e-06, "epoch": 0.654686630116986, "percentage": 65.47, "elapsed_time": "18:08:28", "remaining_time": "9:34:05"} +{"current_steps": 29600, "total_steps": 45204, "loss": 0.3251, "learning_rate": 5.3259971044348515e-06, "epoch": 0.6547972377584993, "percentage": 65.48, "elapsed_time": "18:08:39", "remaining_time": "9:33:53"} +{"current_steps": 29605, "total_steps": 45204, "loss": 0.4083, "learning_rate": 5.322925411003126e-06, "epoch": 0.6549078454000126, "percentage": 65.49, "elapsed_time": "18:08:50", "remaining_time": "9:33:42"} +{"current_steps": 29610, "total_steps": 45204, "loss": 0.5798, "learning_rate": 5.319854282326698e-06, "epoch": 0.6550184530415258, "percentage": 65.5, "elapsed_time": "18:09:06", "remaining_time": "9:33:34"} +{"current_steps": 29615, "total_steps": 45204, "loss": 0.2934, "learning_rate": 5.316783718776404e-06, "epoch": 0.6551290606830391, "percentage": 65.51, "elapsed_time": "18:09:18", "remaining_time": "9:33:23"} +{"current_steps": 29620, "total_steps": 45204, "loss": 0.3872, "learning_rate": 5.313713720723016e-06, "epoch": 0.6552396683245523, "percentage": 65.53, "elapsed_time": "18:09:32", "remaining_time": "9:33:14"} +{"current_steps": 29625, "total_steps": 45204, "loss": 0.2418, "learning_rate": 5.310644288537233e-06, "epoch": 0.6553502759660655, "percentage": 65.54, "elapsed_time": "18:09:43", "remaining_time": "9:33:03"} +{"current_steps": 29630, "total_steps": 45204, "loss": 0.4027, "learning_rate": 5.307575422589691e-06, "epoch": 0.6554608836075788, "percentage": 65.55, "elapsed_time": "18:09:55", "remaining_time": "9:32:52"} +{"current_steps": 29635, "total_steps": 45204, "loss": 0.3974, "learning_rate": 5.304507123250951e-06, "epoch": 0.6555714912490921, "percentage": 65.56, "elapsed_time": "18:10:07", "remaining_time": "9:32:42"} +{"current_steps": 29640, "total_steps": 45204, "loss": 0.4676, "learning_rate": 5.3014393908915095e-06, "epoch": 0.6556820988906054, "percentage": 65.57, "elapsed_time": "18:10:17", "remaining_time": "9:32:30"} +{"current_steps": 29645, "total_steps": 45204, "loss": 0.4084, "learning_rate": 5.298372225881797e-06, "epoch": 0.6557927065321186, "percentage": 65.58, "elapsed_time": "18:10:30", "remaining_time": "9:32:21"} +{"current_steps": 29650, "total_steps": 45204, "loss": 0.4289, "learning_rate": 5.295305628592171e-06, "epoch": 0.6559033141736319, "percentage": 65.59, "elapsed_time": "18:10:41", "remaining_time": "9:32:09"} +{"current_steps": 29655, "total_steps": 45204, "loss": 0.1848, "learning_rate": 5.2922395993929234e-06, "epoch": 0.6560139218151452, "percentage": 65.6, "elapsed_time": "18:10:51", "remaining_time": "9:31:57"} +{"current_steps": 29660, "total_steps": 45204, "loss": 0.2191, "learning_rate": 5.289174138654274e-06, "epoch": 0.6561245294566584, "percentage": 65.61, "elapsed_time": "18:11:01", "remaining_time": "9:31:46"} +{"current_steps": 29665, "total_steps": 45204, "loss": 0.326, "learning_rate": 5.2861092467463774e-06, "epoch": 0.6562351370981716, "percentage": 65.62, "elapsed_time": "18:11:13", "remaining_time": "9:31:36"} +{"current_steps": 29670, "total_steps": 45204, "loss": 0.2872, "learning_rate": 5.2830449240393176e-06, "epoch": 0.6563457447396849, "percentage": 65.64, "elapsed_time": "18:11:24", "remaining_time": "9:31:25"} +{"current_steps": 29675, "total_steps": 45204, "loss": 0.3456, "learning_rate": 5.279981170903114e-06, "epoch": 0.6564563523811981, "percentage": 65.65, "elapsed_time": "18:11:35", "remaining_time": "9:31:13"} +{"current_steps": 29680, "total_steps": 45204, "loss": 0.3444, "learning_rate": 5.276917987707709e-06, "epoch": 0.6565669600227114, "percentage": 65.66, "elapsed_time": "18:11:46", "remaining_time": "9:31:03"} +{"current_steps": 29685, "total_steps": 45204, "loss": 0.318, "learning_rate": 5.2738553748229845e-06, "epoch": 0.6566775676642247, "percentage": 65.67, "elapsed_time": "18:11:57", "remaining_time": "9:30:51"} +{"current_steps": 29690, "total_steps": 45204, "loss": 0.3083, "learning_rate": 5.270793332618749e-06, "epoch": 0.656788175305738, "percentage": 65.68, "elapsed_time": "18:12:07", "remaining_time": "9:30:40"} +{"current_steps": 29695, "total_steps": 45204, "loss": 0.3861, "learning_rate": 5.267731861464742e-06, "epoch": 0.6568987829472512, "percentage": 65.69, "elapsed_time": "18:12:17", "remaining_time": "9:30:28"} +{"current_steps": 29700, "total_steps": 45204, "loss": 0.3862, "learning_rate": 5.264670961730636e-06, "epoch": 0.6570093905887645, "percentage": 65.7, "elapsed_time": "18:12:29", "remaining_time": "9:30:18"} +{"current_steps": 29705, "total_steps": 45204, "loss": 0.3576, "learning_rate": 5.261610633786034e-06, "epoch": 0.6571199982302778, "percentage": 65.71, "elapsed_time": "18:12:40", "remaining_time": "9:30:07"} +{"current_steps": 29710, "total_steps": 45204, "loss": 0.2311, "learning_rate": 5.25855087800047e-06, "epoch": 0.6572306058717909, "percentage": 65.72, "elapsed_time": "18:12:53", "remaining_time": "9:29:56"} +{"current_steps": 29715, "total_steps": 45204, "loss": 0.4427, "learning_rate": 5.255491694743409e-06, "epoch": 0.6573412135133042, "percentage": 65.74, "elapsed_time": "18:13:05", "remaining_time": "9:29:46"} +{"current_steps": 29720, "total_steps": 45204, "loss": 0.3195, "learning_rate": 5.252433084384243e-06, "epoch": 0.6574518211548175, "percentage": 65.75, "elapsed_time": "18:13:16", "remaining_time": "9:29:35"} +{"current_steps": 29725, "total_steps": 45204, "loss": 0.2436, "learning_rate": 5.2493750472923025e-06, "epoch": 0.6575624287963308, "percentage": 65.76, "elapsed_time": "18:13:25", "remaining_time": "9:29:23"} +{"current_steps": 29730, "total_steps": 45204, "loss": 0.318, "learning_rate": 5.2463175838368415e-06, "epoch": 0.657673036437844, "percentage": 65.77, "elapsed_time": "18:13:36", "remaining_time": "9:29:12"} +{"current_steps": 29735, "total_steps": 45204, "loss": 0.4344, "learning_rate": 5.243260694387051e-06, "epoch": 0.6577836440793573, "percentage": 65.78, "elapsed_time": "18:13:48", "remaining_time": "9:29:01"} +{"current_steps": 29740, "total_steps": 45204, "loss": 0.513, "learning_rate": 5.240204379312046e-06, "epoch": 0.6578942517208706, "percentage": 65.79, "elapsed_time": "18:13:59", "remaining_time": "9:28:50"} +{"current_steps": 29745, "total_steps": 45204, "loss": 0.2893, "learning_rate": 5.2371486389808775e-06, "epoch": 0.6580048593623838, "percentage": 65.8, "elapsed_time": "18:14:10", "remaining_time": "9:28:39"} +{"current_steps": 29750, "total_steps": 45204, "loss": 0.4001, "learning_rate": 5.234093473762525e-06, "epoch": 0.6581154670038971, "percentage": 65.81, "elapsed_time": "18:14:22", "remaining_time": "9:28:28"} +{"current_steps": 29755, "total_steps": 45204, "loss": 0.369, "learning_rate": 5.231038884025898e-06, "epoch": 0.6582260746454104, "percentage": 65.82, "elapsed_time": "18:14:36", "remaining_time": "9:28:19"} +{"current_steps": 29760, "total_steps": 45204, "loss": 0.2997, "learning_rate": 5.227984870139838e-06, "epoch": 0.6583366822869235, "percentage": 65.83, "elapsed_time": "18:14:47", "remaining_time": "9:28:08"} +{"current_steps": 29765, "total_steps": 45204, "loss": 0.3426, "learning_rate": 5.224931432473115e-06, "epoch": 0.6584472899284368, "percentage": 65.85, "elapsed_time": "18:14:55", "remaining_time": "9:27:56"} +{"current_steps": 29770, "total_steps": 45204, "loss": 0.3288, "learning_rate": 5.221878571394432e-06, "epoch": 0.6585578975699501, "percentage": 65.86, "elapsed_time": "18:15:09", "remaining_time": "9:27:46"} +{"current_steps": 29775, "total_steps": 45204, "loss": 0.3884, "learning_rate": 5.21882628727242e-06, "epoch": 0.6586685052114634, "percentage": 65.87, "elapsed_time": "18:15:20", "remaining_time": "9:27:35"} +{"current_steps": 29780, "total_steps": 45204, "loss": 0.2622, "learning_rate": 5.2157745804756435e-06, "epoch": 0.6587791128529766, "percentage": 65.88, "elapsed_time": "18:15:30", "remaining_time": "9:27:23"} +{"current_steps": 29785, "total_steps": 45204, "loss": 0.3813, "learning_rate": 5.212723451372593e-06, "epoch": 0.6588897204944899, "percentage": 65.89, "elapsed_time": "18:15:43", "remaining_time": "9:27:14"} +{"current_steps": 29790, "total_steps": 45204, "loss": 0.3545, "learning_rate": 5.209672900331693e-06, "epoch": 0.6590003281360032, "percentage": 65.9, "elapsed_time": "18:15:56", "remaining_time": "9:27:03"} +{"current_steps": 29795, "total_steps": 45204, "loss": 0.4628, "learning_rate": 5.206622927721294e-06, "epoch": 0.6591109357775164, "percentage": 65.91, "elapsed_time": "18:16:09", "remaining_time": "9:26:54"} +{"current_steps": 29800, "total_steps": 45204, "loss": 0.3658, "learning_rate": 5.203573533909681e-06, "epoch": 0.6592215434190297, "percentage": 65.92, "elapsed_time": "18:16:22", "remaining_time": "9:26:44"} +{"current_steps": 29805, "total_steps": 45204, "loss": 0.3785, "learning_rate": 5.200524719265068e-06, "epoch": 0.6593321510605429, "percentage": 65.93, "elapsed_time": "18:16:34", "remaining_time": "9:26:33"} +{"current_steps": 29810, "total_steps": 45204, "loss": 0.3087, "learning_rate": 5.197476484155597e-06, "epoch": 0.6594427587020562, "percentage": 65.95, "elapsed_time": "18:16:45", "remaining_time": "9:26:22"} +{"current_steps": 29815, "total_steps": 45204, "loss": 0.2258, "learning_rate": 5.194428828949342e-06, "epoch": 0.6595533663435694, "percentage": 65.96, "elapsed_time": "18:16:54", "remaining_time": "9:26:10"} +{"current_steps": 29820, "total_steps": 45204, "loss": 0.4113, "learning_rate": 5.191381754014308e-06, "epoch": 0.6596639739850827, "percentage": 65.97, "elapsed_time": "18:17:06", "remaining_time": "9:25:59"} +{"current_steps": 29825, "total_steps": 45204, "loss": 0.3351, "learning_rate": 5.188335259718425e-06, "epoch": 0.659774581626596, "percentage": 65.98, "elapsed_time": "18:17:19", "remaining_time": "9:25:49"} +{"current_steps": 29830, "total_steps": 45204, "loss": 0.3727, "learning_rate": 5.185289346429559e-06, "epoch": 0.6598851892681092, "percentage": 65.99, "elapsed_time": "18:17:33", "remaining_time": "9:25:39"} +{"current_steps": 29835, "total_steps": 45204, "loss": 0.2994, "learning_rate": 5.182244014515501e-06, "epoch": 0.6599957969096225, "percentage": 66.0, "elapsed_time": "18:17:43", "remaining_time": "9:25:28"} +{"current_steps": 29840, "total_steps": 45204, "loss": 0.3403, "learning_rate": 5.179199264343976e-06, "epoch": 0.6601064045511358, "percentage": 66.01, "elapsed_time": "18:17:54", "remaining_time": "9:25:17"} +{"current_steps": 29845, "total_steps": 45204, "loss": 0.3037, "learning_rate": 5.176155096282636e-06, "epoch": 0.660217012192649, "percentage": 66.02, "elapsed_time": "18:18:06", "remaining_time": "9:25:06"} +{"current_steps": 29850, "total_steps": 45204, "loss": 0.1969, "learning_rate": 5.1731115106990615e-06, "epoch": 0.6603276198341623, "percentage": 66.03, "elapsed_time": "18:18:15", "remaining_time": "9:24:54"} +{"current_steps": 29855, "total_steps": 45204, "loss": 0.2994, "learning_rate": 5.170068507960766e-06, "epoch": 0.6604382274756755, "percentage": 66.05, "elapsed_time": "18:18:26", "remaining_time": "9:24:43"} +{"current_steps": 29860, "total_steps": 45204, "loss": 0.2876, "learning_rate": 5.1670260884351916e-06, "epoch": 0.6605488351171888, "percentage": 66.06, "elapsed_time": "18:18:38", "remaining_time": "9:24:33"} +{"current_steps": 29865, "total_steps": 45204, "loss": 0.3854, "learning_rate": 5.163984252489711e-06, "epoch": 0.660659442758702, "percentage": 66.07, "elapsed_time": "18:18:47", "remaining_time": "9:24:21"} +{"current_steps": 29870, "total_steps": 45204, "loss": 0.3425, "learning_rate": 5.160943000491621e-06, "epoch": 0.6607700504002153, "percentage": 66.08, "elapsed_time": "18:18:59", "remaining_time": "9:24:10"} +{"current_steps": 29875, "total_steps": 45204, "loss": 0.3388, "learning_rate": 5.157902332808153e-06, "epoch": 0.6608806580417286, "percentage": 66.09, "elapsed_time": "18:19:10", "remaining_time": "9:23:59"} +{"current_steps": 29880, "total_steps": 45204, "loss": 0.289, "learning_rate": 5.1548622498064695e-06, "epoch": 0.6609912656832418, "percentage": 66.1, "elapsed_time": "18:19:22", "remaining_time": "9:23:49"} +{"current_steps": 29885, "total_steps": 45204, "loss": 0.4197, "learning_rate": 5.151822751853657e-06, "epoch": 0.6611018733247551, "percentage": 66.11, "elapsed_time": "18:19:34", "remaining_time": "9:23:38"} +{"current_steps": 29890, "total_steps": 45204, "loss": 0.3684, "learning_rate": 5.148783839316734e-06, "epoch": 0.6612124809662684, "percentage": 66.12, "elapsed_time": "18:19:43", "remaining_time": "9:23:26"} +{"current_steps": 29895, "total_steps": 45204, "loss": 0.3073, "learning_rate": 5.145745512562648e-06, "epoch": 0.6613230886077817, "percentage": 66.13, "elapsed_time": "18:19:52", "remaining_time": "9:23:14"} +{"current_steps": 29900, "total_steps": 45204, "loss": 0.4626, "learning_rate": 5.142707771958277e-06, "epoch": 0.6614336962492948, "percentage": 66.14, "elapsed_time": "18:20:05", "remaining_time": "9:23:04"} +{"current_steps": 29905, "total_steps": 45204, "loss": 0.2853, "learning_rate": 5.139670617870428e-06, "epoch": 0.6615443038908081, "percentage": 66.16, "elapsed_time": "18:20:18", "remaining_time": "9:22:53"} +{"current_steps": 29910, "total_steps": 45204, "loss": 0.3007, "learning_rate": 5.136634050665835e-06, "epoch": 0.6616549115323214, "percentage": 66.17, "elapsed_time": "18:20:27", "remaining_time": "9:22:42"} +{"current_steps": 29915, "total_steps": 45204, "loss": 0.3261, "learning_rate": 5.133598070711163e-06, "epoch": 0.6617655191738346, "percentage": 66.18, "elapsed_time": "18:20:37", "remaining_time": "9:22:30"} +{"current_steps": 29920, "total_steps": 45204, "loss": 0.4533, "learning_rate": 5.130562678373005e-06, "epoch": 0.6618761268153479, "percentage": 66.19, "elapsed_time": "18:20:50", "remaining_time": "9:22:20"} +{"current_steps": 29925, "total_steps": 45204, "loss": 0.3878, "learning_rate": 5.127527874017885e-06, "epoch": 0.6619867344568612, "percentage": 66.2, "elapsed_time": "18:21:04", "remaining_time": "9:22:10"} +{"current_steps": 29930, "total_steps": 45204, "loss": 0.4718, "learning_rate": 5.124493658012253e-06, "epoch": 0.6620973420983745, "percentage": 66.21, "elapsed_time": "18:21:17", "remaining_time": "9:22:01"} +{"current_steps": 29935, "total_steps": 45204, "loss": 0.2456, "learning_rate": 5.12146003072249e-06, "epoch": 0.6622079497398877, "percentage": 66.22, "elapsed_time": "18:21:26", "remaining_time": "9:21:49"} +{"current_steps": 29940, "total_steps": 45204, "loss": 0.3597, "learning_rate": 5.118426992514908e-06, "epoch": 0.662318557381401, "percentage": 66.23, "elapsed_time": "18:21:38", "remaining_time": "9:21:38"} +{"current_steps": 29945, "total_steps": 45204, "loss": 0.2627, "learning_rate": 5.115394543755743e-06, "epoch": 0.6624291650229143, "percentage": 66.24, "elapsed_time": "18:21:48", "remaining_time": "9:21:26"} +{"current_steps": 29950, "total_steps": 45204, "loss": 0.4009, "learning_rate": 5.11236268481116e-06, "epoch": 0.6625397726644274, "percentage": 66.26, "elapsed_time": "18:21:58", "remaining_time": "9:21:15"} +{"current_steps": 29955, "total_steps": 45204, "loss": 0.4201, "learning_rate": 5.109331416047261e-06, "epoch": 0.6626503803059407, "percentage": 66.27, "elapsed_time": "18:22:11", "remaining_time": "9:21:05"} +{"current_steps": 29960, "total_steps": 45204, "loss": 0.2334, "learning_rate": 5.106300737830067e-06, "epoch": 0.662760987947454, "percentage": 66.28, "elapsed_time": "18:22:21", "remaining_time": "9:20:53"} +{"current_steps": 29965, "total_steps": 45204, "loss": 0.3862, "learning_rate": 5.103270650525531e-06, "epoch": 0.6628715955889672, "percentage": 66.29, "elapsed_time": "18:22:32", "remaining_time": "9:20:42"} +{"current_steps": 29970, "total_steps": 45204, "loss": 0.447, "learning_rate": 5.100241154499537e-06, "epoch": 0.6629822032304805, "percentage": 66.3, "elapsed_time": "18:22:44", "remaining_time": "9:20:32"} +{"current_steps": 29975, "total_steps": 45204, "loss": 0.3669, "learning_rate": 5.097212250117894e-06, "epoch": 0.6630928108719938, "percentage": 66.31, "elapsed_time": "18:22:56", "remaining_time": "9:20:21"} +{"current_steps": 29980, "total_steps": 45204, "loss": 0.1954, "learning_rate": 5.094183937746342e-06, "epoch": 0.6632034185135071, "percentage": 66.32, "elapsed_time": "18:23:04", "remaining_time": "9:20:09"} +{"current_steps": 29985, "total_steps": 45204, "loss": 0.4192, "learning_rate": 5.0911562177505495e-06, "epoch": 0.6633140261550203, "percentage": 66.33, "elapsed_time": "18:23:15", "remaining_time": "9:19:57"} +{"current_steps": 29990, "total_steps": 45204, "loss": 0.401, "learning_rate": 5.088129090496111e-06, "epoch": 0.6634246337965336, "percentage": 66.34, "elapsed_time": "18:23:27", "remaining_time": "9:19:47"} +{"current_steps": 29995, "total_steps": 45204, "loss": 0.2688, "learning_rate": 5.085102556348553e-06, "epoch": 0.6635352414380468, "percentage": 66.35, "elapsed_time": "18:23:36", "remaining_time": "9:19:34"} +{"current_steps": 30000, "total_steps": 45204, "loss": 0.3285, "learning_rate": 5.082076615673328e-06, "epoch": 0.66364584907956, "percentage": 66.37, "elapsed_time": "18:23:47", "remaining_time": "9:19:23"} +{"current_steps": 30005, "total_steps": 45204, "loss": 0.1655, "learning_rate": 5.079051268835817e-06, "epoch": 0.6637564567210733, "percentage": 66.38, "elapsed_time": "18:24:17", "remaining_time": "9:19:22"} +{"current_steps": 30010, "total_steps": 45204, "loss": 0.3163, "learning_rate": 5.076026516201329e-06, "epoch": 0.6638670643625866, "percentage": 66.39, "elapsed_time": "18:24:29", "remaining_time": "9:19:12"} +{"current_steps": 30015, "total_steps": 45204, "loss": 0.1843, "learning_rate": 5.073002358135103e-06, "epoch": 0.6639776720040999, "percentage": 66.4, "elapsed_time": "18:24:39", "remaining_time": "9:19:00"} +{"current_steps": 30020, "total_steps": 45204, "loss": 0.3262, "learning_rate": 5.069978795002305e-06, "epoch": 0.6640882796456131, "percentage": 66.41, "elapsed_time": "18:24:48", "remaining_time": "9:18:48"} +{"current_steps": 30025, "total_steps": 45204, "loss": 0.1979, "learning_rate": 5.06695582716803e-06, "epoch": 0.6641988872871264, "percentage": 66.42, "elapsed_time": "18:24:59", "remaining_time": "9:18:37"} +{"current_steps": 30030, "total_steps": 45204, "loss": 0.3528, "learning_rate": 5.063933454997299e-06, "epoch": 0.6643094949286397, "percentage": 66.43, "elapsed_time": "18:25:10", "remaining_time": "9:18:26"} +{"current_steps": 30035, "total_steps": 45204, "loss": 0.3626, "learning_rate": 5.060911678855063e-06, "epoch": 0.6644201025701529, "percentage": 66.44, "elapsed_time": "18:25:22", "remaining_time": "9:18:15"} +{"current_steps": 30040, "total_steps": 45204, "loss": 0.4109, "learning_rate": 5.057890499106202e-06, "epoch": 0.6645307102116662, "percentage": 66.45, "elapsed_time": "18:25:33", "remaining_time": "9:18:04"} +{"current_steps": 30045, "total_steps": 45204, "loss": 0.3062, "learning_rate": 5.0548699161155194e-06, "epoch": 0.6646413178531794, "percentage": 66.47, "elapsed_time": "18:25:42", "remaining_time": "9:17:52"} +{"current_steps": 30050, "total_steps": 45204, "loss": 0.3656, "learning_rate": 5.051849930247752e-06, "epoch": 0.6647519254946926, "percentage": 66.48, "elapsed_time": "18:25:57", "remaining_time": "9:17:43"} +{"current_steps": 30055, "total_steps": 45204, "loss": 0.3164, "learning_rate": 5.048830541867562e-06, "epoch": 0.6648625331362059, "percentage": 66.49, "elapsed_time": "18:26:10", "remaining_time": "9:17:33"} +{"current_steps": 30060, "total_steps": 45204, "loss": 0.4214, "learning_rate": 5.045811751339537e-06, "epoch": 0.6649731407777192, "percentage": 66.5, "elapsed_time": "18:26:21", "remaining_time": "9:17:22"} +{"current_steps": 30065, "total_steps": 45204, "loss": 0.3569, "learning_rate": 5.0427935590282005e-06, "epoch": 0.6650837484192325, "percentage": 66.51, "elapsed_time": "18:26:34", "remaining_time": "9:17:12"} +{"current_steps": 30070, "total_steps": 45204, "loss": 0.4425, "learning_rate": 5.039775965297994e-06, "epoch": 0.6651943560607457, "percentage": 66.52, "elapsed_time": "18:26:47", "remaining_time": "9:17:02"} +{"current_steps": 30075, "total_steps": 45204, "loss": 0.2871, "learning_rate": 5.036758970513292e-06, "epoch": 0.665304963702259, "percentage": 66.53, "elapsed_time": "18:26:57", "remaining_time": "9:16:50"} +{"current_steps": 30080, "total_steps": 45204, "loss": 0.3535, "learning_rate": 5.033742575038394e-06, "epoch": 0.6654155713437723, "percentage": 66.54, "elapsed_time": "18:27:09", "remaining_time": "9:16:40"} +{"current_steps": 30085, "total_steps": 45204, "loss": 0.3501, "learning_rate": 5.030726779237532e-06, "epoch": 0.6655261789852855, "percentage": 66.55, "elapsed_time": "18:27:19", "remaining_time": "9:16:28"} +{"current_steps": 30090, "total_steps": 45204, "loss": 0.317, "learning_rate": 5.0277115834748614e-06, "epoch": 0.6656367866267987, "percentage": 66.56, "elapsed_time": "18:27:31", "remaining_time": "9:16:18"} +{"current_steps": 30095, "total_steps": 45204, "loss": 0.3143, "learning_rate": 5.024696988114464e-06, "epoch": 0.665747394268312, "percentage": 66.58, "elapsed_time": "18:27:41", "remaining_time": "9:16:06"} +{"current_steps": 30100, "total_steps": 45204, "loss": 0.3647, "learning_rate": 5.021682993520354e-06, "epoch": 0.6658580019098252, "percentage": 66.59, "elapsed_time": "18:27:53", "remaining_time": "9:15:55"} +{"current_steps": 30105, "total_steps": 45204, "loss": 0.2871, "learning_rate": 5.01866960005647e-06, "epoch": 0.6659686095513385, "percentage": 66.6, "elapsed_time": "18:28:05", "remaining_time": "9:15:45"} +{"current_steps": 30110, "total_steps": 45204, "loss": 0.3091, "learning_rate": 5.015656808086675e-06, "epoch": 0.6660792171928518, "percentage": 66.61, "elapsed_time": "18:28:15", "remaining_time": "9:15:33"} +{"current_steps": 30115, "total_steps": 45204, "loss": 0.1937, "learning_rate": 5.012644617974767e-06, "epoch": 0.6661898248343651, "percentage": 66.62, "elapsed_time": "18:28:25", "remaining_time": "9:15:22"} +{"current_steps": 30120, "total_steps": 45204, "loss": 0.28, "learning_rate": 5.0096330300844645e-06, "epoch": 0.6663004324758783, "percentage": 66.63, "elapsed_time": "18:28:34", "remaining_time": "9:15:10"} +{"current_steps": 30125, "total_steps": 45204, "loss": 0.375, "learning_rate": 5.006622044779416e-06, "epoch": 0.6664110401173916, "percentage": 66.64, "elapsed_time": "18:28:46", "remaining_time": "9:14:59"} +{"current_steps": 30130, "total_steps": 45204, "loss": 0.403, "learning_rate": 5.0036116624232e-06, "epoch": 0.6665216477589049, "percentage": 66.65, "elapsed_time": "18:28:58", "remaining_time": "9:14:49"} +{"current_steps": 30135, "total_steps": 45204, "loss": 0.3996, "learning_rate": 5.000601883379314e-06, "epoch": 0.6666322554004181, "percentage": 66.66, "elapsed_time": "18:29:08", "remaining_time": "9:14:37"} +{"current_steps": 30140, "total_steps": 45204, "loss": 0.2321, "learning_rate": 4.997592708011193e-06, "epoch": 0.6667428630419313, "percentage": 66.68, "elapsed_time": "18:29:19", "remaining_time": "9:14:26"} +{"current_steps": 30145, "total_steps": 45204, "loss": 0.2564, "learning_rate": 4.99458413668219e-06, "epoch": 0.6668534706834446, "percentage": 66.69, "elapsed_time": "18:29:28", "remaining_time": "9:14:14"} +{"current_steps": 30150, "total_steps": 45204, "loss": 0.3658, "learning_rate": 4.991576169755591e-06, "epoch": 0.6669640783249579, "percentage": 66.7, "elapsed_time": "18:29:39", "remaining_time": "9:14:03"} +{"current_steps": 30155, "total_steps": 45204, "loss": 0.2553, "learning_rate": 4.988568807594607e-06, "epoch": 0.6670746859664711, "percentage": 66.71, "elapsed_time": "18:29:50", "remaining_time": "9:13:52"} +{"current_steps": 30160, "total_steps": 45204, "loss": 0.2643, "learning_rate": 4.985562050562376e-06, "epoch": 0.6671852936079844, "percentage": 66.72, "elapsed_time": "18:30:00", "remaining_time": "9:13:40"} +{"current_steps": 30165, "total_steps": 45204, "loss": 0.324, "learning_rate": 4.9825558990219625e-06, "epoch": 0.6672959012494977, "percentage": 66.73, "elapsed_time": "18:30:11", "remaining_time": "9:13:29"} +{"current_steps": 30170, "total_steps": 45204, "loss": 0.2915, "learning_rate": 4.979550353336359e-06, "epoch": 0.6674065088910109, "percentage": 66.74, "elapsed_time": "18:30:24", "remaining_time": "9:13:19"} +{"current_steps": 30175, "total_steps": 45204, "loss": 0.4416, "learning_rate": 4.976545413868483e-06, "epoch": 0.6675171165325242, "percentage": 66.75, "elapsed_time": "18:30:36", "remaining_time": "9:13:08"} +{"current_steps": 30180, "total_steps": 45204, "loss": 0.5153, "learning_rate": 4.973541080981182e-06, "epoch": 0.6676277241740375, "percentage": 66.76, "elapsed_time": "18:30:47", "remaining_time": "9:12:58"} +{"current_steps": 30185, "total_steps": 45204, "loss": 0.281, "learning_rate": 4.970537355037226e-06, "epoch": 0.6677383318155506, "percentage": 66.78, "elapsed_time": "18:30:57", "remaining_time": "9:12:46"} +{"current_steps": 30190, "total_steps": 45204, "loss": 0.3058, "learning_rate": 4.9675342363993154e-06, "epoch": 0.6678489394570639, "percentage": 66.79, "elapsed_time": "18:31:12", "remaining_time": "9:12:37"} +{"current_steps": 30195, "total_steps": 45204, "loss": 0.3272, "learning_rate": 4.964531725430075e-06, "epoch": 0.6679595470985772, "percentage": 66.8, "elapsed_time": "18:31:23", "remaining_time": "9:12:26"} +{"current_steps": 30200, "total_steps": 45204, "loss": 0.3073, "learning_rate": 4.961529822492058e-06, "epoch": 0.6680701547400905, "percentage": 66.81, "elapsed_time": "18:31:35", "remaining_time": "9:12:15"} +{"current_steps": 30205, "total_steps": 45204, "loss": 0.4302, "learning_rate": 4.958528527947743e-06, "epoch": 0.6681807623816037, "percentage": 66.82, "elapsed_time": "18:31:47", "remaining_time": "9:12:04"} +{"current_steps": 30210, "total_steps": 45204, "loss": 0.4819, "learning_rate": 4.9555278421595355e-06, "epoch": 0.668291370023117, "percentage": 66.83, "elapsed_time": "18:32:00", "remaining_time": "9:11:55"} +{"current_steps": 30215, "total_steps": 45204, "loss": 0.2248, "learning_rate": 4.952527765489767e-06, "epoch": 0.6684019776646303, "percentage": 66.84, "elapsed_time": "18:32:12", "remaining_time": "9:11:44"} +{"current_steps": 30220, "total_steps": 45204, "loss": 0.4114, "learning_rate": 4.949528298300696e-06, "epoch": 0.6685125853061435, "percentage": 66.85, "elapsed_time": "18:32:25", "remaining_time": "9:11:34"} +{"current_steps": 30225, "total_steps": 45204, "loss": 0.3207, "learning_rate": 4.946529440954506e-06, "epoch": 0.6686231929476568, "percentage": 66.86, "elapsed_time": "18:32:37", "remaining_time": "9:11:23"} +{"current_steps": 30230, "total_steps": 45204, "loss": 0.3309, "learning_rate": 4.94353119381331e-06, "epoch": 0.6687338005891701, "percentage": 66.87, "elapsed_time": "18:32:47", "remaining_time": "9:11:12"} +{"current_steps": 30235, "total_steps": 45204, "loss": 0.3571, "learning_rate": 4.940533557239145e-06, "epoch": 0.6688444082306833, "percentage": 66.89, "elapsed_time": "18:32:59", "remaining_time": "9:11:01"} +{"current_steps": 30240, "total_steps": 45204, "loss": 0.4321, "learning_rate": 4.937536531593974e-06, "epoch": 0.6689550158721965, "percentage": 66.9, "elapsed_time": "18:33:10", "remaining_time": "9:10:50"} +{"current_steps": 30245, "total_steps": 45204, "loss": 0.3888, "learning_rate": 4.934540117239687e-06, "epoch": 0.6690656235137098, "percentage": 66.91, "elapsed_time": "18:33:20", "remaining_time": "9:10:39"} +{"current_steps": 30250, "total_steps": 45204, "loss": 0.3408, "learning_rate": 4.9315443145381e-06, "epoch": 0.6691762311552231, "percentage": 66.92, "elapsed_time": "18:33:30", "remaining_time": "9:10:27"} +{"current_steps": 30255, "total_steps": 45204, "loss": 0.322, "learning_rate": 4.928549123850956e-06, "epoch": 0.6692868387967363, "percentage": 66.93, "elapsed_time": "18:33:41", "remaining_time": "9:10:16"} +{"current_steps": 30260, "total_steps": 45204, "loss": 0.3529, "learning_rate": 4.925554545539923e-06, "epoch": 0.6693974464382496, "percentage": 66.94, "elapsed_time": "18:33:52", "remaining_time": "9:10:05"} +{"current_steps": 30265, "total_steps": 45204, "loss": 0.2786, "learning_rate": 4.922560579966595e-06, "epoch": 0.6695080540797629, "percentage": 66.95, "elapsed_time": "18:34:02", "remaining_time": "9:09:53"} +{"current_steps": 30270, "total_steps": 45204, "loss": 0.2911, "learning_rate": 4.919567227492493e-06, "epoch": 0.6696186617212762, "percentage": 66.96, "elapsed_time": "18:34:12", "remaining_time": "9:09:42"} +{"current_steps": 30275, "total_steps": 45204, "loss": 0.3261, "learning_rate": 4.9165744884790635e-06, "epoch": 0.6697292693627894, "percentage": 66.97, "elapsed_time": "18:34:24", "remaining_time": "9:09:31"} +{"current_steps": 30280, "total_steps": 45204, "loss": 0.3481, "learning_rate": 4.913582363287678e-06, "epoch": 0.6698398770043026, "percentage": 66.99, "elapsed_time": "18:34:35", "remaining_time": "9:09:20"} +{"current_steps": 30285, "total_steps": 45204, "loss": 0.3663, "learning_rate": 4.910590852279634e-06, "epoch": 0.6699504846458159, "percentage": 67.0, "elapsed_time": "18:34:48", "remaining_time": "9:09:10"} +{"current_steps": 30290, "total_steps": 45204, "loss": 0.4606, "learning_rate": 4.907599955816158e-06, "epoch": 0.6700610922873291, "percentage": 67.01, "elapsed_time": "18:35:05", "remaining_time": "9:09:02"} +{"current_steps": 30295, "total_steps": 45204, "loss": 0.4307, "learning_rate": 4.904609674258397e-06, "epoch": 0.6701716999288424, "percentage": 67.02, "elapsed_time": "18:35:16", "remaining_time": "9:08:51"} +{"current_steps": 30300, "total_steps": 45204, "loss": 0.311, "learning_rate": 4.901620007967429e-06, "epoch": 0.6702823075703557, "percentage": 67.03, "elapsed_time": "18:35:27", "remaining_time": "9:08:40"} +{"current_steps": 30305, "total_steps": 45204, "loss": 0.2557, "learning_rate": 4.898630957304255e-06, "epoch": 0.670392915211869, "percentage": 67.04, "elapsed_time": "18:35:40", "remaining_time": "9:08:30"} +{"current_steps": 30310, "total_steps": 45204, "loss": 0.4606, "learning_rate": 4.895642522629799e-06, "epoch": 0.6705035228533822, "percentage": 67.05, "elapsed_time": "18:35:51", "remaining_time": "9:08:19"} +{"current_steps": 30315, "total_steps": 45204, "loss": 0.2212, "learning_rate": 4.892654704304916e-06, "epoch": 0.6706141304948955, "percentage": 67.06, "elapsed_time": "18:36:01", "remaining_time": "9:08:07"} +{"current_steps": 30320, "total_steps": 45204, "loss": 0.2891, "learning_rate": 4.889667502690386e-06, "epoch": 0.6707247381364088, "percentage": 67.07, "elapsed_time": "18:36:12", "remaining_time": "9:07:56"} +{"current_steps": 30325, "total_steps": 45204, "loss": 0.3387, "learning_rate": 4.886680918146909e-06, "epoch": 0.670835345777922, "percentage": 67.08, "elapsed_time": "18:36:21", "remaining_time": "9:07:44"} +{"current_steps": 30330, "total_steps": 45204, "loss": 0.2949, "learning_rate": 4.883694951035116e-06, "epoch": 0.6709459534194352, "percentage": 67.1, "elapsed_time": "18:36:32", "remaining_time": "9:07:33"} +{"current_steps": 30335, "total_steps": 45204, "loss": 0.3433, "learning_rate": 4.880709601715561e-06, "epoch": 0.6710565610609485, "percentage": 67.11, "elapsed_time": "18:36:44", "remaining_time": "9:07:22"} +{"current_steps": 30340, "total_steps": 45204, "loss": 0.3446, "learning_rate": 4.877724870548725e-06, "epoch": 0.6711671687024617, "percentage": 67.12, "elapsed_time": "18:36:54", "remaining_time": "9:07:11"} +{"current_steps": 30345, "total_steps": 45204, "loss": 0.4174, "learning_rate": 4.874740757895011e-06, "epoch": 0.671277776343975, "percentage": 67.13, "elapsed_time": "18:37:06", "remaining_time": "9:07:00"} +{"current_steps": 30350, "total_steps": 45204, "loss": 0.2923, "learning_rate": 4.871757264114752e-06, "epoch": 0.6713883839854883, "percentage": 67.14, "elapsed_time": "18:37:17", "remaining_time": "9:06:49"} +{"current_steps": 30355, "total_steps": 45204, "loss": 0.3827, "learning_rate": 4.868774389568204e-06, "epoch": 0.6714989916270016, "percentage": 67.15, "elapsed_time": "18:37:31", "remaining_time": "9:06:39"} +{"current_steps": 30360, "total_steps": 45204, "loss": 0.3935, "learning_rate": 4.865792134615547e-06, "epoch": 0.6716095992685148, "percentage": 67.16, "elapsed_time": "18:37:41", "remaining_time": "9:06:28"} +{"current_steps": 30365, "total_steps": 45204, "loss": 0.3685, "learning_rate": 4.862810499616888e-06, "epoch": 0.6717202069100281, "percentage": 67.17, "elapsed_time": "18:37:53", "remaining_time": "9:06:18"} +{"current_steps": 30370, "total_steps": 45204, "loss": 0.4898, "learning_rate": 4.859829484932258e-06, "epoch": 0.6718308145515414, "percentage": 67.18, "elapsed_time": "18:38:05", "remaining_time": "9:06:07"} +{"current_steps": 30375, "total_steps": 45204, "loss": 0.2299, "learning_rate": 4.856849090921614e-06, "epoch": 0.6719414221930545, "percentage": 67.2, "elapsed_time": "18:38:15", "remaining_time": "9:05:56"} +{"current_steps": 30380, "total_steps": 45204, "loss": 0.3914, "learning_rate": 4.853869317944837e-06, "epoch": 0.6720520298345678, "percentage": 67.21, "elapsed_time": "18:38:26", "remaining_time": "9:05:44"} +{"current_steps": 30385, "total_steps": 45204, "loss": 0.2675, "learning_rate": 4.850890166361734e-06, "epoch": 0.6721626374760811, "percentage": 67.22, "elapsed_time": "18:38:37", "remaining_time": "9:05:33"} +{"current_steps": 30390, "total_steps": 45204, "loss": 0.2128, "learning_rate": 4.847911636532037e-06, "epoch": 0.6722732451175943, "percentage": 67.23, "elapsed_time": "18:38:49", "remaining_time": "9:05:23"} +{"current_steps": 30395, "total_steps": 45204, "loss": 0.3166, "learning_rate": 4.844933728815403e-06, "epoch": 0.6723838527591076, "percentage": 67.24, "elapsed_time": "18:39:01", "remaining_time": "9:05:12"} +{"current_steps": 30400, "total_steps": 45204, "loss": 0.3057, "learning_rate": 4.841956443571412e-06, "epoch": 0.6724944604006209, "percentage": 67.25, "elapsed_time": "18:39:13", "remaining_time": "9:05:02"} +{"current_steps": 30405, "total_steps": 45204, "loss": 0.2025, "learning_rate": 4.838979781159571e-06, "epoch": 0.6726050680421342, "percentage": 67.26, "elapsed_time": "18:39:23", "remaining_time": "9:04:50"} +{"current_steps": 30410, "total_steps": 45204, "loss": 0.4183, "learning_rate": 4.836003741939311e-06, "epoch": 0.6727156756836474, "percentage": 67.27, "elapsed_time": "18:39:36", "remaining_time": "9:04:40"} +{"current_steps": 30415, "total_steps": 45204, "loss": 0.3356, "learning_rate": 4.833028326269988e-06, "epoch": 0.6728262833251607, "percentage": 67.28, "elapsed_time": "18:39:45", "remaining_time": "9:04:28"} +{"current_steps": 30420, "total_steps": 45204, "loss": 0.4417, "learning_rate": 4.830053534510884e-06, "epoch": 0.672936890966674, "percentage": 67.29, "elapsed_time": "18:39:56", "remaining_time": "9:04:17"} +{"current_steps": 30425, "total_steps": 45204, "loss": 0.3917, "learning_rate": 4.8270793670212005e-06, "epoch": 0.6730474986081871, "percentage": 67.31, "elapsed_time": "18:40:06", "remaining_time": "9:04:05"} +{"current_steps": 30430, "total_steps": 45204, "loss": 0.2112, "learning_rate": 4.82410582416007e-06, "epoch": 0.6731581062497004, "percentage": 67.32, "elapsed_time": "18:40:14", "remaining_time": "9:03:53"} +{"current_steps": 30435, "total_steps": 45204, "loss": 0.2816, "learning_rate": 4.821132906286546e-06, "epoch": 0.6732687138912137, "percentage": 67.33, "elapsed_time": "18:40:28", "remaining_time": "9:03:43"} +{"current_steps": 30440, "total_steps": 45204, "loss": 0.35, "learning_rate": 4.818160613759608e-06, "epoch": 0.673379321532727, "percentage": 67.34, "elapsed_time": "18:40:41", "remaining_time": "9:03:33"} +{"current_steps": 30445, "total_steps": 45204, "loss": 0.3477, "learning_rate": 4.81518894693816e-06, "epoch": 0.6734899291742402, "percentage": 67.35, "elapsed_time": "18:40:52", "remaining_time": "9:03:22"} +{"current_steps": 30450, "total_steps": 45204, "loss": 0.2924, "learning_rate": 4.812217906181027e-06, "epoch": 0.6736005368157535, "percentage": 67.36, "elapsed_time": "18:41:01", "remaining_time": "9:03:10"} +{"current_steps": 30455, "total_steps": 45204, "loss": 0.1786, "learning_rate": 4.809247491846964e-06, "epoch": 0.6737111444572668, "percentage": 67.37, "elapsed_time": "18:41:12", "remaining_time": "9:02:59"} +{"current_steps": 30460, "total_steps": 45204, "loss": 0.2897, "learning_rate": 4.806277704294646e-06, "epoch": 0.67382175209878, "percentage": 67.38, "elapsed_time": "18:41:24", "remaining_time": "9:02:48"} +{"current_steps": 30465, "total_steps": 45204, "loss": 0.2796, "learning_rate": 4.803308543882676e-06, "epoch": 0.6739323597402933, "percentage": 67.39, "elapsed_time": "18:41:32", "remaining_time": "9:02:36"} +{"current_steps": 30470, "total_steps": 45204, "loss": 0.247, "learning_rate": 4.800340010969577e-06, "epoch": 0.6740429673818065, "percentage": 67.41, "elapsed_time": "18:41:43", "remaining_time": "9:02:24"} +{"current_steps": 30475, "total_steps": 45204, "loss": 0.3468, "learning_rate": 4.7973721059138e-06, "epoch": 0.6741535750233197, "percentage": 67.42, "elapsed_time": "18:41:53", "remaining_time": "9:02:13"} +{"current_steps": 30480, "total_steps": 45204, "loss": 0.2436, "learning_rate": 4.794404829073716e-06, "epoch": 0.674264182664833, "percentage": 67.43, "elapsed_time": "18:42:04", "remaining_time": "9:02:02"} +{"current_steps": 30485, "total_steps": 45204, "loss": 0.3836, "learning_rate": 4.791438180807627e-06, "epoch": 0.6743747903063463, "percentage": 67.44, "elapsed_time": "18:42:15", "remaining_time": "9:01:51"} +{"current_steps": 30490, "total_steps": 45204, "loss": 0.3621, "learning_rate": 4.7884721614737516e-06, "epoch": 0.6744853979478596, "percentage": 67.45, "elapsed_time": "18:42:26", "remaining_time": "9:01:40"} +{"current_steps": 30495, "total_steps": 45204, "loss": 0.2189, "learning_rate": 4.785506771430236e-06, "epoch": 0.6745960055893728, "percentage": 67.46, "elapsed_time": "18:42:36", "remaining_time": "9:01:28"} +{"current_steps": 30500, "total_steps": 45204, "loss": 0.2433, "learning_rate": 4.782542011035151e-06, "epoch": 0.6747066132308861, "percentage": 67.47, "elapsed_time": "18:42:48", "remaining_time": "9:01:18"} +{"current_steps": 30505, "total_steps": 45204, "loss": 0.368, "learning_rate": 4.77957788064649e-06, "epoch": 0.6748172208723994, "percentage": 67.48, "elapsed_time": "18:43:00", "remaining_time": "9:01:07"} +{"current_steps": 30510, "total_steps": 45204, "loss": 0.2856, "learning_rate": 4.776614380622172e-06, "epoch": 0.6749278285139126, "percentage": 67.49, "elapsed_time": "18:43:10", "remaining_time": "9:00:56"} +{"current_steps": 30515, "total_steps": 45204, "loss": 0.2759, "learning_rate": 4.773651511320037e-06, "epoch": 0.6750384361554258, "percentage": 67.51, "elapsed_time": "18:43:23", "remaining_time": "9:00:46"} +{"current_steps": 30520, "total_steps": 45204, "loss": 0.3234, "learning_rate": 4.770689273097851e-06, "epoch": 0.6751490437969391, "percentage": 67.52, "elapsed_time": "18:43:36", "remaining_time": "9:00:35"} +{"current_steps": 30525, "total_steps": 45204, "loss": 0.2329, "learning_rate": 4.767727666313304e-06, "epoch": 0.6752596514384523, "percentage": 67.53, "elapsed_time": "18:43:46", "remaining_time": "9:00:24"} +{"current_steps": 30530, "total_steps": 45204, "loss": 0.3308, "learning_rate": 4.764766691324009e-06, "epoch": 0.6753702590799656, "percentage": 67.54, "elapsed_time": "18:43:57", "remaining_time": "9:00:13"} +{"current_steps": 30535, "total_steps": 45204, "loss": 0.3468, "learning_rate": 4.761806348487502e-06, "epoch": 0.6754808667214789, "percentage": 67.55, "elapsed_time": "18:44:09", "remaining_time": "9:00:02"} +{"current_steps": 30540, "total_steps": 45204, "loss": 0.3051, "learning_rate": 4.758846638161244e-06, "epoch": 0.6755914743629922, "percentage": 67.56, "elapsed_time": "18:44:19", "remaining_time": "8:59:51"} +{"current_steps": 30545, "total_steps": 45204, "loss": 0.2969, "learning_rate": 4.755887560702619e-06, "epoch": 0.6757020820045054, "percentage": 67.57, "elapsed_time": "18:44:30", "remaining_time": "8:59:40"} +{"current_steps": 30550, "total_steps": 45204, "loss": 0.1711, "learning_rate": 4.752929116468935e-06, "epoch": 0.6758126896460187, "percentage": 67.58, "elapsed_time": "18:44:40", "remaining_time": "8:59:28"} +{"current_steps": 30555, "total_steps": 45204, "loss": 0.3875, "learning_rate": 4.749971305817424e-06, "epoch": 0.675923297287532, "percentage": 67.59, "elapsed_time": "18:44:50", "remaining_time": "8:59:17"} +{"current_steps": 30560, "total_steps": 45204, "loss": 0.349, "learning_rate": 4.7470141291052374e-06, "epoch": 0.6760339049290452, "percentage": 67.6, "elapsed_time": "18:45:00", "remaining_time": "8:59:05"} +{"current_steps": 30565, "total_steps": 45204, "loss": 0.4217, "learning_rate": 4.744057586689458e-06, "epoch": 0.6761445125705584, "percentage": 67.62, "elapsed_time": "18:45:10", "remaining_time": "8:58:54"} +{"current_steps": 30570, "total_steps": 45204, "loss": 0.4346, "learning_rate": 4.741101678927083e-06, "epoch": 0.6762551202120717, "percentage": 67.63, "elapsed_time": "18:45:23", "remaining_time": "8:58:43"} +{"current_steps": 30575, "total_steps": 45204, "loss": 0.2771, "learning_rate": 4.738146406175041e-06, "epoch": 0.676365727853585, "percentage": 67.64, "elapsed_time": "18:45:34", "remaining_time": "8:58:32"} +{"current_steps": 30580, "total_steps": 45204, "loss": 0.3169, "learning_rate": 4.735191768790177e-06, "epoch": 0.6764763354950982, "percentage": 67.65, "elapsed_time": "18:45:44", "remaining_time": "8:58:21"} +{"current_steps": 30585, "total_steps": 45204, "loss": 0.2448, "learning_rate": 4.732237767129265e-06, "epoch": 0.6765869431366115, "percentage": 67.66, "elapsed_time": "18:45:56", "remaining_time": "8:58:10"} +{"current_steps": 30590, "total_steps": 45204, "loss": 0.3369, "learning_rate": 4.729284401549e-06, "epoch": 0.6766975507781248, "percentage": 67.67, "elapsed_time": "18:46:07", "remaining_time": "8:57:59"} +{"current_steps": 30595, "total_steps": 45204, "loss": 0.3189, "learning_rate": 4.726331672405998e-06, "epoch": 0.676808158419638, "percentage": 67.68, "elapsed_time": "18:46:17", "remaining_time": "8:57:48"} +{"current_steps": 30600, "total_steps": 45204, "loss": 0.398, "learning_rate": 4.723379580056801e-06, "epoch": 0.6769187660611513, "percentage": 67.69, "elapsed_time": "18:46:28", "remaining_time": "8:57:37"} +{"current_steps": 30605, "total_steps": 45204, "loss": 0.301, "learning_rate": 4.720428124857873e-06, "epoch": 0.6770293737026646, "percentage": 67.7, "elapsed_time": "18:46:39", "remaining_time": "8:57:26"} +{"current_steps": 30610, "total_steps": 45204, "loss": 0.3492, "learning_rate": 4.717477307165602e-06, "epoch": 0.6771399813441777, "percentage": 67.72, "elapsed_time": "18:46:51", "remaining_time": "8:57:15"} +{"current_steps": 30615, "total_steps": 45204, "loss": 0.4386, "learning_rate": 4.714527127336298e-06, "epoch": 0.677250588985691, "percentage": 67.73, "elapsed_time": "18:47:01", "remaining_time": "8:57:03"} +{"current_steps": 30620, "total_steps": 45204, "loss": 0.3549, "learning_rate": 4.711577585726194e-06, "epoch": 0.6773611966272043, "percentage": 67.74, "elapsed_time": "18:47:13", "remaining_time": "8:56:53"} +{"current_steps": 30625, "total_steps": 45204, "loss": 0.268, "learning_rate": 4.708628682691446e-06, "epoch": 0.6774718042687176, "percentage": 67.75, "elapsed_time": "18:47:23", "remaining_time": "8:56:41"} +{"current_steps": 30630, "total_steps": 45204, "loss": 0.182, "learning_rate": 4.705680418588134e-06, "epoch": 0.6775824119102308, "percentage": 67.76, "elapsed_time": "18:47:33", "remaining_time": "8:56:30"} +{"current_steps": 30635, "total_steps": 45204, "loss": 0.2211, "learning_rate": 4.70273279377226e-06, "epoch": 0.6776930195517441, "percentage": 67.77, "elapsed_time": "18:47:44", "remaining_time": "8:56:18"} +{"current_steps": 30640, "total_steps": 45204, "loss": 0.211, "learning_rate": 4.699785808599747e-06, "epoch": 0.6778036271932574, "percentage": 67.78, "elapsed_time": "18:47:54", "remaining_time": "8:56:07"} +{"current_steps": 30645, "total_steps": 45204, "loss": 0.3198, "learning_rate": 4.696839463426446e-06, "epoch": 0.6779142348347706, "percentage": 67.79, "elapsed_time": "18:48:03", "remaining_time": "8:55:55"} +{"current_steps": 30650, "total_steps": 45204, "loss": 0.1999, "learning_rate": 4.693893758608124e-06, "epoch": 0.6780248424762839, "percentage": 67.8, "elapsed_time": "18:48:13", "remaining_time": "8:55:43"} +{"current_steps": 30655, "total_steps": 45204, "loss": 0.3293, "learning_rate": 4.690948694500474e-06, "epoch": 0.6781354501177972, "percentage": 67.81, "elapsed_time": "18:48:24", "remaining_time": "8:55:33"} +{"current_steps": 30660, "total_steps": 45204, "loss": 0.2825, "learning_rate": 4.688004271459114e-06, "epoch": 0.6782460577593104, "percentage": 67.83, "elapsed_time": "18:48:34", "remaining_time": "8:55:21"} +{"current_steps": 30665, "total_steps": 45204, "loss": 0.4202, "learning_rate": 4.6850604898395795e-06, "epoch": 0.6783566654008236, "percentage": 67.84, "elapsed_time": "18:48:48", "remaining_time": "8:55:11"} +{"current_steps": 30670, "total_steps": 45204, "loss": 0.3061, "learning_rate": 4.682117349997333e-06, "epoch": 0.6784672730423369, "percentage": 67.85, "elapsed_time": "18:49:00", "remaining_time": "8:55:01"} +{"current_steps": 30675, "total_steps": 45204, "loss": 0.3063, "learning_rate": 4.6791748522877564e-06, "epoch": 0.6785778806838502, "percentage": 67.86, "elapsed_time": "18:49:11", "remaining_time": "8:54:49"} +{"current_steps": 30680, "total_steps": 45204, "loss": 0.3075, "learning_rate": 4.676232997066157e-06, "epoch": 0.6786884883253634, "percentage": 67.87, "elapsed_time": "18:49:22", "remaining_time": "8:54:38"} +{"current_steps": 30685, "total_steps": 45204, "loss": 0.3319, "learning_rate": 4.6732917846877624e-06, "epoch": 0.6787990959668767, "percentage": 67.88, "elapsed_time": "18:49:33", "remaining_time": "8:54:28"} +{"current_steps": 30690, "total_steps": 45204, "loss": 0.4547, "learning_rate": 4.6703512155077225e-06, "epoch": 0.67890970360839, "percentage": 67.89, "elapsed_time": "18:49:46", "remaining_time": "8:54:17"} +{"current_steps": 30695, "total_steps": 45204, "loss": 0.2801, "learning_rate": 4.66741128988111e-06, "epoch": 0.6790203112499033, "percentage": 67.9, "elapsed_time": "18:49:55", "remaining_time": "8:54:05"} +{"current_steps": 30700, "total_steps": 45204, "loss": 0.4102, "learning_rate": 4.66447200816292e-06, "epoch": 0.6791309188914165, "percentage": 67.91, "elapsed_time": "18:50:05", "remaining_time": "8:53:54"} +{"current_steps": 30705, "total_steps": 45204, "loss": 0.441, "learning_rate": 4.661533370708071e-06, "epoch": 0.6792415265329297, "percentage": 67.93, "elapsed_time": "18:50:18", "remaining_time": "8:53:44"} +{"current_steps": 30710, "total_steps": 45204, "loss": 0.283, "learning_rate": 4.658595377871402e-06, "epoch": 0.679352134174443, "percentage": 67.94, "elapsed_time": "18:50:29", "remaining_time": "8:53:32"} +{"current_steps": 30715, "total_steps": 45204, "loss": 0.3568, "learning_rate": 4.655658030007674e-06, "epoch": 0.6794627418159562, "percentage": 67.95, "elapsed_time": "18:50:43", "remaining_time": "8:53:23"} +{"current_steps": 30720, "total_steps": 45204, "loss": 0.2465, "learning_rate": 4.652721327471572e-06, "epoch": 0.6795733494574695, "percentage": 67.96, "elapsed_time": "18:50:53", "remaining_time": "8:53:11"} +{"current_steps": 30725, "total_steps": 45204, "loss": 0.2265, "learning_rate": 4.6497852706177005e-06, "epoch": 0.6796839570989828, "percentage": 67.97, "elapsed_time": "18:51:05", "remaining_time": "8:53:01"} +{"current_steps": 30730, "total_steps": 45204, "loss": 0.3889, "learning_rate": 4.646849859800588e-06, "epoch": 0.679794564740496, "percentage": 67.98, "elapsed_time": "18:51:15", "remaining_time": "8:52:49"} +{"current_steps": 30735, "total_steps": 45204, "loss": 0.3541, "learning_rate": 4.643915095374685e-06, "epoch": 0.6799051723820093, "percentage": 67.99, "elapsed_time": "18:51:26", "remaining_time": "8:52:38"} +{"current_steps": 30740, "total_steps": 45204, "loss": 0.2614, "learning_rate": 4.640980977694363e-06, "epoch": 0.6800157800235226, "percentage": 68.0, "elapsed_time": "18:51:36", "remaining_time": "8:52:27"} +{"current_steps": 30745, "total_steps": 45204, "loss": 0.3046, "learning_rate": 4.638047507113915e-06, "epoch": 0.6801263876650359, "percentage": 68.01, "elapsed_time": "18:51:48", "remaining_time": "8:52:16"} +{"current_steps": 30750, "total_steps": 45204, "loss": 0.3378, "learning_rate": 4.635114683987559e-06, "epoch": 0.6802369953065491, "percentage": 68.02, "elapsed_time": "18:52:00", "remaining_time": "8:52:05"} +{"current_steps": 30755, "total_steps": 45204, "loss": 0.43, "learning_rate": 4.6321825086694304e-06, "epoch": 0.6803476029480623, "percentage": 68.04, "elapsed_time": "18:52:12", "remaining_time": "8:51:55"} +{"current_steps": 30760, "total_steps": 45204, "loss": 0.3038, "learning_rate": 4.629250981513589e-06, "epoch": 0.6804582105895756, "percentage": 68.05, "elapsed_time": "18:52:23", "remaining_time": "8:51:44"} +{"current_steps": 30765, "total_steps": 45204, "loss": 0.3311, "learning_rate": 4.626320102874015e-06, "epoch": 0.6805688182310888, "percentage": 68.06, "elapsed_time": "18:52:34", "remaining_time": "8:51:32"} +{"current_steps": 30770, "total_steps": 45204, "loss": 0.3393, "learning_rate": 4.6233898731046125e-06, "epoch": 0.6806794258726021, "percentage": 68.07, "elapsed_time": "18:52:44", "remaining_time": "8:51:21"} +{"current_steps": 30775, "total_steps": 45204, "loss": 0.3108, "learning_rate": 4.620460292559205e-06, "epoch": 0.6807900335141154, "percentage": 68.08, "elapsed_time": "18:52:54", "remaining_time": "8:51:10"} +{"current_steps": 30780, "total_steps": 45204, "loss": 0.3808, "learning_rate": 4.617531361591538e-06, "epoch": 0.6809006411556286, "percentage": 68.09, "elapsed_time": "18:53:05", "remaining_time": "8:50:59"} +{"current_steps": 30785, "total_steps": 45204, "loss": 0.2128, "learning_rate": 4.614603080555281e-06, "epoch": 0.6810112487971419, "percentage": 68.1, "elapsed_time": "18:53:15", "remaining_time": "8:50:47"} +{"current_steps": 30790, "total_steps": 45204, "loss": 0.2868, "learning_rate": 4.61167544980402e-06, "epoch": 0.6811218564386552, "percentage": 68.11, "elapsed_time": "18:53:25", "remaining_time": "8:50:36"} +{"current_steps": 30795, "total_steps": 45204, "loss": 0.3809, "learning_rate": 4.6087484696912695e-06, "epoch": 0.6812324640801685, "percentage": 68.12, "elapsed_time": "18:53:40", "remaining_time": "8:50:26"} +{"current_steps": 30800, "total_steps": 45204, "loss": 0.285, "learning_rate": 4.6058221405704575e-06, "epoch": 0.6813430717216816, "percentage": 68.14, "elapsed_time": "18:53:51", "remaining_time": "8:50:15"} +{"current_steps": 30805, "total_steps": 45204, "loss": 0.2861, "learning_rate": 4.602896462794939e-06, "epoch": 0.6814536793631949, "percentage": 68.15, "elapsed_time": "18:54:01", "remaining_time": "8:50:04"} +{"current_steps": 30810, "total_steps": 45204, "loss": 0.4291, "learning_rate": 4.599971436717989e-06, "epoch": 0.6815642870047082, "percentage": 68.16, "elapsed_time": "18:54:09", "remaining_time": "8:49:51"} +{"current_steps": 30815, "total_steps": 45204, "loss": 0.3216, "learning_rate": 4.5970470626928035e-06, "epoch": 0.6816748946462214, "percentage": 68.17, "elapsed_time": "18:54:19", "remaining_time": "8:49:40"} +{"current_steps": 30820, "total_steps": 45204, "loss": 0.2374, "learning_rate": 4.594123341072498e-06, "epoch": 0.6817855022877347, "percentage": 68.18, "elapsed_time": "18:54:28", "remaining_time": "8:49:28"} +{"current_steps": 30825, "total_steps": 45204, "loss": 0.2542, "learning_rate": 4.591200272210114e-06, "epoch": 0.681896109929248, "percentage": 68.19, "elapsed_time": "18:54:37", "remaining_time": "8:49:16"} +{"current_steps": 30830, "total_steps": 45204, "loss": 0.3344, "learning_rate": 4.588277856458608e-06, "epoch": 0.6820067175707613, "percentage": 68.2, "elapsed_time": "18:54:53", "remaining_time": "8:49:07"} +{"current_steps": 30835, "total_steps": 45204, "loss": 0.3789, "learning_rate": 4.585356094170863e-06, "epoch": 0.6821173252122745, "percentage": 68.21, "elapsed_time": "18:55:05", "remaining_time": "8:48:56"} +{"current_steps": 30840, "total_steps": 45204, "loss": 0.4323, "learning_rate": 4.582434985699679e-06, "epoch": 0.6822279328537878, "percentage": 68.22, "elapsed_time": "18:55:18", "remaining_time": "8:48:46"} +{"current_steps": 30845, "total_steps": 45204, "loss": 0.2593, "learning_rate": 4.579514531397782e-06, "epoch": 0.6823385404953011, "percentage": 68.24, "elapsed_time": "18:55:29", "remaining_time": "8:48:35"} +{"current_steps": 30850, "total_steps": 45204, "loss": 0.3042, "learning_rate": 4.576594731617813e-06, "epoch": 0.6824491481368142, "percentage": 68.25, "elapsed_time": "18:55:39", "remaining_time": "8:48:23"} +{"current_steps": 30855, "total_steps": 45204, "loss": 0.3537, "learning_rate": 4.573675586712337e-06, "epoch": 0.6825597557783275, "percentage": 68.26, "elapsed_time": "18:55:50", "remaining_time": "8:48:13"} +{"current_steps": 30860, "total_steps": 45204, "loss": 0.2865, "learning_rate": 4.570757097033842e-06, "epoch": 0.6826703634198408, "percentage": 68.27, "elapsed_time": "18:56:02", "remaining_time": "8:48:02"} +{"current_steps": 30865, "total_steps": 45204, "loss": 0.4094, "learning_rate": 4.567839262934733e-06, "epoch": 0.682780971061354, "percentage": 68.28, "elapsed_time": "18:56:15", "remaining_time": "8:47:52"} +{"current_steps": 30870, "total_steps": 45204, "loss": 0.2919, "learning_rate": 4.564922084767338e-06, "epoch": 0.6828915787028673, "percentage": 68.29, "elapsed_time": "18:56:25", "remaining_time": "8:47:40"} +{"current_steps": 30875, "total_steps": 45204, "loss": 0.3839, "learning_rate": 4.562005562883905e-06, "epoch": 0.6830021863443806, "percentage": 68.3, "elapsed_time": "18:56:36", "remaining_time": "8:47:29"} +{"current_steps": 30880, "total_steps": 45204, "loss": 0.5403, "learning_rate": 4.559089697636605e-06, "epoch": 0.6831127939858939, "percentage": 68.31, "elapsed_time": "18:56:47", "remaining_time": "8:47:18"} +{"current_steps": 30885, "total_steps": 45204, "loss": 0.2704, "learning_rate": 4.556174489377525e-06, "epoch": 0.6832234016274071, "percentage": 68.32, "elapsed_time": "18:56:59", "remaining_time": "8:47:07"} +{"current_steps": 30890, "total_steps": 45204, "loss": 0.3257, "learning_rate": 4.553259938458677e-06, "epoch": 0.6833340092689204, "percentage": 68.33, "elapsed_time": "18:57:12", "remaining_time": "8:46:58"} +{"current_steps": 30895, "total_steps": 45204, "loss": 0.3019, "learning_rate": 4.5503460452319925e-06, "epoch": 0.6834446169104336, "percentage": 68.35, "elapsed_time": "18:57:24", "remaining_time": "8:46:47"} +{"current_steps": 30900, "total_steps": 45204, "loss": 0.5913, "learning_rate": 4.547432810049323e-06, "epoch": 0.6835552245519468, "percentage": 68.36, "elapsed_time": "18:57:37", "remaining_time": "8:46:37"} +{"current_steps": 30905, "total_steps": 45204, "loss": 0.4666, "learning_rate": 4.544520233262439e-06, "epoch": 0.6836658321934601, "percentage": 68.37, "elapsed_time": "18:57:48", "remaining_time": "8:46:26"} +{"current_steps": 30910, "total_steps": 45204, "loss": 0.3144, "learning_rate": 4.541608315223036e-06, "epoch": 0.6837764398349734, "percentage": 68.38, "elapsed_time": "18:57:57", "remaining_time": "8:46:14"} +{"current_steps": 30915, "total_steps": 45204, "loss": 0.1701, "learning_rate": 4.538697056282725e-06, "epoch": 0.6838870474764867, "percentage": 68.39, "elapsed_time": "18:58:06", "remaining_time": "8:46:02"} +{"current_steps": 30920, "total_steps": 45204, "loss": 0.2681, "learning_rate": 4.5357864567930395e-06, "epoch": 0.6839976551179999, "percentage": 68.4, "elapsed_time": "18:58:15", "remaining_time": "8:45:50"} +{"current_steps": 30925, "total_steps": 45204, "loss": 0.2039, "learning_rate": 4.532876517105436e-06, "epoch": 0.6841082627595132, "percentage": 68.41, "elapsed_time": "18:58:24", "remaining_time": "8:45:38"} +{"current_steps": 30930, "total_steps": 45204, "loss": 0.2508, "learning_rate": 4.529967237571287e-06, "epoch": 0.6842188704010265, "percentage": 68.42, "elapsed_time": "18:58:33", "remaining_time": "8:45:26"} +{"current_steps": 30935, "total_steps": 45204, "loss": 0.4856, "learning_rate": 4.527058618541887e-06, "epoch": 0.6843294780425397, "percentage": 68.43, "elapsed_time": "18:58:49", "remaining_time": "8:45:17"} +{"current_steps": 30940, "total_steps": 45204, "loss": 0.3644, "learning_rate": 4.52415066036845e-06, "epoch": 0.684440085684053, "percentage": 68.45, "elapsed_time": "18:59:03", "remaining_time": "8:45:07"} +{"current_steps": 30945, "total_steps": 45204, "loss": 0.2725, "learning_rate": 4.5212433634021135e-06, "epoch": 0.6845506933255662, "percentage": 68.46, "elapsed_time": "18:59:12", "remaining_time": "8:44:55"} +{"current_steps": 30950, "total_steps": 45204, "loss": 0.2988, "learning_rate": 4.518336727993931e-06, "epoch": 0.6846613009670794, "percentage": 68.47, "elapsed_time": "18:59:24", "remaining_time": "8:44:45"} +{"current_steps": 30955, "total_steps": 45204, "loss": 0.3669, "learning_rate": 4.5154307544948785e-06, "epoch": 0.6847719086085927, "percentage": 68.48, "elapsed_time": "18:59:34", "remaining_time": "8:44:33"} +{"current_steps": 30960, "total_steps": 45204, "loss": 0.3819, "learning_rate": 4.512525443255851e-06, "epoch": 0.684882516250106, "percentage": 68.49, "elapsed_time": "18:59:47", "remaining_time": "8:44:23"} +{"current_steps": 30965, "total_steps": 45204, "loss": 0.3552, "learning_rate": 4.509620794627664e-06, "epoch": 0.6849931238916193, "percentage": 68.5, "elapsed_time": "18:59:57", "remaining_time": "8:44:12"} +{"current_steps": 30970, "total_steps": 45204, "loss": 0.3421, "learning_rate": 4.5067168089610524e-06, "epoch": 0.6851037315331325, "percentage": 68.51, "elapsed_time": "19:00:08", "remaining_time": "8:44:01"} +{"current_steps": 30975, "total_steps": 45204, "loss": 0.4328, "learning_rate": 4.503813486606672e-06, "epoch": 0.6852143391746458, "percentage": 68.52, "elapsed_time": "19:00:21", "remaining_time": "8:43:50"} +{"current_steps": 30980, "total_steps": 45204, "loss": 0.3164, "learning_rate": 4.500910827915098e-06, "epoch": 0.6853249468161591, "percentage": 68.53, "elapsed_time": "19:00:33", "remaining_time": "8:43:40"} +{"current_steps": 30985, "total_steps": 45204, "loss": 0.2916, "learning_rate": 4.498008833236826e-06, "epoch": 0.6854355544576723, "percentage": 68.54, "elapsed_time": "19:00:44", "remaining_time": "8:43:29"} +{"current_steps": 30990, "total_steps": 45204, "loss": 0.2977, "learning_rate": 4.495107502922271e-06, "epoch": 0.6855461620991855, "percentage": 68.56, "elapsed_time": "19:00:56", "remaining_time": "8:43:18"} +{"current_steps": 30995, "total_steps": 45204, "loss": 0.3851, "learning_rate": 4.4922068373217676e-06, "epoch": 0.6856567697406988, "percentage": 68.57, "elapsed_time": "19:01:06", "remaining_time": "8:43:07"} +{"current_steps": 31000, "total_steps": 45204, "loss": 0.2238, "learning_rate": 4.48930683678557e-06, "epoch": 0.685767377382212, "percentage": 68.58, "elapsed_time": "19:01:15", "remaining_time": "8:42:54"} +{"current_steps": 31005, "total_steps": 45204, "loss": 0.3359, "learning_rate": 4.486407501663852e-06, "epoch": 0.6858779850237253, "percentage": 68.59, "elapsed_time": "19:01:25", "remaining_time": "8:42:43"} +{"current_steps": 31010, "total_steps": 45204, "loss": 0.3904, "learning_rate": 4.4835088323067074e-06, "epoch": 0.6859885926652386, "percentage": 68.6, "elapsed_time": "19:01:37", "remaining_time": "8:42:32"} +{"current_steps": 31015, "total_steps": 45204, "loss": 0.3775, "learning_rate": 4.480610829064152e-06, "epoch": 0.6860992003067519, "percentage": 68.61, "elapsed_time": "19:01:50", "remaining_time": "8:42:22"} +{"current_steps": 31020, "total_steps": 45204, "loss": 0.364, "learning_rate": 4.477713492286114e-06, "epoch": 0.6862098079482651, "percentage": 68.62, "elapsed_time": "19:02:04", "remaining_time": "8:42:12"} +{"current_steps": 31025, "total_steps": 45204, "loss": 0.4293, "learning_rate": 4.474816822322451e-06, "epoch": 0.6863204155897784, "percentage": 68.63, "elapsed_time": "19:02:17", "remaining_time": "8:42:02"} +{"current_steps": 31030, "total_steps": 45204, "loss": 0.3149, "learning_rate": 4.471920819522932e-06, "epoch": 0.6864310232312917, "percentage": 68.64, "elapsed_time": "19:02:27", "remaining_time": "8:41:51"} +{"current_steps": 31035, "total_steps": 45204, "loss": 0.3789, "learning_rate": 4.4690254842372484e-06, "epoch": 0.686541630872805, "percentage": 68.66, "elapsed_time": "19:02:39", "remaining_time": "8:41:40"} +{"current_steps": 31040, "total_steps": 45204, "loss": 0.465, "learning_rate": 4.466130816815012e-06, "epoch": 0.6866522385143181, "percentage": 68.67, "elapsed_time": "19:02:51", "remaining_time": "8:41:30"} +{"current_steps": 31045, "total_steps": 45204, "loss": 0.2081, "learning_rate": 4.463236817605754e-06, "epoch": 0.6867628461558314, "percentage": 68.68, "elapsed_time": "19:03:01", "remaining_time": "8:41:18"} +{"current_steps": 31050, "total_steps": 45204, "loss": 0.4816, "learning_rate": 4.460343486958922e-06, "epoch": 0.6868734537973447, "percentage": 68.69, "elapsed_time": "19:03:12", "remaining_time": "8:41:07"} +{"current_steps": 31055, "total_steps": 45204, "loss": 0.2516, "learning_rate": 4.457450825223884e-06, "epoch": 0.6869840614388579, "percentage": 68.7, "elapsed_time": "19:03:24", "remaining_time": "8:40:56"} +{"current_steps": 31060, "total_steps": 45204, "loss": 0.2434, "learning_rate": 4.454558832749931e-06, "epoch": 0.6870946690803712, "percentage": 68.71, "elapsed_time": "19:03:35", "remaining_time": "8:40:45"} +{"current_steps": 31065, "total_steps": 45204, "loss": 0.2763, "learning_rate": 4.451667509886268e-06, "epoch": 0.6872052767218845, "percentage": 68.72, "elapsed_time": "19:03:45", "remaining_time": "8:40:34"} +{"current_steps": 31070, "total_steps": 45204, "loss": 0.3704, "learning_rate": 4.448776856982023e-06, "epoch": 0.6873158843633977, "percentage": 68.73, "elapsed_time": "19:03:55", "remaining_time": "8:40:23"} +{"current_steps": 31075, "total_steps": 45204, "loss": 0.3099, "learning_rate": 4.445886874386239e-06, "epoch": 0.687426492004911, "percentage": 68.74, "elapsed_time": "19:04:05", "remaining_time": "8:40:11"} +{"current_steps": 31080, "total_steps": 45204, "loss": 0.2216, "learning_rate": 4.442997562447884e-06, "epoch": 0.6875370996464243, "percentage": 68.75, "elapsed_time": "19:04:17", "remaining_time": "8:40:00"} +{"current_steps": 31085, "total_steps": 45204, "loss": 0.2979, "learning_rate": 4.440108921515838e-06, "epoch": 0.6876477072879374, "percentage": 68.77, "elapsed_time": "19:04:27", "remaining_time": "8:39:49"} +{"current_steps": 31090, "total_steps": 45204, "loss": 0.3775, "learning_rate": 4.437220951938905e-06, "epoch": 0.6877583149294507, "percentage": 68.78, "elapsed_time": "19:04:40", "remaining_time": "8:39:39"} +{"current_steps": 31095, "total_steps": 45204, "loss": 0.3875, "learning_rate": 4.4343336540658055e-06, "epoch": 0.687868922570964, "percentage": 68.79, "elapsed_time": "19:04:53", "remaining_time": "8:39:28"} +{"current_steps": 31100, "total_steps": 45204, "loss": 0.4016, "learning_rate": 4.431447028245182e-06, "epoch": 0.6879795302124773, "percentage": 68.8, "elapsed_time": "19:05:04", "remaining_time": "8:39:17"} +{"current_steps": 31105, "total_steps": 45204, "loss": 0.3676, "learning_rate": 4.4285610748255914e-06, "epoch": 0.6880901378539905, "percentage": 68.81, "elapsed_time": "19:05:14", "remaining_time": "8:39:06"} +{"current_steps": 31110, "total_steps": 45204, "loss": 0.2251, "learning_rate": 4.425675794155513e-06, "epoch": 0.6882007454955038, "percentage": 68.82, "elapsed_time": "19:05:23", "remaining_time": "8:38:54"} +{"current_steps": 31115, "total_steps": 45204, "loss": 0.4141, "learning_rate": 4.4227911865833425e-06, "epoch": 0.6883113531370171, "percentage": 68.83, "elapsed_time": "19:05:34", "remaining_time": "8:38:43"} +{"current_steps": 31120, "total_steps": 45204, "loss": 0.3885, "learning_rate": 4.419907252457397e-06, "epoch": 0.6884219607785304, "percentage": 68.84, "elapsed_time": "19:05:44", "remaining_time": "8:38:31"} +{"current_steps": 31125, "total_steps": 45204, "loss": 0.3235, "learning_rate": 4.41702399212591e-06, "epoch": 0.6885325684200436, "percentage": 68.85, "elapsed_time": "19:05:57", "remaining_time": "8:38:21"} +{"current_steps": 31130, "total_steps": 45204, "loss": 0.4546, "learning_rate": 4.414141405937033e-06, "epoch": 0.6886431760615569, "percentage": 68.87, "elapsed_time": "19:06:10", "remaining_time": "8:38:11"} +{"current_steps": 31135, "total_steps": 45204, "loss": 0.3397, "learning_rate": 4.411259494238839e-06, "epoch": 0.68875378370307, "percentage": 68.88, "elapsed_time": "19:06:20", "remaining_time": "8:37:59"} +{"current_steps": 31140, "total_steps": 45204, "loss": 0.3165, "learning_rate": 4.408378257379317e-06, "epoch": 0.6888643913445833, "percentage": 68.89, "elapsed_time": "19:06:31", "remaining_time": "8:37:48"} +{"current_steps": 31145, "total_steps": 45204, "loss": 0.2664, "learning_rate": 4.405497695706374e-06, "epoch": 0.6889749989860966, "percentage": 68.9, "elapsed_time": "19:06:41", "remaining_time": "8:37:37"} +{"current_steps": 31150, "total_steps": 45204, "loss": 0.289, "learning_rate": 4.40261780956784e-06, "epoch": 0.6890856066276099, "percentage": 68.91, "elapsed_time": "19:06:53", "remaining_time": "8:37:26"} +{"current_steps": 31155, "total_steps": 45204, "loss": 0.2234, "learning_rate": 4.39973859931146e-06, "epoch": 0.6891962142691231, "percentage": 68.92, "elapsed_time": "19:07:04", "remaining_time": "8:37:15"} +{"current_steps": 31160, "total_steps": 45204, "loss": 0.4598, "learning_rate": 4.396860065284896e-06, "epoch": 0.6893068219106364, "percentage": 68.93, "elapsed_time": "19:07:14", "remaining_time": "8:37:04"} +{"current_steps": 31165, "total_steps": 45204, "loss": 0.3996, "learning_rate": 4.393982207835731e-06, "epoch": 0.6894174295521497, "percentage": 68.94, "elapsed_time": "19:07:27", "remaining_time": "8:36:53"} +{"current_steps": 31170, "total_steps": 45204, "loss": 0.3054, "learning_rate": 4.391105027311464e-06, "epoch": 0.689528037193663, "percentage": 68.95, "elapsed_time": "19:07:36", "remaining_time": "8:36:42"} +{"current_steps": 31175, "total_steps": 45204, "loss": 0.2987, "learning_rate": 4.388228524059515e-06, "epoch": 0.6896386448351762, "percentage": 68.97, "elapsed_time": "19:07:48", "remaining_time": "8:36:31"} +{"current_steps": 31180, "total_steps": 45204, "loss": 0.2375, "learning_rate": 4.385352698427222e-06, "epoch": 0.6897492524766894, "percentage": 68.98, "elapsed_time": "19:07:58", "remaining_time": "8:36:19"} +{"current_steps": 31185, "total_steps": 45204, "loss": 0.4417, "learning_rate": 4.382477550761839e-06, "epoch": 0.6898598601182027, "percentage": 68.99, "elapsed_time": "19:08:10", "remaining_time": "8:36:09"} +{"current_steps": 31190, "total_steps": 45204, "loss": 0.3439, "learning_rate": 4.379603081410538e-06, "epoch": 0.6899704677597159, "percentage": 69.0, "elapsed_time": "19:08:23", "remaining_time": "8:35:59"} +{"current_steps": 31195, "total_steps": 45204, "loss": 0.2206, "learning_rate": 4.376729290720412e-06, "epoch": 0.6900810754012292, "percentage": 69.01, "elapsed_time": "19:08:34", "remaining_time": "8:35:48"} +{"current_steps": 31200, "total_steps": 45204, "loss": 0.2566, "learning_rate": 4.373856179038468e-06, "epoch": 0.6901916830427425, "percentage": 69.02, "elapsed_time": "19:08:44", "remaining_time": "8:35:36"} +{"current_steps": 31205, "total_steps": 45204, "loss": 0.3515, "learning_rate": 4.370983746711637e-06, "epoch": 0.6903022906842557, "percentage": 69.03, "elapsed_time": "19:08:57", "remaining_time": "8:35:26"} +{"current_steps": 31210, "total_steps": 45204, "loss": 0.3439, "learning_rate": 4.36811199408676e-06, "epoch": 0.690412898325769, "percentage": 69.04, "elapsed_time": "19:09:09", "remaining_time": "8:35:15"} +{"current_steps": 31215, "total_steps": 45204, "loss": 0.4355, "learning_rate": 4.365240921510604e-06, "epoch": 0.6905235059672823, "percentage": 69.05, "elapsed_time": "19:09:20", "remaining_time": "8:35:04"} +{"current_steps": 31220, "total_steps": 45204, "loss": 0.368, "learning_rate": 4.362370529329848e-06, "epoch": 0.6906341136087956, "percentage": 69.06, "elapsed_time": "19:09:32", "remaining_time": "8:34:53"} +{"current_steps": 31225, "total_steps": 45204, "loss": 0.2668, "learning_rate": 4.359500817891092e-06, "epoch": 0.6907447212503087, "percentage": 69.08, "elapsed_time": "19:09:42", "remaining_time": "8:34:42"} +{"current_steps": 31230, "total_steps": 45204, "loss": 0.3263, "learning_rate": 4.356631787540852e-06, "epoch": 0.690855328891822, "percentage": 69.09, "elapsed_time": "19:09:50", "remaining_time": "8:34:30"} +{"current_steps": 31235, "total_steps": 45204, "loss": 0.3747, "learning_rate": 4.353763438625562e-06, "epoch": 0.6909659365333353, "percentage": 69.1, "elapsed_time": "19:10:01", "remaining_time": "8:34:19"} +{"current_steps": 31240, "total_steps": 45204, "loss": 0.386, "learning_rate": 4.350895771491576e-06, "epoch": 0.6910765441748485, "percentage": 69.11, "elapsed_time": "19:10:15", "remaining_time": "8:34:09"} +{"current_steps": 31245, "total_steps": 45204, "loss": 0.3564, "learning_rate": 4.348028786485162e-06, "epoch": 0.6911871518163618, "percentage": 69.12, "elapsed_time": "19:10:25", "remaining_time": "8:33:57"} +{"current_steps": 31250, "total_steps": 45204, "loss": 0.2406, "learning_rate": 4.345162483952509e-06, "epoch": 0.6912977594578751, "percentage": 69.13, "elapsed_time": "19:10:34", "remaining_time": "8:33:45"} +{"current_steps": 31255, "total_steps": 45204, "loss": 0.3753, "learning_rate": 4.342296864239723e-06, "epoch": 0.6914083670993884, "percentage": 69.14, "elapsed_time": "19:10:46", "remaining_time": "8:33:35"} +{"current_steps": 31260, "total_steps": 45204, "loss": 0.3316, "learning_rate": 4.339431927692823e-06, "epoch": 0.6915189747409016, "percentage": 69.15, "elapsed_time": "19:10:56", "remaining_time": "8:33:23"} +{"current_steps": 31265, "total_steps": 45204, "loss": 0.3397, "learning_rate": 4.336567674657752e-06, "epoch": 0.6916295823824149, "percentage": 69.16, "elapsed_time": "19:11:06", "remaining_time": "8:33:12"} +{"current_steps": 31270, "total_steps": 45204, "loss": 0.2488, "learning_rate": 4.333704105480369e-06, "epoch": 0.6917401900239282, "percentage": 69.18, "elapsed_time": "19:11:15", "remaining_time": "8:33:00"} +{"current_steps": 31275, "total_steps": 45204, "loss": 0.2656, "learning_rate": 4.330841220506445e-06, "epoch": 0.6918507976654413, "percentage": 69.19, "elapsed_time": "19:11:25", "remaining_time": "8:32:48"} +{"current_steps": 31280, "total_steps": 45204, "loss": 0.2244, "learning_rate": 4.3279790200816764e-06, "epoch": 0.6919614053069546, "percentage": 69.2, "elapsed_time": "19:11:34", "remaining_time": "8:32:36"} +{"current_steps": 31285, "total_steps": 45204, "loss": 0.4521, "learning_rate": 4.32511750455167e-06, "epoch": 0.6920720129484679, "percentage": 69.21, "elapsed_time": "19:11:46", "remaining_time": "8:32:25"} +{"current_steps": 31290, "total_steps": 45204, "loss": 0.3867, "learning_rate": 4.3222566742619545e-06, "epoch": 0.6921826205899811, "percentage": 69.22, "elapsed_time": "19:11:57", "remaining_time": "8:32:15"} +{"current_steps": 31295, "total_steps": 45204, "loss": 0.3516, "learning_rate": 4.319396529557975e-06, "epoch": 0.6922932282314944, "percentage": 69.23, "elapsed_time": "19:12:09", "remaining_time": "8:32:04"} +{"current_steps": 31300, "total_steps": 45204, "loss": 0.262, "learning_rate": 4.31653707078509e-06, "epoch": 0.6924038358730077, "percentage": 69.24, "elapsed_time": "19:12:19", "remaining_time": "8:31:52"} +{"current_steps": 31305, "total_steps": 45204, "loss": 0.3595, "learning_rate": 4.313678298288583e-06, "epoch": 0.692514443514521, "percentage": 69.25, "elapsed_time": "19:12:32", "remaining_time": "8:31:42"} +{"current_steps": 31310, "total_steps": 45204, "loss": 0.2885, "learning_rate": 4.3108202124136455e-06, "epoch": 0.6926250511560342, "percentage": 69.26, "elapsed_time": "19:12:42", "remaining_time": "8:31:31"} +{"current_steps": 31315, "total_steps": 45204, "loss": 0.2981, "learning_rate": 4.307962813505393e-06, "epoch": 0.6927356587975475, "percentage": 69.27, "elapsed_time": "19:12:55", "remaining_time": "8:31:21"} +{"current_steps": 31320, "total_steps": 45204, "loss": 0.3212, "learning_rate": 4.305106101908855e-06, "epoch": 0.6928462664390607, "percentage": 69.29, "elapsed_time": "19:13:06", "remaining_time": "8:31:10"} +{"current_steps": 31325, "total_steps": 45204, "loss": 0.3728, "learning_rate": 4.302250077968977e-06, "epoch": 0.6929568740805739, "percentage": 69.3, "elapsed_time": "19:13:19", "remaining_time": "8:30:59"} +{"current_steps": 31330, "total_steps": 45204, "loss": 0.1579, "learning_rate": 4.299394742030625e-06, "epoch": 0.6930674817220872, "percentage": 69.31, "elapsed_time": "19:13:28", "remaining_time": "8:30:48"} +{"current_steps": 31335, "total_steps": 45204, "loss": 0.3146, "learning_rate": 4.2965400944385795e-06, "epoch": 0.6931780893636005, "percentage": 69.32, "elapsed_time": "19:13:41", "remaining_time": "8:30:37"} +{"current_steps": 31340, "total_steps": 45204, "loss": 0.292, "learning_rate": 4.293686135537537e-06, "epoch": 0.6932886970051138, "percentage": 69.33, "elapsed_time": "19:13:51", "remaining_time": "8:30:26"} +{"current_steps": 31345, "total_steps": 45204, "loss": 0.3534, "learning_rate": 4.290832865672114e-06, "epoch": 0.693399304646627, "percentage": 69.34, "elapsed_time": "19:14:02", "remaining_time": "8:30:15"} +{"current_steps": 31350, "total_steps": 45204, "loss": 0.2576, "learning_rate": 4.28798028518684e-06, "epoch": 0.6935099122881403, "percentage": 69.35, "elapsed_time": "19:14:10", "remaining_time": "8:30:02"} +{"current_steps": 31355, "total_steps": 45204, "loss": 0.2072, "learning_rate": 4.285128394426165e-06, "epoch": 0.6936205199296536, "percentage": 69.36, "elapsed_time": "19:14:22", "remaining_time": "8:29:52"} +{"current_steps": 31360, "total_steps": 45204, "loss": 0.3599, "learning_rate": 4.282277193734454e-06, "epoch": 0.6937311275711668, "percentage": 69.37, "elapsed_time": "19:14:32", "remaining_time": "8:29:40"} +{"current_steps": 31365, "total_steps": 45204, "loss": 0.4311, "learning_rate": 4.279426683455987e-06, "epoch": 0.6938417352126801, "percentage": 69.39, "elapsed_time": "19:14:45", "remaining_time": "8:29:30"} +{"current_steps": 31370, "total_steps": 45204, "loss": 0.332, "learning_rate": 4.276576863934963e-06, "epoch": 0.6939523428541933, "percentage": 69.4, "elapsed_time": "19:14:56", "remaining_time": "8:29:19"} +{"current_steps": 31375, "total_steps": 45204, "loss": 0.3033, "learning_rate": 4.273727735515497e-06, "epoch": 0.6940629504957065, "percentage": 69.41, "elapsed_time": "19:15:08", "remaining_time": "8:29:08"} +{"current_steps": 31380, "total_steps": 45204, "loss": 0.3829, "learning_rate": 4.27087929854162e-06, "epoch": 0.6941735581372198, "percentage": 69.42, "elapsed_time": "19:15:19", "remaining_time": "8:28:57"} +{"current_steps": 31385, "total_steps": 45204, "loss": 0.221, "learning_rate": 4.26803155335728e-06, "epoch": 0.6942841657787331, "percentage": 69.43, "elapsed_time": "19:15:29", "remaining_time": "8:28:46"} +{"current_steps": 31390, "total_steps": 45204, "loss": 0.329, "learning_rate": 4.265184500306342e-06, "epoch": 0.6943947734202464, "percentage": 69.44, "elapsed_time": "19:15:38", "remaining_time": "8:28:34"} +{"current_steps": 31395, "total_steps": 45204, "loss": 0.336, "learning_rate": 4.2623381397325855e-06, "epoch": 0.6945053810617596, "percentage": 69.45, "elapsed_time": "19:15:49", "remaining_time": "8:28:23"} +{"current_steps": 31400, "total_steps": 45204, "loss": 0.3299, "learning_rate": 4.25949247197971e-06, "epoch": 0.6946159887032729, "percentage": 69.46, "elapsed_time": "19:16:02", "remaining_time": "8:28:13"} +{"current_steps": 31405, "total_steps": 45204, "loss": 0.2529, "learning_rate": 4.256647497391325e-06, "epoch": 0.6947265963447862, "percentage": 69.47, "elapsed_time": "19:16:12", "remaining_time": "8:28:01"} +{"current_steps": 31410, "total_steps": 45204, "loss": 0.3095, "learning_rate": 4.253803216310963e-06, "epoch": 0.6948372039862994, "percentage": 69.49, "elapsed_time": "19:16:21", "remaining_time": "8:27:49"} +{"current_steps": 31415, "total_steps": 45204, "loss": 0.4108, "learning_rate": 4.250959629082071e-06, "epoch": 0.6949478116278126, "percentage": 69.5, "elapsed_time": "19:16:33", "remaining_time": "8:27:38"} +{"current_steps": 31420, "total_steps": 45204, "loss": 0.3675, "learning_rate": 4.248116736048009e-06, "epoch": 0.6950584192693259, "percentage": 69.51, "elapsed_time": "19:16:44", "remaining_time": "8:27:27"} +{"current_steps": 31425, "total_steps": 45204, "loss": 0.3142, "learning_rate": 4.245274537552058e-06, "epoch": 0.6951690269108391, "percentage": 69.52, "elapsed_time": "19:16:56", "remaining_time": "8:27:17"} +{"current_steps": 31430, "total_steps": 45204, "loss": 0.3224, "learning_rate": 4.242433033937409e-06, "epoch": 0.6952796345523524, "percentage": 69.53, "elapsed_time": "19:17:09", "remaining_time": "8:27:06"} +{"current_steps": 31435, "total_steps": 45204, "loss": 0.3628, "learning_rate": 4.239592225547176e-06, "epoch": 0.6953902421938657, "percentage": 69.54, "elapsed_time": "19:17:19", "remaining_time": "8:26:55"} +{"current_steps": 31440, "total_steps": 45204, "loss": 0.3293, "learning_rate": 4.236752112724382e-06, "epoch": 0.695500849835379, "percentage": 69.55, "elapsed_time": "19:17:31", "remaining_time": "8:26:44"} +{"current_steps": 31445, "total_steps": 45204, "loss": 0.5446, "learning_rate": 4.2339126958119745e-06, "epoch": 0.6956114574768922, "percentage": 69.56, "elapsed_time": "19:17:43", "remaining_time": "8:26:34"} +{"current_steps": 31450, "total_steps": 45204, "loss": 0.2799, "learning_rate": 4.23107397515281e-06, "epoch": 0.6957220651184055, "percentage": 69.57, "elapsed_time": "19:17:54", "remaining_time": "8:26:23"} +{"current_steps": 31455, "total_steps": 45204, "loss": 0.3076, "learning_rate": 4.228235951089662e-06, "epoch": 0.6958326727599188, "percentage": 69.58, "elapsed_time": "19:18:05", "remaining_time": "8:26:12"} +{"current_steps": 31460, "total_steps": 45204, "loss": 0.3101, "learning_rate": 4.225398623965222e-06, "epoch": 0.695943280401432, "percentage": 69.6, "elapsed_time": "19:18:16", "remaining_time": "8:26:00"} +{"current_steps": 31465, "total_steps": 45204, "loss": 0.4331, "learning_rate": 4.2225619941220964e-06, "epoch": 0.6960538880429452, "percentage": 69.61, "elapsed_time": "19:18:28", "remaining_time": "8:25:50"} +{"current_steps": 31470, "total_steps": 45204, "loss": 0.3098, "learning_rate": 4.219726061902808e-06, "epoch": 0.6961644956844585, "percentage": 69.62, "elapsed_time": "19:18:40", "remaining_time": "8:25:39"} +{"current_steps": 31475, "total_steps": 45204, "loss": 0.373, "learning_rate": 4.216890827649793e-06, "epoch": 0.6962751033259718, "percentage": 69.63, "elapsed_time": "19:18:50", "remaining_time": "8:25:28"} +{"current_steps": 31480, "total_steps": 45204, "loss": 0.2919, "learning_rate": 4.2140562917054065e-06, "epoch": 0.696385710967485, "percentage": 69.64, "elapsed_time": "19:18:59", "remaining_time": "8:25:16"} +{"current_steps": 31485, "total_steps": 45204, "loss": 0.3898, "learning_rate": 4.211222454411917e-06, "epoch": 0.6964963186089983, "percentage": 69.65, "elapsed_time": "19:19:16", "remaining_time": "8:25:07"} +{"current_steps": 31490, "total_steps": 45204, "loss": 0.2671, "learning_rate": 4.208389316111511e-06, "epoch": 0.6966069262505116, "percentage": 69.66, "elapsed_time": "19:19:28", "remaining_time": "8:24:57"} +{"current_steps": 31495, "total_steps": 45204, "loss": 0.4761, "learning_rate": 4.205556877146287e-06, "epoch": 0.6967175338920248, "percentage": 69.67, "elapsed_time": "19:19:41", "remaining_time": "8:24:47"} +{"current_steps": 31500, "total_steps": 45204, "loss": 0.4682, "learning_rate": 4.2027251378582625e-06, "epoch": 0.6968281415335381, "percentage": 69.68, "elapsed_time": "19:19:56", "remaining_time": "8:24:37"} +{"current_steps": 31505, "total_steps": 45204, "loss": 0.4871, "learning_rate": 4.199894098589369e-06, "epoch": 0.6969387491750514, "percentage": 69.7, "elapsed_time": "19:20:08", "remaining_time": "8:24:27"} +{"current_steps": 31510, "total_steps": 45204, "loss": 0.3422, "learning_rate": 4.197063759681454e-06, "epoch": 0.6970493568165645, "percentage": 69.71, "elapsed_time": "19:20:19", "remaining_time": "8:24:16"} +{"current_steps": 31515, "total_steps": 45204, "loss": 0.3187, "learning_rate": 4.194234121476277e-06, "epoch": 0.6971599644580778, "percentage": 69.72, "elapsed_time": "19:20:33", "remaining_time": "8:24:06"} +{"current_steps": 31520, "total_steps": 45204, "loss": 0.3108, "learning_rate": 4.19140518431552e-06, "epoch": 0.6972705720995911, "percentage": 69.73, "elapsed_time": "19:20:43", "remaining_time": "8:23:54"} +{"current_steps": 31525, "total_steps": 45204, "loss": 0.3392, "learning_rate": 4.1885769485407745e-06, "epoch": 0.6973811797411044, "percentage": 69.74, "elapsed_time": "19:20:56", "remaining_time": "8:23:44"} +{"current_steps": 31530, "total_steps": 45204, "loss": 0.466, "learning_rate": 4.185749414493549e-06, "epoch": 0.6974917873826176, "percentage": 69.75, "elapsed_time": "19:21:09", "remaining_time": "8:23:34"} +{"current_steps": 31535, "total_steps": 45204, "loss": 0.3178, "learning_rate": 4.182922582515267e-06, "epoch": 0.6976023950241309, "percentage": 69.76, "elapsed_time": "19:21:19", "remaining_time": "8:23:23"} +{"current_steps": 31540, "total_steps": 45204, "loss": 0.2866, "learning_rate": 4.1800964529472686e-06, "epoch": 0.6977130026656442, "percentage": 69.77, "elapsed_time": "19:21:30", "remaining_time": "8:23:11"} +{"current_steps": 31545, "total_steps": 45204, "loss": 0.3757, "learning_rate": 4.177271026130808e-06, "epoch": 0.6978236103071574, "percentage": 69.78, "elapsed_time": "19:21:45", "remaining_time": "8:23:02"} +{"current_steps": 31550, "total_steps": 45204, "loss": 0.4003, "learning_rate": 4.174446302407053e-06, "epoch": 0.6979342179486707, "percentage": 69.79, "elapsed_time": "19:21:55", "remaining_time": "8:22:51"} +{"current_steps": 31555, "total_steps": 45204, "loss": 0.4305, "learning_rate": 4.171622282117091e-06, "epoch": 0.698044825590184, "percentage": 69.81, "elapsed_time": "19:22:07", "remaining_time": "8:22:40"} +{"current_steps": 31560, "total_steps": 45204, "loss": 0.3145, "learning_rate": 4.168798965601918e-06, "epoch": 0.6981554332316972, "percentage": 69.82, "elapsed_time": "19:22:18", "remaining_time": "8:22:29"} +{"current_steps": 31565, "total_steps": 45204, "loss": 0.2729, "learning_rate": 4.165976353202451e-06, "epoch": 0.6982660408732104, "percentage": 69.83, "elapsed_time": "19:22:28", "remaining_time": "8:22:17"} +{"current_steps": 31570, "total_steps": 45204, "loss": 0.325, "learning_rate": 4.16315444525952e-06, "epoch": 0.6983766485147237, "percentage": 69.84, "elapsed_time": "19:22:37", "remaining_time": "8:22:05"} +{"current_steps": 31575, "total_steps": 45204, "loss": 0.4143, "learning_rate": 4.160333242113867e-06, "epoch": 0.698487256156237, "percentage": 69.85, "elapsed_time": "19:22:49", "remaining_time": "8:21:55"} +{"current_steps": 31580, "total_steps": 45204, "loss": 0.3486, "learning_rate": 4.1575127441061545e-06, "epoch": 0.6985978637977502, "percentage": 69.86, "elapsed_time": "19:23:00", "remaining_time": "8:21:44"} +{"current_steps": 31585, "total_steps": 45204, "loss": 0.1439, "learning_rate": 4.154692951576954e-06, "epoch": 0.6987084714392635, "percentage": 69.87, "elapsed_time": "19:23:09", "remaining_time": "8:21:32"} +{"current_steps": 31590, "total_steps": 45204, "loss": 0.4503, "learning_rate": 4.151873864866757e-06, "epoch": 0.6988190790807768, "percentage": 69.88, "elapsed_time": "19:23:20", "remaining_time": "8:21:21"} +{"current_steps": 31595, "total_steps": 45204, "loss": 0.3762, "learning_rate": 4.149055484315965e-06, "epoch": 0.6989296867222901, "percentage": 69.89, "elapsed_time": "19:23:31", "remaining_time": "8:21:09"} +{"current_steps": 31600, "total_steps": 45204, "loss": 0.2837, "learning_rate": 4.146237810264897e-06, "epoch": 0.6990402943638033, "percentage": 69.91, "elapsed_time": "19:23:41", "remaining_time": "8:20:58"} +{"current_steps": 31605, "total_steps": 45204, "loss": 0.347, "learning_rate": 4.143420843053788e-06, "epoch": 0.6991509020053165, "percentage": 69.92, "elapsed_time": "19:23:52", "remaining_time": "8:20:47"} +{"current_steps": 31610, "total_steps": 45204, "loss": 0.3776, "learning_rate": 4.140604583022785e-06, "epoch": 0.6992615096468298, "percentage": 69.93, "elapsed_time": "19:24:02", "remaining_time": "8:20:36"} +{"current_steps": 31615, "total_steps": 45204, "loss": 0.3283, "learning_rate": 4.137789030511949e-06, "epoch": 0.699372117288343, "percentage": 69.94, "elapsed_time": "19:24:13", "remaining_time": "8:20:25"} +{"current_steps": 31620, "total_steps": 45204, "loss": 0.3408, "learning_rate": 4.134974185861259e-06, "epoch": 0.6994827249298563, "percentage": 69.95, "elapsed_time": "19:24:27", "remaining_time": "8:20:15"} +{"current_steps": 31625, "total_steps": 45204, "loss": 0.28, "learning_rate": 4.132160049410606e-06, "epoch": 0.6995933325713696, "percentage": 69.96, "elapsed_time": "19:24:37", "remaining_time": "8:20:03"} +{"current_steps": 31630, "total_steps": 45204, "loss": 0.3596, "learning_rate": 4.129346621499797e-06, "epoch": 0.6997039402128828, "percentage": 69.97, "elapsed_time": "19:24:48", "remaining_time": "8:19:52"} +{"current_steps": 31635, "total_steps": 45204, "loss": 0.3615, "learning_rate": 4.126533902468551e-06, "epoch": 0.6998145478543961, "percentage": 69.98, "elapsed_time": "19:24:59", "remaining_time": "8:19:41"} +{"current_steps": 31640, "total_steps": 45204, "loss": 0.3289, "learning_rate": 4.123721892656503e-06, "epoch": 0.6999251554959094, "percentage": 69.99, "elapsed_time": "19:25:08", "remaining_time": "8:19:29"} +{"current_steps": 31645, "total_steps": 45204, "loss": 0.3111, "learning_rate": 4.120910592403205e-06, "epoch": 0.7000357631374227, "percentage": 70.0, "elapsed_time": "19:25:20", "remaining_time": "8:19:19"} +{"current_steps": 31650, "total_steps": 45204, "loss": 0.3837, "learning_rate": 4.118100002048117e-06, "epoch": 0.7001463707789359, "percentage": 70.02, "elapsed_time": "19:25:30", "remaining_time": "8:19:07"} +{"current_steps": 31655, "total_steps": 45204, "loss": 0.3494, "learning_rate": 4.1152901219306184e-06, "epoch": 0.7002569784204491, "percentage": 70.03, "elapsed_time": "19:25:39", "remaining_time": "8:18:55"} +{"current_steps": 31660, "total_steps": 45204, "loss": 0.25, "learning_rate": 4.112480952390002e-06, "epoch": 0.7003675860619624, "percentage": 70.04, "elapsed_time": "19:25:48", "remaining_time": "8:18:43"} +{"current_steps": 31665, "total_steps": 45204, "loss": 0.3142, "learning_rate": 4.109672493765473e-06, "epoch": 0.7004781937034756, "percentage": 70.05, "elapsed_time": "19:25:58", "remaining_time": "8:18:31"} +{"current_steps": 31670, "total_steps": 45204, "loss": 0.3831, "learning_rate": 4.106864746396153e-06, "epoch": 0.7005888013449889, "percentage": 70.06, "elapsed_time": "19:26:10", "remaining_time": "8:18:21"} +{"current_steps": 31675, "total_steps": 45204, "loss": 0.2596, "learning_rate": 4.104057710621075e-06, "epoch": 0.7006994089865022, "percentage": 70.07, "elapsed_time": "19:26:21", "remaining_time": "8:18:10"} +{"current_steps": 31680, "total_steps": 45204, "loss": 0.327, "learning_rate": 4.10125138677919e-06, "epoch": 0.7008100166280155, "percentage": 70.08, "elapsed_time": "19:26:33", "remaining_time": "8:17:59"} +{"current_steps": 31685, "total_steps": 45204, "loss": 0.444, "learning_rate": 4.09844577520936e-06, "epoch": 0.7009206242695287, "percentage": 70.09, "elapsed_time": "19:26:46", "remaining_time": "8:17:49"} +{"current_steps": 31690, "total_steps": 45204, "loss": 0.2755, "learning_rate": 4.09564087625036e-06, "epoch": 0.701031231911042, "percentage": 70.1, "elapsed_time": "19:26:55", "remaining_time": "8:17:37"} +{"current_steps": 31695, "total_steps": 45204, "loss": 0.198, "learning_rate": 4.0928366902408825e-06, "epoch": 0.7011418395525553, "percentage": 70.12, "elapsed_time": "19:27:06", "remaining_time": "8:17:26"} +{"current_steps": 31700, "total_steps": 45204, "loss": 0.3176, "learning_rate": 4.09003321751953e-06, "epoch": 0.7012524471940684, "percentage": 70.13, "elapsed_time": "19:27:18", "remaining_time": "8:17:16"} +{"current_steps": 31705, "total_steps": 45204, "loss": 0.4213, "learning_rate": 4.087230458424825e-06, "epoch": 0.7013630548355817, "percentage": 70.14, "elapsed_time": "19:27:29", "remaining_time": "8:17:04"} +{"current_steps": 31710, "total_steps": 45204, "loss": 0.51, "learning_rate": 4.084428413295195e-06, "epoch": 0.701473662477095, "percentage": 70.15, "elapsed_time": "19:27:41", "remaining_time": "8:16:54"} +{"current_steps": 31715, "total_steps": 45204, "loss": 0.2635, "learning_rate": 4.081627082468989e-06, "epoch": 0.7015842701186082, "percentage": 70.16, "elapsed_time": "19:27:51", "remaining_time": "8:16:42"} +{"current_steps": 31720, "total_steps": 45204, "loss": 0.4209, "learning_rate": 4.078826466284467e-06, "epoch": 0.7016948777601215, "percentage": 70.17, "elapsed_time": "19:28:03", "remaining_time": "8:16:31"} +{"current_steps": 31725, "total_steps": 45204, "loss": 0.4482, "learning_rate": 4.0760265650798e-06, "epoch": 0.7018054854016348, "percentage": 70.18, "elapsed_time": "19:28:13", "remaining_time": "8:16:20"} +{"current_steps": 31730, "total_steps": 45204, "loss": 0.2915, "learning_rate": 4.073227379193082e-06, "epoch": 0.7019160930431481, "percentage": 70.19, "elapsed_time": "19:28:22", "remaining_time": "8:16:08"} +{"current_steps": 31735, "total_steps": 45204, "loss": 0.3779, "learning_rate": 4.070428908962301e-06, "epoch": 0.7020267006846613, "percentage": 70.2, "elapsed_time": "19:28:32", "remaining_time": "8:15:57"} +{"current_steps": 31740, "total_steps": 45204, "loss": 0.3507, "learning_rate": 4.067631154725382e-06, "epoch": 0.7021373083261746, "percentage": 70.22, "elapsed_time": "19:28:43", "remaining_time": "8:15:46"} +{"current_steps": 31745, "total_steps": 45204, "loss": 0.4195, "learning_rate": 4.064834116820151e-06, "epoch": 0.7022479159676879, "percentage": 70.23, "elapsed_time": "19:28:55", "remaining_time": "8:15:35"} +{"current_steps": 31750, "total_steps": 45204, "loss": 0.2952, "learning_rate": 4.062037795584348e-06, "epoch": 0.702358523609201, "percentage": 70.24, "elapsed_time": "19:29:06", "remaining_time": "8:15:24"} +{"current_steps": 31755, "total_steps": 45204, "loss": 0.3404, "learning_rate": 4.059242191355628e-06, "epoch": 0.7024691312507143, "percentage": 70.25, "elapsed_time": "19:29:20", "remaining_time": "8:15:14"} +{"current_steps": 31760, "total_steps": 45204, "loss": 0.3129, "learning_rate": 4.0564473044715605e-06, "epoch": 0.7025797388922276, "percentage": 70.26, "elapsed_time": "19:29:30", "remaining_time": "8:15:03"} +{"current_steps": 31765, "total_steps": 45204, "loss": 0.2333, "learning_rate": 4.0536531352696264e-06, "epoch": 0.7026903465337409, "percentage": 70.27, "elapsed_time": "19:29:40", "remaining_time": "8:14:51"} +{"current_steps": 31770, "total_steps": 45204, "loss": 0.4413, "learning_rate": 4.05085968408722e-06, "epoch": 0.7028009541752541, "percentage": 70.28, "elapsed_time": "19:29:52", "remaining_time": "8:14:41"} +{"current_steps": 31775, "total_steps": 45204, "loss": 0.2799, "learning_rate": 4.048066951261652e-06, "epoch": 0.7029115618167674, "percentage": 70.29, "elapsed_time": "19:30:02", "remaining_time": "8:14:29"} +{"current_steps": 31780, "total_steps": 45204, "loss": 0.3156, "learning_rate": 4.045274937130142e-06, "epoch": 0.7030221694582807, "percentage": 70.3, "elapsed_time": "19:30:15", "remaining_time": "8:14:19"} +{"current_steps": 31785, "total_steps": 45204, "loss": 0.3818, "learning_rate": 4.0424836420298245e-06, "epoch": 0.7031327770997939, "percentage": 70.31, "elapsed_time": "19:30:27", "remaining_time": "8:14:08"} +{"current_steps": 31790, "total_steps": 45204, "loss": 0.4597, "learning_rate": 4.039693066297749e-06, "epoch": 0.7032433847413072, "percentage": 70.33, "elapsed_time": "19:30:40", "remaining_time": "8:13:58"} +{"current_steps": 31795, "total_steps": 45204, "loss": 0.2465, "learning_rate": 4.036903210270875e-06, "epoch": 0.7033539923828204, "percentage": 70.34, "elapsed_time": "19:30:51", "remaining_time": "8:13:47"} +{"current_steps": 31800, "total_steps": 45204, "loss": 0.4547, "learning_rate": 4.034114074286079e-06, "epoch": 0.7034646000243336, "percentage": 70.35, "elapsed_time": "19:31:01", "remaining_time": "8:13:36"} +{"current_steps": 31805, "total_steps": 45204, "loss": 0.2691, "learning_rate": 4.031325658680147e-06, "epoch": 0.7035752076658469, "percentage": 70.36, "elapsed_time": "19:31:13", "remaining_time": "8:13:25"} +{"current_steps": 31810, "total_steps": 45204, "loss": 0.3298, "learning_rate": 4.028537963789778e-06, "epoch": 0.7036858153073602, "percentage": 70.37, "elapsed_time": "19:31:25", "remaining_time": "8:13:14"} +{"current_steps": 31815, "total_steps": 45204, "loss": 0.433, "learning_rate": 4.025750989951588e-06, "epoch": 0.7037964229488735, "percentage": 70.38, "elapsed_time": "19:31:36", "remaining_time": "8:13:03"} +{"current_steps": 31820, "total_steps": 45204, "loss": 0.3693, "learning_rate": 4.0229647375021005e-06, "epoch": 0.7039070305903867, "percentage": 70.39, "elapsed_time": "19:31:49", "remaining_time": "8:12:53"} +{"current_steps": 31825, "total_steps": 45204, "loss": 0.3913, "learning_rate": 4.020179206777758e-06, "epoch": 0.7040176382319, "percentage": 70.4, "elapsed_time": "19:32:01", "remaining_time": "8:12:42"} +{"current_steps": 31830, "total_steps": 45204, "loss": 0.2189, "learning_rate": 4.0173943981149086e-06, "epoch": 0.7041282458734133, "percentage": 70.41, "elapsed_time": "19:32:11", "remaining_time": "8:12:31"} +{"current_steps": 31835, "total_steps": 45204, "loss": 0.3039, "learning_rate": 4.014610311849819e-06, "epoch": 0.7042388535149265, "percentage": 70.43, "elapsed_time": "19:32:22", "remaining_time": "8:12:19"} +{"current_steps": 31840, "total_steps": 45204, "loss": 0.4355, "learning_rate": 4.0118269483186676e-06, "epoch": 0.7043494611564398, "percentage": 70.44, "elapsed_time": "19:32:33", "remaining_time": "8:12:09"} +{"current_steps": 31845, "total_steps": 45204, "loss": 0.3225, "learning_rate": 4.009044307857547e-06, "epoch": 0.704460068797953, "percentage": 70.45, "elapsed_time": "19:32:45", "remaining_time": "8:11:58"} +{"current_steps": 31850, "total_steps": 45204, "loss": 0.2733, "learning_rate": 4.0062623908024504e-06, "epoch": 0.7045706764394662, "percentage": 70.46, "elapsed_time": "19:32:55", "remaining_time": "8:11:46"} +{"current_steps": 31855, "total_steps": 45204, "loss": 0.2142, "learning_rate": 4.003481197489303e-06, "epoch": 0.7046812840809795, "percentage": 70.47, "elapsed_time": "19:33:06", "remaining_time": "8:11:35"} +{"current_steps": 31860, "total_steps": 45204, "loss": 0.3689, "learning_rate": 4.000700728253929e-06, "epoch": 0.7047918917224928, "percentage": 70.48, "elapsed_time": "19:33:15", "remaining_time": "8:11:23"} +{"current_steps": 31865, "total_steps": 45204, "loss": 0.427, "learning_rate": 3.997920983432072e-06, "epoch": 0.7049024993640061, "percentage": 70.49, "elapsed_time": "19:33:26", "remaining_time": "8:11:12"} +{"current_steps": 31870, "total_steps": 45204, "loss": 0.4136, "learning_rate": 3.9951419633593825e-06, "epoch": 0.7050131070055193, "percentage": 70.5, "elapsed_time": "19:33:39", "remaining_time": "8:11:02"} +{"current_steps": 31875, "total_steps": 45204, "loss": 0.3634, "learning_rate": 3.9923636683714265e-06, "epoch": 0.7051237146470326, "percentage": 70.51, "elapsed_time": "19:33:52", "remaining_time": "8:10:52"} +{"current_steps": 31880, "total_steps": 45204, "loss": 0.3019, "learning_rate": 3.9895860988036836e-06, "epoch": 0.7052343222885459, "percentage": 70.52, "elapsed_time": "19:34:02", "remaining_time": "8:10:41"} +{"current_steps": 31885, "total_steps": 45204, "loss": 0.1973, "learning_rate": 3.986809254991544e-06, "epoch": 0.7053449299300592, "percentage": 70.54, "elapsed_time": "19:34:11", "remaining_time": "8:10:28"} +{"current_steps": 31890, "total_steps": 45204, "loss": 0.3167, "learning_rate": 3.984033137270311e-06, "epoch": 0.7054555375715723, "percentage": 70.55, "elapsed_time": "19:34:21", "remaining_time": "8:10:17"} +{"current_steps": 31895, "total_steps": 45204, "loss": 0.3393, "learning_rate": 3.981257745975199e-06, "epoch": 0.7055661452130856, "percentage": 70.56, "elapsed_time": "19:34:34", "remaining_time": "8:10:07"} +{"current_steps": 31900, "total_steps": 45204, "loss": 0.451, "learning_rate": 3.978483081441336e-06, "epoch": 0.7056767528545989, "percentage": 70.57, "elapsed_time": "19:34:46", "remaining_time": "8:09:56"} +{"current_steps": 31905, "total_steps": 45204, "loss": 0.2881, "learning_rate": 3.975709144003763e-06, "epoch": 0.7057873604961121, "percentage": 70.58, "elapsed_time": "19:34:57", "remaining_time": "8:09:45"} +{"current_steps": 31910, "total_steps": 45204, "loss": 0.3632, "learning_rate": 3.972935933997431e-06, "epoch": 0.7058979681376254, "percentage": 70.59, "elapsed_time": "19:35:06", "remaining_time": "8:09:33"} +{"current_steps": 31915, "total_steps": 45204, "loss": 0.222, "learning_rate": 3.9701634517572045e-06, "epoch": 0.7060085757791387, "percentage": 70.6, "elapsed_time": "19:35:17", "remaining_time": "8:09:22"} +{"current_steps": 31920, "total_steps": 45204, "loss": 0.2581, "learning_rate": 3.967391697617858e-06, "epoch": 0.7061191834206519, "percentage": 70.61, "elapsed_time": "19:35:31", "remaining_time": "8:09:12"} +{"current_steps": 31925, "total_steps": 45204, "loss": 0.3164, "learning_rate": 3.9646206719140835e-06, "epoch": 0.7062297910621652, "percentage": 70.62, "elapsed_time": "19:35:44", "remaining_time": "8:09:02"} +{"current_steps": 31930, "total_steps": 45204, "loss": 0.2817, "learning_rate": 3.9618503749804795e-06, "epoch": 0.7063403987036785, "percentage": 70.64, "elapsed_time": "19:35:54", "remaining_time": "8:08:50"} +{"current_steps": 31935, "total_steps": 45204, "loss": 0.3654, "learning_rate": 3.959080807151557e-06, "epoch": 0.7064510063451918, "percentage": 70.65, "elapsed_time": "19:36:03", "remaining_time": "8:08:39"} +{"current_steps": 31940, "total_steps": 45204, "loss": 0.368, "learning_rate": 3.956311968761744e-06, "epoch": 0.7065616139867049, "percentage": 70.66, "elapsed_time": "19:36:15", "remaining_time": "8:08:28"} +{"current_steps": 31945, "total_steps": 45204, "loss": 0.4044, "learning_rate": 3.953543860145378e-06, "epoch": 0.7066722216282182, "percentage": 70.67, "elapsed_time": "19:36:26", "remaining_time": "8:08:17"} +{"current_steps": 31950, "total_steps": 45204, "loss": 0.3614, "learning_rate": 3.950776481636698e-06, "epoch": 0.7067828292697315, "percentage": 70.68, "elapsed_time": "19:36:37", "remaining_time": "8:08:06"} +{"current_steps": 31955, "total_steps": 45204, "loss": 0.2959, "learning_rate": 3.9480098335698725e-06, "epoch": 0.7068934369112447, "percentage": 70.69, "elapsed_time": "19:36:48", "remaining_time": "8:07:55"} +{"current_steps": 31960, "total_steps": 45204, "loss": 0.3042, "learning_rate": 3.9452439162789716e-06, "epoch": 0.707004044552758, "percentage": 70.7, "elapsed_time": "19:37:00", "remaining_time": "8:07:44"} +{"current_steps": 31965, "total_steps": 45204, "loss": 0.3301, "learning_rate": 3.9424787300979785e-06, "epoch": 0.7071146521942713, "percentage": 70.71, "elapsed_time": "19:37:09", "remaining_time": "8:07:32"} +{"current_steps": 31970, "total_steps": 45204, "loss": 0.3336, "learning_rate": 3.939714275360789e-06, "epoch": 0.7072252598357845, "percentage": 70.72, "elapsed_time": "19:37:21", "remaining_time": "8:07:22"} +{"current_steps": 31975, "total_steps": 45204, "loss": 0.3145, "learning_rate": 3.93695055240121e-06, "epoch": 0.7073358674772978, "percentage": 70.73, "elapsed_time": "19:37:34", "remaining_time": "8:07:11"} +{"current_steps": 31980, "total_steps": 45204, "loss": 0.4152, "learning_rate": 3.9341875615529605e-06, "epoch": 0.7074464751188111, "percentage": 70.75, "elapsed_time": "19:37:46", "remaining_time": "8:07:01"} +{"current_steps": 31985, "total_steps": 45204, "loss": 0.3319, "learning_rate": 3.931425303149668e-06, "epoch": 0.7075570827603243, "percentage": 70.76, "elapsed_time": "19:37:58", "remaining_time": "8:06:50"} +{"current_steps": 31990, "total_steps": 45204, "loss": 0.3717, "learning_rate": 3.92866377752488e-06, "epoch": 0.7076676904018375, "percentage": 70.77, "elapsed_time": "19:38:07", "remaining_time": "8:06:38"} +{"current_steps": 31995, "total_steps": 45204, "loss": 0.3658, "learning_rate": 3.925902985012043e-06, "epoch": 0.7077782980433508, "percentage": 70.78, "elapsed_time": "19:38:19", "remaining_time": "8:06:27"} +{"current_steps": 32000, "total_steps": 45204, "loss": 0.3174, "learning_rate": 3.923142925944528e-06, "epoch": 0.7078889056848641, "percentage": 70.79, "elapsed_time": "19:38:30", "remaining_time": "8:06:16"} +{"current_steps": 32005, "total_steps": 45204, "loss": 0.349, "learning_rate": 3.920383600655607e-06, "epoch": 0.7079995133263773, "percentage": 70.8, "elapsed_time": "19:38:43", "remaining_time": "8:06:06"} +{"current_steps": 32010, "total_steps": 45204, "loss": 0.2689, "learning_rate": 3.917625009478469e-06, "epoch": 0.7081101209678906, "percentage": 70.81, "elapsed_time": "19:38:55", "remaining_time": "8:05:56"} +{"current_steps": 32015, "total_steps": 45204, "loss": 0.2135, "learning_rate": 3.914867152746215e-06, "epoch": 0.7082207286094039, "percentage": 70.82, "elapsed_time": "19:39:06", "remaining_time": "8:05:44"} +{"current_steps": 32020, "total_steps": 45204, "loss": 0.2991, "learning_rate": 3.9121100307918525e-06, "epoch": 0.7083313362509172, "percentage": 70.83, "elapsed_time": "19:39:16", "remaining_time": "8:05:33"} +{"current_steps": 32025, "total_steps": 45204, "loss": 0.2871, "learning_rate": 3.909353643948304e-06, "epoch": 0.7084419438924304, "percentage": 70.85, "elapsed_time": "19:39:28", "remaining_time": "8:05:22"} +{"current_steps": 32030, "total_steps": 45204, "loss": 0.3395, "learning_rate": 3.906597992548403e-06, "epoch": 0.7085525515339436, "percentage": 70.86, "elapsed_time": "19:39:39", "remaining_time": "8:05:11"} +{"current_steps": 32035, "total_steps": 45204, "loss": 0.2365, "learning_rate": 3.903843076924893e-06, "epoch": 0.7086631591754569, "percentage": 70.87, "elapsed_time": "19:39:50", "remaining_time": "8:05:00"} +{"current_steps": 32040, "total_steps": 45204, "loss": 0.2961, "learning_rate": 3.901088897410429e-06, "epoch": 0.7087737668169701, "percentage": 70.88, "elapsed_time": "19:40:01", "remaining_time": "8:04:49"} +{"current_steps": 32045, "total_steps": 45204, "loss": 0.1879, "learning_rate": 3.898335454337579e-06, "epoch": 0.7088843744584834, "percentage": 70.89, "elapsed_time": "19:40:10", "remaining_time": "8:04:37"} +{"current_steps": 32050, "total_steps": 45204, "loss": 0.2734, "learning_rate": 3.895582748038816e-06, "epoch": 0.7089949820999967, "percentage": 70.9, "elapsed_time": "19:40:19", "remaining_time": "8:04:25"} +{"current_steps": 32055, "total_steps": 45204, "loss": 0.4085, "learning_rate": 3.892830778846535e-06, "epoch": 0.70910558974151, "percentage": 70.91, "elapsed_time": "19:40:31", "remaining_time": "8:04:15"} +{"current_steps": 32060, "total_steps": 45204, "loss": 0.4074, "learning_rate": 3.890079547093033e-06, "epoch": 0.7092161973830232, "percentage": 70.92, "elapsed_time": "19:40:42", "remaining_time": "8:04:04"} +{"current_steps": 32065, "total_steps": 45204, "loss": 0.2555, "learning_rate": 3.8873290531105135e-06, "epoch": 0.7093268050245365, "percentage": 70.93, "elapsed_time": "19:40:52", "remaining_time": "8:03:52"} +{"current_steps": 32070, "total_steps": 45204, "loss": 0.4039, "learning_rate": 3.884579297231107e-06, "epoch": 0.7094374126660498, "percentage": 70.95, "elapsed_time": "19:41:03", "remaining_time": "8:03:41"} +{"current_steps": 32075, "total_steps": 45204, "loss": 0.3265, "learning_rate": 3.881830279786841e-06, "epoch": 0.709548020307563, "percentage": 70.96, "elapsed_time": "19:41:14", "remaining_time": "8:03:30"} +{"current_steps": 32080, "total_steps": 45204, "loss": 0.4244, "learning_rate": 3.879082001109661e-06, "epoch": 0.7096586279490762, "percentage": 70.97, "elapsed_time": "19:41:25", "remaining_time": "8:03:19"} +{"current_steps": 32085, "total_steps": 45204, "loss": 0.2765, "learning_rate": 3.876334461531419e-06, "epoch": 0.7097692355905895, "percentage": 70.98, "elapsed_time": "19:41:35", "remaining_time": "8:03:08"} +{"current_steps": 32090, "total_steps": 45204, "loss": 0.3421, "learning_rate": 3.873587661383879e-06, "epoch": 0.7098798432321027, "percentage": 70.99, "elapsed_time": "19:41:48", "remaining_time": "8:02:57"} +{"current_steps": 32095, "total_steps": 45204, "loss": 0.3096, "learning_rate": 3.870841600998719e-06, "epoch": 0.709990450873616, "percentage": 71.0, "elapsed_time": "19:41:57", "remaining_time": "8:02:45"} +{"current_steps": 32100, "total_steps": 45204, "loss": 0.1786, "learning_rate": 3.868096280707523e-06, "epoch": 0.7101010585151293, "percentage": 71.01, "elapsed_time": "19:42:06", "remaining_time": "8:02:33"} +{"current_steps": 32105, "total_steps": 45204, "loss": 0.4072, "learning_rate": 3.865351700841787e-06, "epoch": 0.7102116661566426, "percentage": 71.02, "elapsed_time": "19:42:15", "remaining_time": "8:02:22"} +{"current_steps": 32110, "total_steps": 45204, "loss": 0.388, "learning_rate": 3.8626078617329195e-06, "epoch": 0.7103222737981558, "percentage": 71.03, "elapsed_time": "19:42:28", "remaining_time": "8:02:11"} +{"current_steps": 32115, "total_steps": 45204, "loss": 0.3162, "learning_rate": 3.859864763712238e-06, "epoch": 0.7104328814396691, "percentage": 71.04, "elapsed_time": "19:42:39", "remaining_time": "8:02:00"} +{"current_steps": 32120, "total_steps": 45204, "loss": 0.2709, "learning_rate": 3.85712240711097e-06, "epoch": 0.7105434890811824, "percentage": 71.06, "elapsed_time": "19:42:51", "remaining_time": "8:01:49"} +{"current_steps": 32125, "total_steps": 45204, "loss": 0.3419, "learning_rate": 3.854380792260255e-06, "epoch": 0.7106540967226955, "percentage": 71.07, "elapsed_time": "19:43:03", "remaining_time": "8:01:39"} +{"current_steps": 32130, "total_steps": 45204, "loss": 0.3119, "learning_rate": 3.851639919491141e-06, "epoch": 0.7107647043642088, "percentage": 71.08, "elapsed_time": "19:43:13", "remaining_time": "8:01:28"} +{"current_steps": 32135, "total_steps": 45204, "loss": 0.3549, "learning_rate": 3.848899789134589e-06, "epoch": 0.7108753120057221, "percentage": 71.09, "elapsed_time": "19:43:26", "remaining_time": "8:01:17"} +{"current_steps": 32140, "total_steps": 45204, "loss": 0.2834, "learning_rate": 3.846160401521469e-06, "epoch": 0.7109859196472353, "percentage": 71.1, "elapsed_time": "19:43:36", "remaining_time": "8:01:06"} +{"current_steps": 32145, "total_steps": 45204, "loss": 0.2982, "learning_rate": 3.843421756982558e-06, "epoch": 0.7110965272887486, "percentage": 71.11, "elapsed_time": "19:43:47", "remaining_time": "8:00:55"} +{"current_steps": 32150, "total_steps": 45204, "loss": 0.3573, "learning_rate": 3.840683855848551e-06, "epoch": 0.7112071349302619, "percentage": 71.12, "elapsed_time": "19:43:59", "remaining_time": "8:00:44"} +{"current_steps": 32155, "total_steps": 45204, "loss": 0.4007, "learning_rate": 3.837946698450045e-06, "epoch": 0.7113177425717752, "percentage": 71.13, "elapsed_time": "19:44:09", "remaining_time": "8:00:32"} +{"current_steps": 32160, "total_steps": 45204, "loss": 0.2954, "learning_rate": 3.835210285117556e-06, "epoch": 0.7114283502132884, "percentage": 71.14, "elapsed_time": "19:44:20", "remaining_time": "8:00:21"} +{"current_steps": 32165, "total_steps": 45204, "loss": 0.3184, "learning_rate": 3.832474616181495e-06, "epoch": 0.7115389578548017, "percentage": 71.16, "elapsed_time": "19:44:31", "remaining_time": "8:00:10"} +{"current_steps": 32170, "total_steps": 45204, "loss": 0.364, "learning_rate": 3.829739691972204e-06, "epoch": 0.711649565496315, "percentage": 71.17, "elapsed_time": "19:44:43", "remaining_time": "8:00:00"} +{"current_steps": 32175, "total_steps": 45204, "loss": 0.3349, "learning_rate": 3.827005512819919e-06, "epoch": 0.7117601731378281, "percentage": 71.18, "elapsed_time": "19:44:54", "remaining_time": "7:59:49"} +{"current_steps": 32180, "total_steps": 45204, "loss": 0.3041, "learning_rate": 3.824272079054793e-06, "epoch": 0.7118707807793414, "percentage": 71.19, "elapsed_time": "19:45:06", "remaining_time": "7:59:38"} +{"current_steps": 32185, "total_steps": 45204, "loss": 0.3145, "learning_rate": 3.8215393910068856e-06, "epoch": 0.7119813884208547, "percentage": 71.2, "elapsed_time": "19:45:17", "remaining_time": "7:59:27"} +{"current_steps": 32190, "total_steps": 45204, "loss": 0.3935, "learning_rate": 3.81880744900617e-06, "epoch": 0.712091996062368, "percentage": 71.21, "elapsed_time": "19:45:28", "remaining_time": "7:59:16"} +{"current_steps": 32195, "total_steps": 45204, "loss": 0.2327, "learning_rate": 3.816076253382524e-06, "epoch": 0.7122026037038812, "percentage": 71.22, "elapsed_time": "19:45:39", "remaining_time": "7:59:05"} +{"current_steps": 32200, "total_steps": 45204, "loss": 0.2905, "learning_rate": 3.8133458044657433e-06, "epoch": 0.7123132113453945, "percentage": 71.23, "elapsed_time": "19:45:51", "remaining_time": "7:58:54"} +{"current_steps": 32205, "total_steps": 45204, "loss": 0.3291, "learning_rate": 3.810616102585526e-06, "epoch": 0.7124238189869078, "percentage": 71.24, "elapsed_time": "19:46:03", "remaining_time": "7:58:43"} +{"current_steps": 32210, "total_steps": 45204, "loss": 0.3063, "learning_rate": 3.807887148071482e-06, "epoch": 0.712534426628421, "percentage": 71.25, "elapsed_time": "19:46:12", "remaining_time": "7:58:32"} +{"current_steps": 32215, "total_steps": 45204, "loss": 0.3864, "learning_rate": 3.805158941253134e-06, "epoch": 0.7126450342699343, "percentage": 71.27, "elapsed_time": "19:46:23", "remaining_time": "7:58:21"} +{"current_steps": 32220, "total_steps": 45204, "loss": 0.4218, "learning_rate": 3.8024314824599095e-06, "epoch": 0.7127556419114475, "percentage": 71.28, "elapsed_time": "19:46:38", "remaining_time": "7:58:11"} +{"current_steps": 32225, "total_steps": 45204, "loss": 0.2993, "learning_rate": 3.799704772021151e-06, "epoch": 0.7128662495529607, "percentage": 71.29, "elapsed_time": "19:46:49", "remaining_time": "7:58:00"} +{"current_steps": 32230, "total_steps": 45204, "loss": 0.413, "learning_rate": 3.7969788102661067e-06, "epoch": 0.712976857194474, "percentage": 71.3, "elapsed_time": "19:47:01", "remaining_time": "7:57:49"} +{"current_steps": 32235, "total_steps": 45204, "loss": 0.2992, "learning_rate": 3.7942535975239347e-06, "epoch": 0.7130874648359873, "percentage": 71.31, "elapsed_time": "19:47:11", "remaining_time": "7:57:38"} +{"current_steps": 32240, "total_steps": 45204, "loss": 0.4827, "learning_rate": 3.791529134123705e-06, "epoch": 0.7131980724775006, "percentage": 71.32, "elapsed_time": "19:47:24", "remaining_time": "7:57:27"} +{"current_steps": 32245, "total_steps": 45204, "loss": 0.4642, "learning_rate": 3.788805420394395e-06, "epoch": 0.7133086801190138, "percentage": 71.33, "elapsed_time": "19:47:34", "remaining_time": "7:57:16"} +{"current_steps": 32250, "total_steps": 45204, "loss": 0.3536, "learning_rate": 3.786082456664891e-06, "epoch": 0.7134192877605271, "percentage": 71.34, "elapsed_time": "19:47:46", "remaining_time": "7:57:05"} +{"current_steps": 32255, "total_steps": 45204, "loss": 0.2403, "learning_rate": 3.783360243263994e-06, "epoch": 0.7135298954020404, "percentage": 71.35, "elapsed_time": "19:47:56", "remaining_time": "7:56:54"} +{"current_steps": 32260, "total_steps": 45204, "loss": 0.3938, "learning_rate": 3.780638780520406e-06, "epoch": 0.7136405030435536, "percentage": 71.37, "elapsed_time": "19:48:08", "remaining_time": "7:56:43"} +{"current_steps": 32265, "total_steps": 45204, "loss": 0.2647, "learning_rate": 3.7779180687627457e-06, "epoch": 0.7137511106850669, "percentage": 71.38, "elapsed_time": "19:48:18", "remaining_time": "7:56:32"} +{"current_steps": 32270, "total_steps": 45204, "loss": 0.3512, "learning_rate": 3.7751981083195366e-06, "epoch": 0.7138617183265801, "percentage": 71.39, "elapsed_time": "19:48:29", "remaining_time": "7:56:21"} +{"current_steps": 32275, "total_steps": 45204, "loss": 0.3692, "learning_rate": 3.7724788995192173e-06, "epoch": 0.7139723259680933, "percentage": 71.4, "elapsed_time": "19:48:41", "remaining_time": "7:56:10"} +{"current_steps": 32280, "total_steps": 45204, "loss": 0.3882, "learning_rate": 3.769760442690121e-06, "epoch": 0.7140829336096066, "percentage": 71.41, "elapsed_time": "19:48:53", "remaining_time": "7:55:59"} +{"current_steps": 32285, "total_steps": 45204, "loss": 0.3281, "learning_rate": 3.7670427381605114e-06, "epoch": 0.7141935412511199, "percentage": 71.42, "elapsed_time": "19:49:06", "remaining_time": "7:55:49"} +{"current_steps": 32290, "total_steps": 45204, "loss": 0.3037, "learning_rate": 3.7643257862585456e-06, "epoch": 0.7143041488926332, "percentage": 71.43, "elapsed_time": "19:49:16", "remaining_time": "7:55:38"} +{"current_steps": 32295, "total_steps": 45204, "loss": 0.1924, "learning_rate": 3.761609587312295e-06, "epoch": 0.7144147565341464, "percentage": 71.44, "elapsed_time": "19:49:26", "remaining_time": "7:55:26"} +{"current_steps": 32300, "total_steps": 45204, "loss": 0.216, "learning_rate": 3.7588941416497403e-06, "epoch": 0.7145253641756597, "percentage": 71.45, "elapsed_time": "19:49:35", "remaining_time": "7:55:14"} +{"current_steps": 32305, "total_steps": 45204, "loss": 0.2563, "learning_rate": 3.7561794495987714e-06, "epoch": 0.714635971817173, "percentage": 71.46, "elapsed_time": "19:49:46", "remaining_time": "7:55:03"} +{"current_steps": 32310, "total_steps": 45204, "loss": 0.4043, "learning_rate": 3.7534655114871855e-06, "epoch": 0.7147465794586862, "percentage": 71.48, "elapsed_time": "19:50:00", "remaining_time": "7:54:53"} +{"current_steps": 32315, "total_steps": 45204, "loss": 0.4373, "learning_rate": 3.7507523276426906e-06, "epoch": 0.7148571871001994, "percentage": 71.49, "elapsed_time": "19:50:14", "remaining_time": "7:54:44"} +{"current_steps": 32320, "total_steps": 45204, "loss": 0.3074, "learning_rate": 3.7480398983929014e-06, "epoch": 0.7149677947417127, "percentage": 71.5, "elapsed_time": "19:50:27", "remaining_time": "7:54:33"} +{"current_steps": 32325, "total_steps": 45204, "loss": 0.3695, "learning_rate": 3.7453282240653434e-06, "epoch": 0.715078402383226, "percentage": 71.51, "elapsed_time": "19:50:38", "remaining_time": "7:54:22"} +{"current_steps": 32330, "total_steps": 45204, "loss": 0.3563, "learning_rate": 3.7426173049874516e-06, "epoch": 0.7151890100247392, "percentage": 71.52, "elapsed_time": "19:50:48", "remaining_time": "7:54:11"} +{"current_steps": 32335, "total_steps": 45204, "loss": 0.2672, "learning_rate": 3.739907141486566e-06, "epoch": 0.7152996176662525, "percentage": 71.53, "elapsed_time": "19:50:58", "remaining_time": "7:53:59"} +{"current_steps": 32340, "total_steps": 45204, "loss": 0.4035, "learning_rate": 3.7371977338899425e-06, "epoch": 0.7154102253077658, "percentage": 71.54, "elapsed_time": "19:51:10", "remaining_time": "7:53:49"} +{"current_steps": 32345, "total_steps": 45204, "loss": 0.344, "learning_rate": 3.734489082524736e-06, "epoch": 0.715520832949279, "percentage": 71.55, "elapsed_time": "19:51:20", "remaining_time": "7:53:37"} +{"current_steps": 32350, "total_steps": 45204, "loss": 0.2836, "learning_rate": 3.7317811877180197e-06, "epoch": 0.7156314405907923, "percentage": 71.56, "elapsed_time": "19:51:30", "remaining_time": "7:53:26"} +{"current_steps": 32355, "total_steps": 45204, "loss": 0.2605, "learning_rate": 3.729074049796768e-06, "epoch": 0.7157420482323056, "percentage": 71.58, "elapsed_time": "19:51:41", "remaining_time": "7:53:15"} +{"current_steps": 32360, "total_steps": 45204, "loss": 0.3385, "learning_rate": 3.726367669087868e-06, "epoch": 0.7158526558738189, "percentage": 71.59, "elapsed_time": "19:51:53", "remaining_time": "7:53:04"} +{"current_steps": 32365, "total_steps": 45204, "loss": 0.3693, "learning_rate": 3.723662045918115e-06, "epoch": 0.715963263515332, "percentage": 71.6, "elapsed_time": "19:52:05", "remaining_time": "7:52:53"} +{"current_steps": 32370, "total_steps": 45204, "loss": 0.3949, "learning_rate": 3.720957180614212e-06, "epoch": 0.7160738711568453, "percentage": 71.61, "elapsed_time": "19:52:15", "remaining_time": "7:52:42"} +{"current_steps": 32375, "total_steps": 45204, "loss": 0.3807, "learning_rate": 3.7182530735027733e-06, "epoch": 0.7161844787983586, "percentage": 71.62, "elapsed_time": "19:52:25", "remaining_time": "7:52:30"} +{"current_steps": 32380, "total_steps": 45204, "loss": 0.3743, "learning_rate": 3.715549724910309e-06, "epoch": 0.7162950864398718, "percentage": 71.63, "elapsed_time": "19:52:37", "remaining_time": "7:52:19"} +{"current_steps": 32385, "total_steps": 45204, "loss": 0.2481, "learning_rate": 3.712847135163258e-06, "epoch": 0.7164056940813851, "percentage": 71.64, "elapsed_time": "19:52:48", "remaining_time": "7:52:09"} +{"current_steps": 32390, "total_steps": 45204, "loss": 0.2202, "learning_rate": 3.7101453045879534e-06, "epoch": 0.7165163017228984, "percentage": 71.65, "elapsed_time": "19:52:58", "remaining_time": "7:51:57"} +{"current_steps": 32395, "total_steps": 45204, "loss": 0.3684, "learning_rate": 3.7074442335106407e-06, "epoch": 0.7166269093644116, "percentage": 71.66, "elapsed_time": "19:53:10", "remaining_time": "7:51:46"} +{"current_steps": 32400, "total_steps": 45204, "loss": 0.3299, "learning_rate": 3.704743922257473e-06, "epoch": 0.7167375170059249, "percentage": 71.68, "elapsed_time": "19:53:20", "remaining_time": "7:51:35"} +{"current_steps": 32405, "total_steps": 45204, "loss": 0.3307, "learning_rate": 3.702044371154514e-06, "epoch": 0.7168481246474382, "percentage": 71.69, "elapsed_time": "19:53:31", "remaining_time": "7:51:24"} +{"current_steps": 32410, "total_steps": 45204, "loss": 0.3898, "learning_rate": 3.6993455805277312e-06, "epoch": 0.7169587322889514, "percentage": 71.7, "elapsed_time": "19:53:42", "remaining_time": "7:51:13"} +{"current_steps": 32415, "total_steps": 45204, "loss": 0.3832, "learning_rate": 3.6966475507030033e-06, "epoch": 0.7170693399304646, "percentage": 71.71, "elapsed_time": "19:53:52", "remaining_time": "7:51:01"} +{"current_steps": 32420, "total_steps": 45204, "loss": 0.3697, "learning_rate": 3.693950282006117e-06, "epoch": 0.7171799475719779, "percentage": 71.72, "elapsed_time": "19:54:04", "remaining_time": "7:50:51"} +{"current_steps": 32425, "total_steps": 45204, "loss": 0.2987, "learning_rate": 3.6912537747627662e-06, "epoch": 0.7172905552134912, "percentage": 71.73, "elapsed_time": "19:54:15", "remaining_time": "7:50:39"} +{"current_steps": 32430, "total_steps": 45204, "loss": 0.2364, "learning_rate": 3.6885580292985544e-06, "epoch": 0.7174011628550044, "percentage": 71.74, "elapsed_time": "19:54:28", "remaining_time": "7:50:29"} +{"current_steps": 32435, "total_steps": 45204, "loss": 0.4131, "learning_rate": 3.685863045938991e-06, "epoch": 0.7175117704965177, "percentage": 71.75, "elapsed_time": "19:54:39", "remaining_time": "7:50:18"} +{"current_steps": 32440, "total_steps": 45204, "loss": 0.2591, "learning_rate": 3.6831688250094944e-06, "epoch": 0.717622378138031, "percentage": 71.76, "elapsed_time": "19:54:50", "remaining_time": "7:50:07"} +{"current_steps": 32445, "total_steps": 45204, "loss": 0.2618, "learning_rate": 3.680475366835391e-06, "epoch": 0.7177329857795443, "percentage": 71.77, "elapsed_time": "19:54:59", "remaining_time": "7:49:56"} +{"current_steps": 32450, "total_steps": 45204, "loss": 0.3975, "learning_rate": 3.677782671741915e-06, "epoch": 0.7178435934210575, "percentage": 71.79, "elapsed_time": "19:55:12", "remaining_time": "7:49:45"} +{"current_steps": 32455, "total_steps": 45204, "loss": 0.3229, "learning_rate": 3.67509074005421e-06, "epoch": 0.7179542010625708, "percentage": 71.8, "elapsed_time": "19:55:24", "remaining_time": "7:49:34"} +{"current_steps": 32460, "total_steps": 45204, "loss": 0.5931, "learning_rate": 3.6723995720973236e-06, "epoch": 0.718064808704084, "percentage": 71.81, "elapsed_time": "19:55:37", "remaining_time": "7:49:24"} +{"current_steps": 32465, "total_steps": 45204, "loss": 0.4137, "learning_rate": 3.6697091681962148e-06, "epoch": 0.7181754163455972, "percentage": 71.82, "elapsed_time": "19:55:47", "remaining_time": "7:49:13"} +{"current_steps": 32470, "total_steps": 45204, "loss": 0.4398, "learning_rate": 3.6670195286757492e-06, "epoch": 0.7182860239871105, "percentage": 71.83, "elapsed_time": "19:55:57", "remaining_time": "7:49:01"} +{"current_steps": 32475, "total_steps": 45204, "loss": 0.452, "learning_rate": 3.664330653860698e-06, "epoch": 0.7183966316286238, "percentage": 71.84, "elapsed_time": "19:56:06", "remaining_time": "7:48:49"} +{"current_steps": 32480, "total_steps": 45204, "loss": 0.2766, "learning_rate": 3.6616425440757455e-06, "epoch": 0.718507239270137, "percentage": 71.85, "elapsed_time": "19:56:15", "remaining_time": "7:48:38"} +{"current_steps": 32485, "total_steps": 45204, "loss": 0.3372, "learning_rate": 3.658955199645476e-06, "epoch": 0.7186178469116503, "percentage": 71.86, "elapsed_time": "19:56:24", "remaining_time": "7:48:26"} +{"current_steps": 32490, "total_steps": 45204, "loss": 0.3107, "learning_rate": 3.656268620894392e-06, "epoch": 0.7187284545531636, "percentage": 71.87, "elapsed_time": "19:56:36", "remaining_time": "7:48:15"} +{"current_steps": 32495, "total_steps": 45204, "loss": 0.339, "learning_rate": 3.653582808146886e-06, "epoch": 0.7188390621946769, "percentage": 71.89, "elapsed_time": "19:56:46", "remaining_time": "7:48:04"} +{"current_steps": 32500, "total_steps": 45204, "loss": 0.3697, "learning_rate": 3.650897761727279e-06, "epoch": 0.7189496698361901, "percentage": 71.9, "elapsed_time": "19:56:58", "remaining_time": "7:47:53"} +{"current_steps": 32505, "total_steps": 45204, "loss": 0.3343, "learning_rate": 3.648213481959787e-06, "epoch": 0.7190602774777033, "percentage": 71.91, "elapsed_time": "19:57:09", "remaining_time": "7:47:42"} +{"current_steps": 32510, "total_steps": 45204, "loss": 0.3218, "learning_rate": 3.645529969168534e-06, "epoch": 0.7191708851192166, "percentage": 71.92, "elapsed_time": "19:57:20", "remaining_time": "7:47:31"} +{"current_steps": 32515, "total_steps": 45204, "loss": 0.3315, "learning_rate": 3.6428472236775548e-06, "epoch": 0.7192814927607298, "percentage": 71.93, "elapsed_time": "19:57:32", "remaining_time": "7:47:20"} +{"current_steps": 32520, "total_steps": 45204, "loss": 0.3334, "learning_rate": 3.6401652458107896e-06, "epoch": 0.7193921004022431, "percentage": 71.94, "elapsed_time": "19:57:40", "remaining_time": "7:47:08"} +{"current_steps": 32525, "total_steps": 45204, "loss": 0.2713, "learning_rate": 3.637484035892087e-06, "epoch": 0.7195027080437564, "percentage": 71.95, "elapsed_time": "19:57:50", "remaining_time": "7:46:56"} +{"current_steps": 32530, "total_steps": 45204, "loss": 0.4003, "learning_rate": 3.634803594245201e-06, "epoch": 0.7196133156852696, "percentage": 71.96, "elapsed_time": "19:58:02", "remaining_time": "7:46:46"} +{"current_steps": 32535, "total_steps": 45204, "loss": 0.3569, "learning_rate": 3.6321239211937954e-06, "epoch": 0.7197239233267829, "percentage": 71.97, "elapsed_time": "19:58:13", "remaining_time": "7:46:35"} +{"current_steps": 32540, "total_steps": 45204, "loss": 0.2181, "learning_rate": 3.6294450170614404e-06, "epoch": 0.7198345309682962, "percentage": 71.98, "elapsed_time": "19:58:23", "remaining_time": "7:46:23"} +{"current_steps": 32545, "total_steps": 45204, "loss": 0.5422, "learning_rate": 3.6267668821716107e-06, "epoch": 0.7199451386098095, "percentage": 72.0, "elapsed_time": "19:58:37", "remaining_time": "7:46:13"} +{"current_steps": 32550, "total_steps": 45204, "loss": 0.1665, "learning_rate": 3.624089516847691e-06, "epoch": 0.7200557462513227, "percentage": 72.01, "elapsed_time": "19:58:46", "remaining_time": "7:46:01"} +{"current_steps": 32555, "total_steps": 45204, "loss": 0.4361, "learning_rate": 3.6214129214129734e-06, "epoch": 0.7201663538928359, "percentage": 72.02, "elapsed_time": "19:58:58", "remaining_time": "7:45:51"} +{"current_steps": 32560, "total_steps": 45204, "loss": 0.3031, "learning_rate": 3.6187370961906553e-06, "epoch": 0.7202769615343492, "percentage": 72.03, "elapsed_time": "19:59:07", "remaining_time": "7:45:39"} +{"current_steps": 32565, "total_steps": 45204, "loss": 0.3037, "learning_rate": 3.6160620415038417e-06, "epoch": 0.7203875691758624, "percentage": 72.04, "elapsed_time": "19:59:18", "remaining_time": "7:45:28"} +{"current_steps": 32570, "total_steps": 45204, "loss": 0.4213, "learning_rate": 3.613387757675545e-06, "epoch": 0.7204981768173757, "percentage": 72.05, "elapsed_time": "19:59:32", "remaining_time": "7:45:18"} +{"current_steps": 32575, "total_steps": 45204, "loss": 0.3905, "learning_rate": 3.6107142450286826e-06, "epoch": 0.720608784458889, "percentage": 72.06, "elapsed_time": "19:59:44", "remaining_time": "7:45:07"} +{"current_steps": 32580, "total_steps": 45204, "loss": 0.3423, "learning_rate": 3.6080415038860828e-06, "epoch": 0.7207193921004023, "percentage": 72.07, "elapsed_time": "19:59:56", "remaining_time": "7:44:57"} +{"current_steps": 32585, "total_steps": 45204, "loss": 0.2988, "learning_rate": 3.6053695345704763e-06, "epoch": 0.7208299997419155, "percentage": 72.08, "elapsed_time": "20:00:07", "remaining_time": "7:44:45"} +{"current_steps": 32590, "total_steps": 45204, "loss": 0.22, "learning_rate": 3.6026983374045066e-06, "epoch": 0.7209406073834288, "percentage": 72.1, "elapsed_time": "20:00:16", "remaining_time": "7:44:33"} +{"current_steps": 32595, "total_steps": 45204, "loss": 0.4278, "learning_rate": 3.6000279127107096e-06, "epoch": 0.7210512150249421, "percentage": 72.11, "elapsed_time": "20:00:29", "remaining_time": "7:44:23"} +{"current_steps": 32600, "total_steps": 45204, "loss": 0.2271, "learning_rate": 3.597358260811549e-06, "epoch": 0.7211618226664552, "percentage": 72.12, "elapsed_time": "20:00:38", "remaining_time": "7:44:12"} +{"current_steps": 32605, "total_steps": 45204, "loss": 0.3112, "learning_rate": 3.594689382029384e-06, "epoch": 0.7212724303079685, "percentage": 72.13, "elapsed_time": "20:00:48", "remaining_time": "7:44:00"} +{"current_steps": 32610, "total_steps": 45204, "loss": 0.2548, "learning_rate": 3.5920212766864704e-06, "epoch": 0.7213830379494818, "percentage": 72.14, "elapsed_time": "20:00:58", "remaining_time": "7:43:49"} +{"current_steps": 32615, "total_steps": 45204, "loss": 0.2013, "learning_rate": 3.589353945104992e-06, "epoch": 0.721493645590995, "percentage": 72.15, "elapsed_time": "20:01:08", "remaining_time": "7:43:37"} +{"current_steps": 32620, "total_steps": 45204, "loss": 0.3971, "learning_rate": 3.5866873876070253e-06, "epoch": 0.7216042532325083, "percentage": 72.16, "elapsed_time": "20:01:18", "remaining_time": "7:43:26"} +{"current_steps": 32625, "total_steps": 45204, "loss": 0.3507, "learning_rate": 3.584021604514554e-06, "epoch": 0.7217148608740216, "percentage": 72.17, "elapsed_time": "20:01:27", "remaining_time": "7:43:14"} +{"current_steps": 32630, "total_steps": 45204, "loss": 0.3406, "learning_rate": 3.5813565961494723e-06, "epoch": 0.7218254685155349, "percentage": 72.18, "elapsed_time": "20:01:40", "remaining_time": "7:43:03"} +{"current_steps": 32635, "total_steps": 45204, "loss": 0.3555, "learning_rate": 3.578692362833579e-06, "epoch": 0.7219360761570481, "percentage": 72.19, "elapsed_time": "20:01:51", "remaining_time": "7:42:52"} +{"current_steps": 32640, "total_steps": 45204, "loss": 0.4008, "learning_rate": 3.57602890488858e-06, "epoch": 0.7220466837985614, "percentage": 72.21, "elapsed_time": "20:02:02", "remaining_time": "7:42:41"} +{"current_steps": 32645, "total_steps": 45204, "loss": 0.4581, "learning_rate": 3.5733662226360854e-06, "epoch": 0.7221572914400747, "percentage": 72.22, "elapsed_time": "20:02:16", "remaining_time": "7:42:31"} +{"current_steps": 32650, "total_steps": 45204, "loss": 0.2729, "learning_rate": 3.570704316397614e-06, "epoch": 0.7222678990815878, "percentage": 72.23, "elapsed_time": "20:02:26", "remaining_time": "7:42:20"} +{"current_steps": 32655, "total_steps": 45204, "loss": 0.326, "learning_rate": 3.5680431864945907e-06, "epoch": 0.7223785067231011, "percentage": 72.24, "elapsed_time": "20:02:38", "remaining_time": "7:42:09"} +{"current_steps": 32660, "total_steps": 45204, "loss": 0.3857, "learning_rate": 3.5653828332483463e-06, "epoch": 0.7224891143646144, "percentage": 72.25, "elapsed_time": "20:02:51", "remaining_time": "7:41:59"} +{"current_steps": 32665, "total_steps": 45204, "loss": 0.4037, "learning_rate": 3.562723256980116e-06, "epoch": 0.7225997220061277, "percentage": 72.26, "elapsed_time": "20:03:03", "remaining_time": "7:41:48"} +{"current_steps": 32670, "total_steps": 45204, "loss": 0.4008, "learning_rate": 3.5600644580110445e-06, "epoch": 0.7227103296476409, "percentage": 72.27, "elapsed_time": "20:03:14", "remaining_time": "7:41:37"} +{"current_steps": 32675, "total_steps": 45204, "loss": 0.3947, "learning_rate": 3.5574064366621795e-06, "epoch": 0.7228209372891542, "percentage": 72.28, "elapsed_time": "20:03:27", "remaining_time": "7:41:27"} +{"current_steps": 32680, "total_steps": 45204, "loss": 0.4778, "learning_rate": 3.554749193254479e-06, "epoch": 0.7229315449306675, "percentage": 72.29, "elapsed_time": "20:03:40", "remaining_time": "7:41:17"} +{"current_steps": 32685, "total_steps": 45204, "loss": 0.3671, "learning_rate": 3.5520927281088003e-06, "epoch": 0.7230421525721807, "percentage": 72.31, "elapsed_time": "20:03:54", "remaining_time": "7:41:07"} +{"current_steps": 32690, "total_steps": 45204, "loss": 0.3615, "learning_rate": 3.5494370415459134e-06, "epoch": 0.723152760213694, "percentage": 72.32, "elapsed_time": "20:04:05", "remaining_time": "7:40:56"} +{"current_steps": 32695, "total_steps": 45204, "loss": 0.3679, "learning_rate": 3.5467821338864915e-06, "epoch": 0.7232633678552072, "percentage": 72.33, "elapsed_time": "20:04:19", "remaining_time": "7:40:46"} +{"current_steps": 32700, "total_steps": 45204, "loss": 0.3997, "learning_rate": 3.5441280054511127e-06, "epoch": 0.7233739754967204, "percentage": 72.34, "elapsed_time": "20:04:29", "remaining_time": "7:40:34"} +{"current_steps": 32705, "total_steps": 45204, "loss": 0.2453, "learning_rate": 3.5414746565602664e-06, "epoch": 0.7234845831382337, "percentage": 72.35, "elapsed_time": "20:04:37", "remaining_time": "7:40:22"} +{"current_steps": 32710, "total_steps": 45204, "loss": 0.3277, "learning_rate": 3.538822087534334e-06, "epoch": 0.723595190779747, "percentage": 72.36, "elapsed_time": "20:04:49", "remaining_time": "7:40:11"} +{"current_steps": 32715, "total_steps": 45204, "loss": 0.4547, "learning_rate": 3.5361702986936206e-06, "epoch": 0.7237057984212603, "percentage": 72.37, "elapsed_time": "20:05:02", "remaining_time": "7:40:01"} +{"current_steps": 32720, "total_steps": 45204, "loss": 0.1796, "learning_rate": 3.533519290358328e-06, "epoch": 0.7238164060627735, "percentage": 72.38, "elapsed_time": "20:05:11", "remaining_time": "7:39:49"} +{"current_steps": 32725, "total_steps": 45204, "loss": 0.4225, "learning_rate": 3.5308690628485633e-06, "epoch": 0.7239270137042868, "percentage": 72.39, "elapsed_time": "20:05:24", "remaining_time": "7:39:39"} +{"current_steps": 32730, "total_steps": 45204, "loss": 0.3721, "learning_rate": 3.5282196164843397e-06, "epoch": 0.7240376213458001, "percentage": 72.41, "elapsed_time": "20:05:36", "remaining_time": "7:39:28"} +{"current_steps": 32735, "total_steps": 45204, "loss": 0.2596, "learning_rate": 3.5255709515855784e-06, "epoch": 0.7241482289873133, "percentage": 72.42, "elapsed_time": "20:05:48", "remaining_time": "7:39:18"} +{"current_steps": 32740, "total_steps": 45204, "loss": 0.2908, "learning_rate": 3.522923068472106e-06, "epoch": 0.7242588366288266, "percentage": 72.43, "elapsed_time": "20:05:57", "remaining_time": "7:39:06"} +{"current_steps": 32745, "total_steps": 45204, "loss": 0.3346, "learning_rate": 3.52027596746365e-06, "epoch": 0.7243694442703398, "percentage": 72.44, "elapsed_time": "20:06:10", "remaining_time": "7:38:55"} +{"current_steps": 32750, "total_steps": 45204, "loss": 0.309, "learning_rate": 3.51762964887985e-06, "epoch": 0.724480051911853, "percentage": 72.45, "elapsed_time": "20:06:21", "remaining_time": "7:38:44"} +{"current_steps": 32755, "total_steps": 45204, "loss": 0.3888, "learning_rate": 3.5149841130402486e-06, "epoch": 0.7245906595533663, "percentage": 72.46, "elapsed_time": "20:06:33", "remaining_time": "7:38:34"} +{"current_steps": 32760, "total_steps": 45204, "loss": 0.3788, "learning_rate": 3.51233936026429e-06, "epoch": 0.7247012671948796, "percentage": 72.47, "elapsed_time": "20:06:46", "remaining_time": "7:38:23"} +{"current_steps": 32765, "total_steps": 45204, "loss": 0.4757, "learning_rate": 3.5096953908713306e-06, "epoch": 0.7248118748363929, "percentage": 72.48, "elapsed_time": "20:06:59", "remaining_time": "7:38:13"} +{"current_steps": 32770, "total_steps": 45204, "loss": 0.3617, "learning_rate": 3.507052205180627e-06, "epoch": 0.7249224824779061, "percentage": 72.49, "elapsed_time": "20:07:09", "remaining_time": "7:38:02"} +{"current_steps": 32775, "total_steps": 45204, "loss": 0.4297, "learning_rate": 3.504409803511344e-06, "epoch": 0.7250330901194194, "percentage": 72.5, "elapsed_time": "20:07:22", "remaining_time": "7:37:51"} +{"current_steps": 32780, "total_steps": 45204, "loss": 0.2782, "learning_rate": 3.5017681861825505e-06, "epoch": 0.7251436977609327, "percentage": 72.52, "elapsed_time": "20:07:34", "remaining_time": "7:37:40"} +{"current_steps": 32785, "total_steps": 45204, "loss": 0.3462, "learning_rate": 3.4991273535132208e-06, "epoch": 0.725254305402446, "percentage": 72.53, "elapsed_time": "20:07:43", "remaining_time": "7:37:29"} +{"current_steps": 32790, "total_steps": 45204, "loss": 0.3644, "learning_rate": 3.496487305822234e-06, "epoch": 0.7253649130439591, "percentage": 72.54, "elapsed_time": "20:07:57", "remaining_time": "7:37:19"} +{"current_steps": 32795, "total_steps": 45204, "loss": 0.5041, "learning_rate": 3.493848043428376e-06, "epoch": 0.7254755206854724, "percentage": 72.55, "elapsed_time": "20:08:10", "remaining_time": "7:37:08"} +{"current_steps": 32800, "total_steps": 45204, "loss": 0.2784, "learning_rate": 3.491209566650338e-06, "epoch": 0.7255861283269857, "percentage": 72.56, "elapsed_time": "20:08:21", "remaining_time": "7:36:57"} +{"current_steps": 32805, "total_steps": 45204, "loss": 0.2845, "learning_rate": 3.488571875806717e-06, "epoch": 0.7256967359684989, "percentage": 72.57, "elapsed_time": "20:08:31", "remaining_time": "7:36:46"} +{"current_steps": 32810, "total_steps": 45204, "loss": 0.3033, "learning_rate": 3.4859349712160017e-06, "epoch": 0.7258073436100122, "percentage": 72.58, "elapsed_time": "20:08:43", "remaining_time": "7:36:35"} +{"current_steps": 32815, "total_steps": 45204, "loss": 0.258, "learning_rate": 3.4832988531966117e-06, "epoch": 0.7259179512515255, "percentage": 72.59, "elapsed_time": "20:08:53", "remaining_time": "7:36:24"} +{"current_steps": 32820, "total_steps": 45204, "loss": 0.332, "learning_rate": 3.4806635220668538e-06, "epoch": 0.7260285588930387, "percentage": 72.6, "elapsed_time": "20:09:06", "remaining_time": "7:36:13"} +{"current_steps": 32825, "total_steps": 45204, "loss": 0.2021, "learning_rate": 3.478028978144935e-06, "epoch": 0.726139166534552, "percentage": 72.62, "elapsed_time": "20:09:16", "remaining_time": "7:36:02"} +{"current_steps": 32830, "total_steps": 45204, "loss": 0.4997, "learning_rate": 3.475395221748986e-06, "epoch": 0.7262497741760653, "percentage": 72.63, "elapsed_time": "20:09:27", "remaining_time": "7:35:51"} +{"current_steps": 32835, "total_steps": 45204, "loss": 0.3931, "learning_rate": 3.4727622531970273e-06, "epoch": 0.7263603818175784, "percentage": 72.64, "elapsed_time": "20:09:40", "remaining_time": "7:35:41"} +{"current_steps": 32840, "total_steps": 45204, "loss": 0.2672, "learning_rate": 3.470130072806991e-06, "epoch": 0.7264709894590917, "percentage": 72.65, "elapsed_time": "20:09:52", "remaining_time": "7:35:30"} +{"current_steps": 32845, "total_steps": 45204, "loss": 0.2613, "learning_rate": 3.4674986808967103e-06, "epoch": 0.726581597100605, "percentage": 72.66, "elapsed_time": "20:10:01", "remaining_time": "7:35:18"} +{"current_steps": 32850, "total_steps": 45204, "loss": 0.3176, "learning_rate": 3.464868077783925e-06, "epoch": 0.7266922047421183, "percentage": 72.67, "elapsed_time": "20:10:10", "remaining_time": "7:35:07"} +{"current_steps": 32855, "total_steps": 45204, "loss": 0.3607, "learning_rate": 3.4622382637862804e-06, "epoch": 0.7268028123836315, "percentage": 72.68, "elapsed_time": "20:10:23", "remaining_time": "7:34:56"} +{"current_steps": 32860, "total_steps": 45204, "loss": 0.3111, "learning_rate": 3.4596092392213264e-06, "epoch": 0.7269134200251448, "percentage": 72.69, "elapsed_time": "20:10:35", "remaining_time": "7:34:45"} +{"current_steps": 32865, "total_steps": 45204, "loss": 0.2848, "learning_rate": 3.4569810044065155e-06, "epoch": 0.7270240276666581, "percentage": 72.7, "elapsed_time": "20:10:46", "remaining_time": "7:34:34"} +{"current_steps": 32870, "total_steps": 45204, "loss": 0.184, "learning_rate": 3.454353559659207e-06, "epoch": 0.7271346353081714, "percentage": 72.71, "elapsed_time": "20:10:55", "remaining_time": "7:34:22"} +{"current_steps": 32875, "total_steps": 45204, "loss": 0.3069, "learning_rate": 3.4517269052966627e-06, "epoch": 0.7272452429496846, "percentage": 72.73, "elapsed_time": "20:11:05", "remaining_time": "7:34:11"} +{"current_steps": 32880, "total_steps": 45204, "loss": 0.3012, "learning_rate": 3.4491010416360527e-06, "epoch": 0.7273558505911979, "percentage": 72.74, "elapsed_time": "20:11:19", "remaining_time": "7:34:01"} +{"current_steps": 32885, "total_steps": 45204, "loss": 0.394, "learning_rate": 3.446475968994447e-06, "epoch": 0.727466458232711, "percentage": 72.75, "elapsed_time": "20:11:29", "remaining_time": "7:33:50"} +{"current_steps": 32890, "total_steps": 45204, "loss": 0.3239, "learning_rate": 3.443851687688824e-06, "epoch": 0.7275770658742243, "percentage": 72.76, "elapsed_time": "20:11:38", "remaining_time": "7:33:38"} +{"current_steps": 32895, "total_steps": 45204, "loss": 0.36, "learning_rate": 3.441228198036064e-06, "epoch": 0.7276876735157376, "percentage": 72.77, "elapsed_time": "20:11:51", "remaining_time": "7:33:27"} +{"current_steps": 32900, "total_steps": 45204, "loss": 0.4267, "learning_rate": 3.438605500352952e-06, "epoch": 0.7277982811572509, "percentage": 72.78, "elapsed_time": "20:12:03", "remaining_time": "7:33:17"} +{"current_steps": 32905, "total_steps": 45204, "loss": 0.3357, "learning_rate": 3.4359835949561793e-06, "epoch": 0.7279088887987641, "percentage": 72.79, "elapsed_time": "20:12:15", "remaining_time": "7:33:06"} +{"current_steps": 32910, "total_steps": 45204, "loss": 0.2674, "learning_rate": 3.4333624821623378e-06, "epoch": 0.7280194964402774, "percentage": 72.8, "elapsed_time": "20:12:25", "remaining_time": "7:32:55"} +{"current_steps": 32915, "total_steps": 45204, "loss": 0.3532, "learning_rate": 3.430742162287929e-06, "epoch": 0.7281301040817907, "percentage": 72.81, "elapsed_time": "20:12:37", "remaining_time": "7:32:44"} +{"current_steps": 32920, "total_steps": 45204, "loss": 0.2354, "learning_rate": 3.428122635649358e-06, "epoch": 0.728240711723304, "percentage": 72.83, "elapsed_time": "20:12:46", "remaining_time": "7:32:32"} +{"current_steps": 32925, "total_steps": 45204, "loss": 0.2814, "learning_rate": 3.42550390256292e-06, "epoch": 0.7283513193648172, "percentage": 72.84, "elapsed_time": "20:12:57", "remaining_time": "7:32:21"} +{"current_steps": 32930, "total_steps": 45204, "loss": 0.3052, "learning_rate": 3.4228859633448384e-06, "epoch": 0.7284619270063304, "percentage": 72.85, "elapsed_time": "20:13:08", "remaining_time": "7:32:10"} +{"current_steps": 32935, "total_steps": 45204, "loss": 0.3267, "learning_rate": 3.420268818311225e-06, "epoch": 0.7285725346478437, "percentage": 72.86, "elapsed_time": "20:13:19", "remaining_time": "7:31:59"} +{"current_steps": 32940, "total_steps": 45204, "loss": 0.2355, "learning_rate": 3.417652467778099e-06, "epoch": 0.7286831422893569, "percentage": 72.87, "elapsed_time": "20:13:28", "remaining_time": "7:31:47"} +{"current_steps": 32945, "total_steps": 45204, "loss": 0.232, "learning_rate": 3.4150369120613823e-06, "epoch": 0.7287937499308702, "percentage": 72.88, "elapsed_time": "20:13:37", "remaining_time": "7:31:35"} +{"current_steps": 32950, "total_steps": 45204, "loss": 0.3282, "learning_rate": 3.412422151476905e-06, "epoch": 0.7289043575723835, "percentage": 72.89, "elapsed_time": "20:13:47", "remaining_time": "7:31:24"} +{"current_steps": 32955, "total_steps": 45204, "loss": 0.2291, "learning_rate": 3.4098081863403978e-06, "epoch": 0.7290149652138967, "percentage": 72.9, "elapsed_time": "20:13:58", "remaining_time": "7:31:13"} +{"current_steps": 32960, "total_steps": 45204, "loss": 0.2216, "learning_rate": 3.407195016967495e-06, "epoch": 0.72912557285541, "percentage": 72.91, "elapsed_time": "20:14:07", "remaining_time": "7:31:01"} +{"current_steps": 32965, "total_steps": 45204, "loss": 0.3986, "learning_rate": 3.404582643673736e-06, "epoch": 0.7292361804969233, "percentage": 72.92, "elapsed_time": "20:14:19", "remaining_time": "7:30:50"} +{"current_steps": 32970, "total_steps": 45204, "loss": 0.2815, "learning_rate": 3.4019710667745664e-06, "epoch": 0.7293467881384366, "percentage": 72.94, "elapsed_time": "20:14:30", "remaining_time": "7:30:39"} +{"current_steps": 32975, "total_steps": 45204, "loss": 0.4505, "learning_rate": 3.3993602865853313e-06, "epoch": 0.7294573957799498, "percentage": 72.95, "elapsed_time": "20:14:44", "remaining_time": "7:30:29"} +{"current_steps": 32980, "total_steps": 45204, "loss": 0.3639, "learning_rate": 3.3967503034212812e-06, "epoch": 0.729568003421463, "percentage": 72.96, "elapsed_time": "20:14:54", "remaining_time": "7:30:18"} +{"current_steps": 32985, "total_steps": 45204, "loss": 0.5233, "learning_rate": 3.3941411175975726e-06, "epoch": 0.7296786110629763, "percentage": 72.97, "elapsed_time": "20:15:07", "remaining_time": "7:30:07"} +{"current_steps": 32990, "total_steps": 45204, "loss": 0.3044, "learning_rate": 3.391532729429262e-06, "epoch": 0.7297892187044895, "percentage": 72.98, "elapsed_time": "20:15:17", "remaining_time": "7:29:56"} +{"current_steps": 32995, "total_steps": 45204, "loss": 0.2987, "learning_rate": 3.3889251392313138e-06, "epoch": 0.7298998263460028, "percentage": 72.99, "elapsed_time": "20:15:26", "remaining_time": "7:29:44"} +{"current_steps": 33000, "total_steps": 45204, "loss": 0.3193, "learning_rate": 3.3863183473185914e-06, "epoch": 0.7300104339875161, "percentage": 73.0, "elapsed_time": "20:15:36", "remaining_time": "7:29:33"} +{"current_steps": 33005, "total_steps": 45204, "loss": 0.2653, "learning_rate": 3.383712354005865e-06, "epoch": 0.7301210416290294, "percentage": 73.01, "elapsed_time": "20:15:46", "remaining_time": "7:29:21"} +{"current_steps": 33010, "total_steps": 45204, "loss": 0.417, "learning_rate": 3.381107159607807e-06, "epoch": 0.7302316492705426, "percentage": 73.02, "elapsed_time": "20:15:59", "remaining_time": "7:29:11"} +{"current_steps": 33015, "total_steps": 45204, "loss": 0.3184, "learning_rate": 3.3785027644389945e-06, "epoch": 0.7303422569120559, "percentage": 73.04, "elapsed_time": "20:16:10", "remaining_time": "7:29:00"} +{"current_steps": 33020, "total_steps": 45204, "loss": 0.3053, "learning_rate": 3.37589916881391e-06, "epoch": 0.7304528645535692, "percentage": 73.05, "elapsed_time": "20:16:21", "remaining_time": "7:28:49"} +{"current_steps": 33025, "total_steps": 45204, "loss": 0.2791, "learning_rate": 3.373296373046928e-06, "epoch": 0.7305634721950823, "percentage": 73.06, "elapsed_time": "20:16:32", "remaining_time": "7:28:38"} +{"current_steps": 33030, "total_steps": 45204, "loss": 0.2092, "learning_rate": 3.3706943774523436e-06, "epoch": 0.7306740798365956, "percentage": 73.07, "elapsed_time": "20:16:42", "remaining_time": "7:28:26"} +{"current_steps": 33035, "total_steps": 45204, "loss": 0.2552, "learning_rate": 3.36809318234435e-06, "epoch": 0.7307846874781089, "percentage": 73.08, "elapsed_time": "20:16:51", "remaining_time": "7:28:15"} +{"current_steps": 33040, "total_steps": 45204, "loss": 0.3443, "learning_rate": 3.365492788037027e-06, "epoch": 0.7308952951196221, "percentage": 73.09, "elapsed_time": "20:17:03", "remaining_time": "7:28:04"} +{"current_steps": 33045, "total_steps": 45204, "loss": 0.3423, "learning_rate": 3.362893194844383e-06, "epoch": 0.7310059027611354, "percentage": 73.1, "elapsed_time": "20:17:16", "remaining_time": "7:27:53"} +{"current_steps": 33050, "total_steps": 45204, "loss": 0.3676, "learning_rate": 3.360294403080315e-06, "epoch": 0.7311165104026487, "percentage": 73.11, "elapsed_time": "20:17:29", "remaining_time": "7:27:43"} +{"current_steps": 33055, "total_steps": 45204, "loss": 0.2948, "learning_rate": 3.3576964130586266e-06, "epoch": 0.731227118044162, "percentage": 73.12, "elapsed_time": "20:17:41", "remaining_time": "7:27:33"} +{"current_steps": 33060, "total_steps": 45204, "loss": 0.3149, "learning_rate": 3.3550992250930236e-06, "epoch": 0.7313377256856752, "percentage": 73.14, "elapsed_time": "20:17:54", "remaining_time": "7:27:22"} +{"current_steps": 33065, "total_steps": 45204, "loss": 0.2846, "learning_rate": 3.352502839497116e-06, "epoch": 0.7314483333271885, "percentage": 73.15, "elapsed_time": "20:18:05", "remaining_time": "7:27:11"} +{"current_steps": 33070, "total_steps": 45204, "loss": 0.296, "learning_rate": 3.349907256584416e-06, "epoch": 0.7315589409687018, "percentage": 73.16, "elapsed_time": "20:18:15", "remaining_time": "7:27:00"} +{"current_steps": 33075, "total_steps": 45204, "loss": 0.4244, "learning_rate": 3.3473124766683396e-06, "epoch": 0.7316695486102149, "percentage": 73.17, "elapsed_time": "20:18:25", "remaining_time": "7:26:48"} +{"current_steps": 33080, "total_steps": 45204, "loss": 0.41, "learning_rate": 3.3447185000622062e-06, "epoch": 0.7317801562517282, "percentage": 73.18, "elapsed_time": "20:18:35", "remaining_time": "7:26:37"} +{"current_steps": 33085, "total_steps": 45204, "loss": 0.3367, "learning_rate": 3.3421253270792376e-06, "epoch": 0.7318907638932415, "percentage": 73.19, "elapsed_time": "20:18:46", "remaining_time": "7:26:26"} +{"current_steps": 33090, "total_steps": 45204, "loss": 0.4235, "learning_rate": 3.3395329580325577e-06, "epoch": 0.7320013715347548, "percentage": 73.2, "elapsed_time": "20:18:57", "remaining_time": "7:26:15"} +{"current_steps": 33095, "total_steps": 45204, "loss": 0.4916, "learning_rate": 3.3369413932351955e-06, "epoch": 0.732111979176268, "percentage": 73.21, "elapsed_time": "20:19:13", "remaining_time": "7:26:05"} +{"current_steps": 33100, "total_steps": 45204, "loss": 0.4367, "learning_rate": 3.3343506330000806e-06, "epoch": 0.7322225868177813, "percentage": 73.22, "elapsed_time": "20:19:24", "remaining_time": "7:25:54"} +{"current_steps": 33105, "total_steps": 45204, "loss": 0.2949, "learning_rate": 3.331760677640047e-06, "epoch": 0.7323331944592946, "percentage": 73.23, "elapsed_time": "20:19:36", "remaining_time": "7:25:44"} +{"current_steps": 33110, "total_steps": 45204, "loss": 0.3333, "learning_rate": 3.3291715274678315e-06, "epoch": 0.7324438021008078, "percentage": 73.25, "elapsed_time": "20:19:46", "remaining_time": "7:25:32"} +{"current_steps": 33115, "total_steps": 45204, "loss": 0.2761, "learning_rate": 3.3265831827960715e-06, "epoch": 0.7325544097423211, "percentage": 73.26, "elapsed_time": "20:19:56", "remaining_time": "7:25:21"} +{"current_steps": 33120, "total_steps": 45204, "loss": 0.3728, "learning_rate": 3.3239956439373112e-06, "epoch": 0.7326650173838343, "percentage": 73.27, "elapsed_time": "20:20:07", "remaining_time": "7:25:10"} +{"current_steps": 33125, "total_steps": 45204, "loss": 0.398, "learning_rate": 3.3214089112039925e-06, "epoch": 0.7327756250253475, "percentage": 73.28, "elapsed_time": "20:20:18", "remaining_time": "7:24:59"} +{"current_steps": 33130, "total_steps": 45204, "loss": 0.3657, "learning_rate": 3.318822984908465e-06, "epoch": 0.7328862326668608, "percentage": 73.29, "elapsed_time": "20:20:30", "remaining_time": "7:24:48"} +{"current_steps": 33135, "total_steps": 45204, "loss": 0.4325, "learning_rate": 3.31623786536298e-06, "epoch": 0.7329968403083741, "percentage": 73.3, "elapsed_time": "20:20:42", "remaining_time": "7:24:37"} +{"current_steps": 33140, "total_steps": 45204, "loss": 0.3251, "learning_rate": 3.3136535528796808e-06, "epoch": 0.7331074479498874, "percentage": 73.31, "elapsed_time": "20:20:53", "remaining_time": "7:24:26"} +{"current_steps": 33145, "total_steps": 45204, "loss": 0.2866, "learning_rate": 3.3110700477706325e-06, "epoch": 0.7332180555914006, "percentage": 73.32, "elapsed_time": "20:21:03", "remaining_time": "7:24:15"} +{"current_steps": 33150, "total_steps": 45204, "loss": 0.3507, "learning_rate": 3.308487350347792e-06, "epoch": 0.7333286632329139, "percentage": 73.33, "elapsed_time": "20:21:15", "remaining_time": "7:24:04"} +{"current_steps": 33155, "total_steps": 45204, "loss": 0.2769, "learning_rate": 3.305905460923009e-06, "epoch": 0.7334392708744272, "percentage": 73.35, "elapsed_time": "20:21:23", "remaining_time": "7:23:52"} +{"current_steps": 33160, "total_steps": 45204, "loss": 0.3565, "learning_rate": 3.3033243798080574e-06, "epoch": 0.7335498785159404, "percentage": 73.36, "elapsed_time": "20:21:35", "remaining_time": "7:23:41"} +{"current_steps": 33165, "total_steps": 45204, "loss": 0.3051, "learning_rate": 3.300744107314596e-06, "epoch": 0.7336604861574537, "percentage": 73.37, "elapsed_time": "20:21:45", "remaining_time": "7:23:30"} +{"current_steps": 33170, "total_steps": 45204, "loss": 0.3588, "learning_rate": 3.2981646437541937e-06, "epoch": 0.7337710937989669, "percentage": 73.38, "elapsed_time": "20:21:56", "remaining_time": "7:23:19"} +{"current_steps": 33175, "total_steps": 45204, "loss": 0.3888, "learning_rate": 3.2955859894383202e-06, "epoch": 0.7338817014404801, "percentage": 73.39, "elapsed_time": "20:22:08", "remaining_time": "7:23:08"} +{"current_steps": 33180, "total_steps": 45204, "loss": 0.2523, "learning_rate": 3.293008144678346e-06, "epoch": 0.7339923090819934, "percentage": 73.4, "elapsed_time": "20:22:18", "remaining_time": "7:22:56"} +{"current_steps": 33185, "total_steps": 45204, "loss": 0.4471, "learning_rate": 3.2904311097855447e-06, "epoch": 0.7341029167235067, "percentage": 73.41, "elapsed_time": "20:22:32", "remaining_time": "7:22:47"} +{"current_steps": 33190, "total_steps": 45204, "loss": 0.2777, "learning_rate": 3.2878548850710945e-06, "epoch": 0.73421352436502, "percentage": 73.42, "elapsed_time": "20:22:41", "remaining_time": "7:22:35"} +{"current_steps": 33195, "total_steps": 45204, "loss": 0.4101, "learning_rate": 3.2852794708460724e-06, "epoch": 0.7343241320065332, "percentage": 73.43, "elapsed_time": "20:22:52", "remaining_time": "7:22:24"} +{"current_steps": 33200, "total_steps": 45204, "loss": 0.2669, "learning_rate": 3.282704867421459e-06, "epoch": 0.7344347396480465, "percentage": 73.44, "elapsed_time": "20:23:03", "remaining_time": "7:22:12"} +{"current_steps": 33205, "total_steps": 45204, "loss": 0.306, "learning_rate": 3.2801310751081372e-06, "epoch": 0.7345453472895598, "percentage": 73.46, "elapsed_time": "20:23:14", "remaining_time": "7:22:02"} +{"current_steps": 33210, "total_steps": 45204, "loss": 0.2872, "learning_rate": 3.2775580942168904e-06, "epoch": 0.734655954931073, "percentage": 73.47, "elapsed_time": "20:23:27", "remaining_time": "7:21:51"} +{"current_steps": 33215, "total_steps": 45204, "loss": 0.3778, "learning_rate": 3.2749859250584072e-06, "epoch": 0.7347665625725862, "percentage": 73.48, "elapsed_time": "20:23:37", "remaining_time": "7:21:40"} +{"current_steps": 33220, "total_steps": 45204, "loss": 0.289, "learning_rate": 3.272414567943275e-06, "epoch": 0.7348771702140995, "percentage": 73.49, "elapsed_time": "20:23:49", "remaining_time": "7:21:29"} +{"current_steps": 33225, "total_steps": 45204, "loss": 0.2504, "learning_rate": 3.269844023181985e-06, "epoch": 0.7349877778556128, "percentage": 73.5, "elapsed_time": "20:23:58", "remaining_time": "7:21:17"} +{"current_steps": 33230, "total_steps": 45204, "loss": 0.3326, "learning_rate": 3.2672742910849274e-06, "epoch": 0.735098385497126, "percentage": 73.51, "elapsed_time": "20:24:08", "remaining_time": "7:21:06"} +{"current_steps": 33235, "total_steps": 45204, "loss": 0.2649, "learning_rate": 3.2647053719624034e-06, "epoch": 0.7352089931386393, "percentage": 73.52, "elapsed_time": "20:24:19", "remaining_time": "7:20:55"} +{"current_steps": 33240, "total_steps": 45204, "loss": 0.4474, "learning_rate": 3.2621372661245976e-06, "epoch": 0.7353196007801526, "percentage": 73.53, "elapsed_time": "20:24:30", "remaining_time": "7:20:44"} +{"current_steps": 33245, "total_steps": 45204, "loss": 0.3858, "learning_rate": 3.259569973881617e-06, "epoch": 0.7354302084216658, "percentage": 73.54, "elapsed_time": "20:24:41", "remaining_time": "7:20:33"} +{"current_steps": 33250, "total_steps": 45204, "loss": 0.3455, "learning_rate": 3.2570034955434627e-06, "epoch": 0.7355408160631791, "percentage": 73.56, "elapsed_time": "20:24:51", "remaining_time": "7:20:21"} +{"current_steps": 33255, "total_steps": 45204, "loss": 0.3885, "learning_rate": 3.2544378314200253e-06, "epoch": 0.7356514237046924, "percentage": 73.57, "elapsed_time": "20:25:03", "remaining_time": "7:20:10"} +{"current_steps": 33260, "total_steps": 45204, "loss": 0.3743, "learning_rate": 3.251872981821119e-06, "epoch": 0.7357620313462057, "percentage": 73.58, "elapsed_time": "20:25:13", "remaining_time": "7:19:59"} +{"current_steps": 33265, "total_steps": 45204, "loss": 0.3043, "learning_rate": 3.2493089470564445e-06, "epoch": 0.7358726389877188, "percentage": 73.59, "elapsed_time": "20:25:24", "remaining_time": "7:19:48"} +{"current_steps": 33270, "total_steps": 45204, "loss": 0.3916, "learning_rate": 3.246745727435607e-06, "epoch": 0.7359832466292321, "percentage": 73.6, "elapsed_time": "20:25:36", "remaining_time": "7:19:37"} +{"current_steps": 33275, "total_steps": 45204, "loss": 0.411, "learning_rate": 3.2441833232681164e-06, "epoch": 0.7360938542707454, "percentage": 73.61, "elapsed_time": "20:25:47", "remaining_time": "7:19:26"} +{"current_steps": 33280, "total_steps": 45204, "loss": 0.25, "learning_rate": 3.2416217348633827e-06, "epoch": 0.7362044619122586, "percentage": 73.62, "elapsed_time": "20:25:56", "remaining_time": "7:19:14"} +{"current_steps": 33285, "total_steps": 45204, "loss": 0.2327, "learning_rate": 3.2390609625307145e-06, "epoch": 0.7363150695537719, "percentage": 73.63, "elapsed_time": "20:26:06", "remaining_time": "7:19:03"} +{"current_steps": 33290, "total_steps": 45204, "loss": 0.3415, "learning_rate": 3.2365010065793255e-06, "epoch": 0.7364256771952852, "percentage": 73.64, "elapsed_time": "20:26:17", "remaining_time": "7:18:52"} +{"current_steps": 33295, "total_steps": 45204, "loss": 0.2966, "learning_rate": 3.23394186731833e-06, "epoch": 0.7365362848367984, "percentage": 73.65, "elapsed_time": "20:26:29", "remaining_time": "7:18:41"} +{"current_steps": 33300, "total_steps": 45204, "loss": 0.2163, "learning_rate": 3.231383545056743e-06, "epoch": 0.7366468924783117, "percentage": 73.67, "elapsed_time": "20:26:39", "remaining_time": "7:18:30"} +{"current_steps": 33305, "total_steps": 45204, "loss": 0.4846, "learning_rate": 3.228826040103481e-06, "epoch": 0.736757500119825, "percentage": 73.68, "elapsed_time": "20:26:51", "remaining_time": "7:18:19"} +{"current_steps": 33310, "total_steps": 45204, "loss": 0.3154, "learning_rate": 3.2262693527673616e-06, "epoch": 0.7368681077613382, "percentage": 73.69, "elapsed_time": "20:27:02", "remaining_time": "7:18:08"} +{"current_steps": 33315, "total_steps": 45204, "loss": 0.3308, "learning_rate": 3.2237134833571036e-06, "epoch": 0.7369787154028514, "percentage": 73.7, "elapsed_time": "20:27:12", "remaining_time": "7:17:56"} +{"current_steps": 33320, "total_steps": 45204, "loss": 0.1451, "learning_rate": 3.2211584321813296e-06, "epoch": 0.7370893230443647, "percentage": 73.71, "elapsed_time": "20:27:21", "remaining_time": "7:17:45"} +{"current_steps": 33325, "total_steps": 45204, "loss": 0.376, "learning_rate": 3.2186041995485594e-06, "epoch": 0.737199930685878, "percentage": 73.72, "elapsed_time": "20:27:32", "remaining_time": "7:17:34"} +{"current_steps": 33330, "total_steps": 45204, "loss": 0.2858, "learning_rate": 3.216050785767215e-06, "epoch": 0.7373105383273912, "percentage": 73.73, "elapsed_time": "20:27:43", "remaining_time": "7:17:22"} +{"current_steps": 33335, "total_steps": 45204, "loss": 0.2445, "learning_rate": 3.2134981911456233e-06, "epoch": 0.7374211459689045, "percentage": 73.74, "elapsed_time": "20:27:53", "remaining_time": "7:17:11"} +{"current_steps": 33340, "total_steps": 45204, "loss": 0.3054, "learning_rate": 3.2109464159920056e-06, "epoch": 0.7375317536104178, "percentage": 73.75, "elapsed_time": "20:28:01", "remaining_time": "7:16:59"} +{"current_steps": 33345, "total_steps": 45204, "loss": 0.2522, "learning_rate": 3.2083954606144908e-06, "epoch": 0.7376423612519311, "percentage": 73.77, "elapsed_time": "20:28:11", "remaining_time": "7:16:48"} +{"current_steps": 33350, "total_steps": 45204, "loss": 0.4075, "learning_rate": 3.2058453253211088e-06, "epoch": 0.7377529688934443, "percentage": 73.78, "elapsed_time": "20:28:21", "remaining_time": "7:16:36"} +{"current_steps": 33355, "total_steps": 45204, "loss": 0.3526, "learning_rate": 3.2032960104197764e-06, "epoch": 0.7378635765349576, "percentage": 73.79, "elapsed_time": "20:28:32", "remaining_time": "7:16:25"} +{"current_steps": 33360, "total_steps": 45204, "loss": 0.5503, "learning_rate": 3.2007475162183334e-06, "epoch": 0.7379741841764708, "percentage": 73.8, "elapsed_time": "20:28:45", "remaining_time": "7:16:15"} +{"current_steps": 33365, "total_steps": 45204, "loss": 0.3279, "learning_rate": 3.19819984302451e-06, "epoch": 0.738084791817984, "percentage": 73.81, "elapsed_time": "20:28:55", "remaining_time": "7:16:03"} +{"current_steps": 33370, "total_steps": 45204, "loss": 0.3498, "learning_rate": 3.195652991145927e-06, "epoch": 0.7381953994594973, "percentage": 73.82, "elapsed_time": "20:29:05", "remaining_time": "7:15:52"} +{"current_steps": 33375, "total_steps": 45204, "loss": 0.3642, "learning_rate": 3.1931069608901243e-06, "epoch": 0.7383060071010106, "percentage": 73.83, "elapsed_time": "20:29:18", "remaining_time": "7:15:42"} +{"current_steps": 33380, "total_steps": 45204, "loss": 0.2899, "learning_rate": 3.190561752564533e-06, "epoch": 0.7384166147425238, "percentage": 73.84, "elapsed_time": "20:29:29", "remaining_time": "7:15:30"} +{"current_steps": 33385, "total_steps": 45204, "loss": 0.293, "learning_rate": 3.1880173664764847e-06, "epoch": 0.7385272223840371, "percentage": 73.85, "elapsed_time": "20:29:39", "remaining_time": "7:15:19"} +{"current_steps": 33390, "total_steps": 45204, "loss": 0.3528, "learning_rate": 3.1854738029332146e-06, "epoch": 0.7386378300255504, "percentage": 73.87, "elapsed_time": "20:29:49", "remaining_time": "7:15:08"} +{"current_steps": 33395, "total_steps": 45204, "loss": 0.2895, "learning_rate": 3.182931062241856e-06, "epoch": 0.7387484376670637, "percentage": 73.88, "elapsed_time": "20:29:59", "remaining_time": "7:14:56"} +{"current_steps": 33400, "total_steps": 45204, "loss": 0.3877, "learning_rate": 3.180389144709445e-06, "epoch": 0.7388590453085769, "percentage": 73.89, "elapsed_time": "20:30:12", "remaining_time": "7:14:46"} +{"current_steps": 33405, "total_steps": 45204, "loss": 0.3225, "learning_rate": 3.1778480506429165e-06, "epoch": 0.7389696529500901, "percentage": 73.9, "elapsed_time": "20:30:25", "remaining_time": "7:14:35"} +{"current_steps": 33410, "total_steps": 45204, "loss": 0.26, "learning_rate": 3.1753077803491073e-06, "epoch": 0.7390802605916034, "percentage": 73.91, "elapsed_time": "20:30:36", "remaining_time": "7:14:25"} +{"current_steps": 33415, "total_steps": 45204, "loss": 0.2579, "learning_rate": 3.172768334134755e-06, "epoch": 0.7391908682331166, "percentage": 73.92, "elapsed_time": "20:30:46", "remaining_time": "7:14:13"} +{"current_steps": 33420, "total_steps": 45204, "loss": 0.4243, "learning_rate": 3.170229712306495e-06, "epoch": 0.7393014758746299, "percentage": 73.93, "elapsed_time": "20:30:57", "remaining_time": "7:14:02"} +{"current_steps": 33425, "total_steps": 45204, "loss": 0.3588, "learning_rate": 3.167691915170866e-06, "epoch": 0.7394120835161432, "percentage": 73.94, "elapsed_time": "20:31:09", "remaining_time": "7:13:51"} +{"current_steps": 33430, "total_steps": 45204, "loss": 0.2276, "learning_rate": 3.1651549430343077e-06, "epoch": 0.7395226911576565, "percentage": 73.95, "elapsed_time": "20:31:19", "remaining_time": "7:13:40"} +{"current_steps": 33435, "total_steps": 45204, "loss": 0.3501, "learning_rate": 3.162618796203156e-06, "epoch": 0.7396332987991697, "percentage": 73.96, "elapsed_time": "20:31:30", "remaining_time": "7:13:29"} +{"current_steps": 33440, "total_steps": 45204, "loss": 0.3816, "learning_rate": 3.1600834749836518e-06, "epoch": 0.739743906440683, "percentage": 73.98, "elapsed_time": "20:31:40", "remaining_time": "7:13:17"} +{"current_steps": 33445, "total_steps": 45204, "loss": 0.2578, "learning_rate": 3.157548979681935e-06, "epoch": 0.7398545140821963, "percentage": 73.99, "elapsed_time": "20:31:49", "remaining_time": "7:13:05"} +{"current_steps": 33450, "total_steps": 45204, "loss": 0.2423, "learning_rate": 3.155015310604046e-06, "epoch": 0.7399651217237095, "percentage": 74.0, "elapsed_time": "20:31:58", "remaining_time": "7:12:54"} +{"current_steps": 33455, "total_steps": 45204, "loss": 0.3296, "learning_rate": 3.152482468055915e-06, "epoch": 0.7400757293652227, "percentage": 74.01, "elapsed_time": "20:32:10", "remaining_time": "7:12:43"} +{"current_steps": 33460, "total_steps": 45204, "loss": 0.3959, "learning_rate": 3.1499504523433945e-06, "epoch": 0.740186337006736, "percentage": 74.02, "elapsed_time": "20:32:20", "remaining_time": "7:12:32"} +{"current_steps": 33465, "total_steps": 45204, "loss": 0.286, "learning_rate": 3.147419263772221e-06, "epoch": 0.7402969446482492, "percentage": 74.03, "elapsed_time": "20:32:30", "remaining_time": "7:12:20"} +{"current_steps": 33470, "total_steps": 45204, "loss": 0.2833, "learning_rate": 3.144888902648028e-06, "epoch": 0.7404075522897625, "percentage": 74.04, "elapsed_time": "20:32:40", "remaining_time": "7:12:09"} +{"current_steps": 33475, "total_steps": 45204, "loss": 0.328, "learning_rate": 3.1423593692763645e-06, "epoch": 0.7405181599312758, "percentage": 74.05, "elapsed_time": "20:32:53", "remaining_time": "7:11:59"} +{"current_steps": 33480, "total_steps": 45204, "loss": 0.3257, "learning_rate": 3.1398306639626664e-06, "epoch": 0.7406287675727891, "percentage": 74.06, "elapsed_time": "20:33:04", "remaining_time": "7:11:47"} +{"current_steps": 33485, "total_steps": 45204, "loss": 0.4201, "learning_rate": 3.137302787012276e-06, "epoch": 0.7407393752143023, "percentage": 74.08, "elapsed_time": "20:33:15", "remaining_time": "7:11:36"} +{"current_steps": 33490, "total_steps": 45204, "loss": 0.3154, "learning_rate": 3.1347757387304324e-06, "epoch": 0.7408499828558156, "percentage": 74.09, "elapsed_time": "20:33:24", "remaining_time": "7:11:24"} +{"current_steps": 33495, "total_steps": 45204, "loss": 0.2171, "learning_rate": 3.1322495194222756e-06, "epoch": 0.7409605904973289, "percentage": 74.1, "elapsed_time": "20:33:36", "remaining_time": "7:11:14"} +{"current_steps": 33500, "total_steps": 45204, "loss": 0.2445, "learning_rate": 3.129724129392847e-06, "epoch": 0.741071198138842, "percentage": 74.11, "elapsed_time": "20:33:47", "remaining_time": "7:11:03"} +{"current_steps": 33505, "total_steps": 45204, "loss": 0.3563, "learning_rate": 3.127199568947087e-06, "epoch": 0.7411818057803553, "percentage": 74.12, "elapsed_time": "20:33:59", "remaining_time": "7:10:52"} +{"current_steps": 33510, "total_steps": 45204, "loss": 0.4116, "learning_rate": 3.1246758383898335e-06, "epoch": 0.7412924134218686, "percentage": 74.13, "elapsed_time": "20:34:11", "remaining_time": "7:10:41"} +{"current_steps": 33515, "total_steps": 45204, "loss": 0.3543, "learning_rate": 3.1221529380258274e-06, "epoch": 0.7414030210633819, "percentage": 74.14, "elapsed_time": "20:34:23", "remaining_time": "7:10:31"} +{"current_steps": 33520, "total_steps": 45204, "loss": 0.2373, "learning_rate": 3.1196308681597075e-06, "epoch": 0.7415136287048951, "percentage": 74.15, "elapsed_time": "20:34:33", "remaining_time": "7:10:19"} +{"current_steps": 33525, "total_steps": 45204, "loss": 0.4458, "learning_rate": 3.1171096290960144e-06, "epoch": 0.7416242363464084, "percentage": 74.16, "elapsed_time": "20:34:45", "remaining_time": "7:10:08"} +{"current_steps": 33530, "total_steps": 45204, "loss": 0.2969, "learning_rate": 3.114589221139186e-06, "epoch": 0.7417348439879217, "percentage": 74.17, "elapsed_time": "20:34:58", "remaining_time": "7:09:58"} +{"current_steps": 33535, "total_steps": 45204, "loss": 0.3893, "learning_rate": 3.1120696445935607e-06, "epoch": 0.7418454516294349, "percentage": 74.19, "elapsed_time": "20:35:10", "remaining_time": "7:09:47"} +{"current_steps": 33540, "total_steps": 45204, "loss": 0.435, "learning_rate": 3.1095508997633763e-06, "epoch": 0.7419560592709482, "percentage": 74.2, "elapsed_time": "20:35:21", "remaining_time": "7:09:36"} +{"current_steps": 33545, "total_steps": 45204, "loss": 0.3911, "learning_rate": 3.1070329869527703e-06, "epoch": 0.7420666669124614, "percentage": 74.21, "elapsed_time": "20:35:33", "remaining_time": "7:09:26"} +{"current_steps": 33550, "total_steps": 45204, "loss": 0.329, "learning_rate": 3.1045159064657804e-06, "epoch": 0.7421772745539746, "percentage": 74.22, "elapsed_time": "20:35:42", "remaining_time": "7:09:14"} +{"current_steps": 33555, "total_steps": 45204, "loss": 0.3598, "learning_rate": 3.101999658606344e-06, "epoch": 0.7422878821954879, "percentage": 74.23, "elapsed_time": "20:35:54", "remaining_time": "7:09:03"} +{"current_steps": 33560, "total_steps": 45204, "loss": 0.2998, "learning_rate": 3.0994842436782958e-06, "epoch": 0.7423984898370012, "percentage": 74.24, "elapsed_time": "20:36:07", "remaining_time": "7:08:53"} +{"current_steps": 33565, "total_steps": 45204, "loss": 0.3754, "learning_rate": 3.096969661985376e-06, "epoch": 0.7425090974785145, "percentage": 74.25, "elapsed_time": "20:36:21", "remaining_time": "7:08:43"} +{"current_steps": 33570, "total_steps": 45204, "loss": 0.2746, "learning_rate": 3.094455913831208e-06, "epoch": 0.7426197051200277, "percentage": 74.26, "elapsed_time": "20:36:31", "remaining_time": "7:08:31"} +{"current_steps": 33575, "total_steps": 45204, "loss": 0.1718, "learning_rate": 3.0919429995193386e-06, "epoch": 0.742730312761541, "percentage": 74.27, "elapsed_time": "20:36:40", "remaining_time": "7:08:19"} +{"current_steps": 33580, "total_steps": 45204, "loss": 0.4032, "learning_rate": 3.089430919353198e-06, "epoch": 0.7428409204030543, "percentage": 74.29, "elapsed_time": "20:36:50", "remaining_time": "7:08:08"} +{"current_steps": 33585, "total_steps": 45204, "loss": 0.3186, "learning_rate": 3.086919673636113e-06, "epoch": 0.7429515280445675, "percentage": 74.3, "elapsed_time": "20:37:03", "remaining_time": "7:07:58"} +{"current_steps": 33590, "total_steps": 45204, "loss": 0.2373, "learning_rate": 3.084409262671322e-06, "epoch": 0.7430621356860808, "percentage": 74.31, "elapsed_time": "20:37:12", "remaining_time": "7:07:46"} +{"current_steps": 33595, "total_steps": 45204, "loss": 0.3016, "learning_rate": 3.0818996867619557e-06, "epoch": 0.743172743327594, "percentage": 74.32, "elapsed_time": "20:37:24", "remaining_time": "7:07:35"} +{"current_steps": 33600, "total_steps": 45204, "loss": 0.3718, "learning_rate": 3.0793909462110426e-06, "epoch": 0.7432833509691072, "percentage": 74.33, "elapsed_time": "20:37:34", "remaining_time": "7:07:24"} +{"current_steps": 33605, "total_steps": 45204, "loss": 0.3407, "learning_rate": 3.0768830413215146e-06, "epoch": 0.7433939586106205, "percentage": 74.34, "elapsed_time": "20:37:45", "remaining_time": "7:07:13"} +{"current_steps": 33610, "total_steps": 45204, "loss": 0.411, "learning_rate": 3.0743759723961986e-06, "epoch": 0.7435045662521338, "percentage": 74.35, "elapsed_time": "20:37:57", "remaining_time": "7:07:02"} +{"current_steps": 33615, "total_steps": 45204, "loss": 0.3187, "learning_rate": 3.0718697397378227e-06, "epoch": 0.7436151738936471, "percentage": 74.36, "elapsed_time": "20:38:08", "remaining_time": "7:06:51"} +{"current_steps": 33620, "total_steps": 45204, "loss": 0.3966, "learning_rate": 3.069364343649015e-06, "epoch": 0.7437257815351603, "percentage": 74.37, "elapsed_time": "20:38:22", "remaining_time": "7:06:41"} +{"current_steps": 33625, "total_steps": 45204, "loss": 0.3152, "learning_rate": 3.066859784432299e-06, "epoch": 0.7438363891766736, "percentage": 74.39, "elapsed_time": "20:38:31", "remaining_time": "7:06:29"} +{"current_steps": 33630, "total_steps": 45204, "loss": 0.3962, "learning_rate": 3.0643560623901013e-06, "epoch": 0.7439469968181869, "percentage": 74.4, "elapsed_time": "20:38:42", "remaining_time": "7:06:18"} +{"current_steps": 33635, "total_steps": 45204, "loss": 0.3356, "learning_rate": 3.061853177824745e-06, "epoch": 0.7440576044597002, "percentage": 74.41, "elapsed_time": "20:38:51", "remaining_time": "7:06:06"} +{"current_steps": 33640, "total_steps": 45204, "loss": 0.4315, "learning_rate": 3.059351131038453e-06, "epoch": 0.7441682121012133, "percentage": 74.42, "elapsed_time": "20:39:03", "remaining_time": "7:05:56"} +{"current_steps": 33645, "total_steps": 45204, "loss": 0.2599, "learning_rate": 3.0568499223333457e-06, "epoch": 0.7442788197427266, "percentage": 74.43, "elapsed_time": "20:39:13", "remaining_time": "7:05:44"} +{"current_steps": 33650, "total_steps": 45204, "loss": 0.4107, "learning_rate": 3.054349552011444e-06, "epoch": 0.7443894273842399, "percentage": 74.44, "elapsed_time": "20:39:26", "remaining_time": "7:05:34"} +{"current_steps": 33655, "total_steps": 45204, "loss": 0.1739, "learning_rate": 3.051850020374667e-06, "epoch": 0.7445000350257531, "percentage": 74.45, "elapsed_time": "20:39:36", "remaining_time": "7:05:22"} +{"current_steps": 33660, "total_steps": 45204, "loss": 0.3413, "learning_rate": 3.049351327724832e-06, "epoch": 0.7446106426672664, "percentage": 74.46, "elapsed_time": "20:39:47", "remaining_time": "7:05:11"} +{"current_steps": 33665, "total_steps": 45204, "loss": 0.2757, "learning_rate": 3.046853474363658e-06, "epoch": 0.7447212503087797, "percentage": 74.47, "elapsed_time": "20:39:57", "remaining_time": "7:05:00"} +{"current_steps": 33670, "total_steps": 45204, "loss": 0.1764, "learning_rate": 3.0443564605927524e-06, "epoch": 0.7448318579502929, "percentage": 74.48, "elapsed_time": "20:40:08", "remaining_time": "7:04:49"} +{"current_steps": 33675, "total_steps": 45204, "loss": 0.3309, "learning_rate": 3.041860286713636e-06, "epoch": 0.7449424655918062, "percentage": 74.5, "elapsed_time": "20:40:19", "remaining_time": "7:04:38"} +{"current_steps": 33680, "total_steps": 45204, "loss": 0.2927, "learning_rate": 3.0393649530277216e-06, "epoch": 0.7450530732333195, "percentage": 74.51, "elapsed_time": "20:40:30", "remaining_time": "7:04:27"} +{"current_steps": 33685, "total_steps": 45204, "loss": 0.4113, "learning_rate": 3.036870459836312e-06, "epoch": 0.7451636808748328, "percentage": 74.52, "elapsed_time": "20:40:43", "remaining_time": "7:04:16"} +{"current_steps": 33690, "total_steps": 45204, "loss": 0.2866, "learning_rate": 3.0343768074406244e-06, "epoch": 0.7452742885163459, "percentage": 74.53, "elapsed_time": "20:40:55", "remaining_time": "7:04:06"} +{"current_steps": 33695, "total_steps": 45204, "loss": 0.2967, "learning_rate": 3.0318839961417667e-06, "epoch": 0.7453848961578592, "percentage": 74.54, "elapsed_time": "20:41:05", "remaining_time": "7:03:54"} +{"current_steps": 33700, "total_steps": 45204, "loss": 0.2376, "learning_rate": 3.0293920262407363e-06, "epoch": 0.7454955037993725, "percentage": 74.55, "elapsed_time": "20:41:15", "remaining_time": "7:03:43"} +{"current_steps": 33705, "total_steps": 45204, "loss": 0.3954, "learning_rate": 3.0269008980384463e-06, "epoch": 0.7456061114408857, "percentage": 74.56, "elapsed_time": "20:41:26", "remaining_time": "7:03:32"} +{"current_steps": 33710, "total_steps": 45204, "loss": 0.2724, "learning_rate": 3.0244106118356986e-06, "epoch": 0.745716719082399, "percentage": 74.57, "elapsed_time": "20:41:36", "remaining_time": "7:03:20"} +{"current_steps": 33715, "total_steps": 45204, "loss": 0.4283, "learning_rate": 3.0219211679331915e-06, "epoch": 0.7458273267239123, "percentage": 74.58, "elapsed_time": "20:41:50", "remaining_time": "7:03:10"} +{"current_steps": 33720, "total_steps": 45204, "loss": 0.3787, "learning_rate": 3.019432566631527e-06, "epoch": 0.7459379343654255, "percentage": 74.6, "elapsed_time": "20:42:01", "remaining_time": "7:02:59"} +{"current_steps": 33725, "total_steps": 45204, "loss": 0.2538, "learning_rate": 3.0169448082312012e-06, "epoch": 0.7460485420069388, "percentage": 74.61, "elapsed_time": "20:42:12", "remaining_time": "7:02:48"} +{"current_steps": 33730, "total_steps": 45204, "loss": 0.2596, "learning_rate": 3.0144578930326118e-06, "epoch": 0.7461591496484521, "percentage": 74.62, "elapsed_time": "20:42:22", "remaining_time": "7:02:37"} +{"current_steps": 33735, "total_steps": 45204, "loss": 0.3616, "learning_rate": 3.0119718213360517e-06, "epoch": 0.7462697572899653, "percentage": 74.63, "elapsed_time": "20:42:35", "remaining_time": "7:02:26"} +{"current_steps": 33740, "total_steps": 45204, "loss": 0.4754, "learning_rate": 3.009486593441713e-06, "epoch": 0.7463803649314785, "percentage": 74.64, "elapsed_time": "20:42:46", "remaining_time": "7:02:15"} +{"current_steps": 33745, "total_steps": 45204, "loss": 0.2698, "learning_rate": 3.0070022096496874e-06, "epoch": 0.7464909725729918, "percentage": 74.65, "elapsed_time": "20:42:57", "remaining_time": "7:02:04"} +{"current_steps": 33750, "total_steps": 45204, "loss": 0.3103, "learning_rate": 3.0045186702599637e-06, "epoch": 0.7466015802145051, "percentage": 74.66, "elapsed_time": "20:43:08", "remaining_time": "7:01:53"} +{"current_steps": 33755, "total_steps": 45204, "loss": 0.4517, "learning_rate": 3.002035975572427e-06, "epoch": 0.7467121878560183, "percentage": 74.67, "elapsed_time": "20:43:18", "remaining_time": "7:01:42"} +{"current_steps": 33760, "total_steps": 45204, "loss": 0.3584, "learning_rate": 2.9995541258868634e-06, "epoch": 0.7468227954975316, "percentage": 74.68, "elapsed_time": "20:43:29", "remaining_time": "7:01:31"} +{"current_steps": 33765, "total_steps": 45204, "loss": 0.4555, "learning_rate": 2.997073121502955e-06, "epoch": 0.7469334031390449, "percentage": 74.69, "elapsed_time": "20:43:42", "remaining_time": "7:01:20"} +{"current_steps": 33770, "total_steps": 45204, "loss": 0.1113, "learning_rate": 2.994592962720282e-06, "epoch": 0.7470440107805582, "percentage": 74.71, "elapsed_time": "20:43:50", "remaining_time": "7:01:08"} +{"current_steps": 33775, "total_steps": 45204, "loss": 0.3447, "learning_rate": 2.992113649838322e-06, "epoch": 0.7471546184220714, "percentage": 74.72, "elapsed_time": "20:44:02", "remaining_time": "7:00:58"} +{"current_steps": 33780, "total_steps": 45204, "loss": 0.2434, "learning_rate": 2.9896351831564563e-06, "epoch": 0.7472652260635847, "percentage": 74.73, "elapsed_time": "20:44:12", "remaining_time": "7:00:46"} +{"current_steps": 33785, "total_steps": 45204, "loss": 0.3628, "learning_rate": 2.987157562973948e-06, "epoch": 0.7473758337050979, "percentage": 74.74, "elapsed_time": "20:44:23", "remaining_time": "7:00:35"} +{"current_steps": 33790, "total_steps": 45204, "loss": 0.3043, "learning_rate": 2.984680789589979e-06, "epoch": 0.7474864413466111, "percentage": 74.75, "elapsed_time": "20:44:34", "remaining_time": "7:00:24"} +{"current_steps": 33795, "total_steps": 45204, "loss": 0.2781, "learning_rate": 2.982204863303618e-06, "epoch": 0.7475970489881244, "percentage": 74.76, "elapsed_time": "20:44:42", "remaining_time": "7:00:12"} +{"current_steps": 33800, "total_steps": 45204, "loss": 0.4874, "learning_rate": 2.9797297844138252e-06, "epoch": 0.7477076566296377, "percentage": 74.77, "elapsed_time": "20:44:58", "remaining_time": "7:00:02"} +{"current_steps": 33805, "total_steps": 45204, "loss": 0.4491, "learning_rate": 2.9772555532194737e-06, "epoch": 0.747818264271151, "percentage": 74.78, "elapsed_time": "20:45:10", "remaining_time": "6:59:52"} +{"current_steps": 33810, "total_steps": 45204, "loss": 0.2802, "learning_rate": 2.9747821700193215e-06, "epoch": 0.7479288719126642, "percentage": 74.79, "elapsed_time": "20:45:20", "remaining_time": "6:59:40"} +{"current_steps": 33815, "total_steps": 45204, "loss": 0.4216, "learning_rate": 2.9723096351120318e-06, "epoch": 0.7480394795541775, "percentage": 74.81, "elapsed_time": "20:45:30", "remaining_time": "6:59:29"} +{"current_steps": 33820, "total_steps": 45204, "loss": 0.3418, "learning_rate": 2.9698379487961592e-06, "epoch": 0.7481500871956908, "percentage": 74.82, "elapsed_time": "20:45:42", "remaining_time": "6:59:18"} +{"current_steps": 33825, "total_steps": 45204, "loss": 0.3645, "learning_rate": 2.967367111370162e-06, "epoch": 0.748260694837204, "percentage": 74.83, "elapsed_time": "20:45:56", "remaining_time": "6:59:08"} +{"current_steps": 33830, "total_steps": 45204, "loss": 0.2697, "learning_rate": 2.964897123132391e-06, "epoch": 0.7483713024787172, "percentage": 74.84, "elapsed_time": "20:46:05", "remaining_time": "6:58:56"} +{"current_steps": 33835, "total_steps": 45204, "loss": 0.3629, "learning_rate": 2.9624279843810976e-06, "epoch": 0.7484819101202305, "percentage": 74.85, "elapsed_time": "20:46:16", "remaining_time": "6:58:45"} +{"current_steps": 33840, "total_steps": 45204, "loss": 0.2252, "learning_rate": 2.9599596954144296e-06, "epoch": 0.7485925177617437, "percentage": 74.86, "elapsed_time": "20:46:25", "remaining_time": "6:58:34"} +{"current_steps": 33845, "total_steps": 45204, "loss": 0.4058, "learning_rate": 2.957492256530431e-06, "epoch": 0.748703125403257, "percentage": 74.87, "elapsed_time": "20:46:34", "remaining_time": "6:58:22"} +{"current_steps": 33850, "total_steps": 45204, "loss": 0.3368, "learning_rate": 2.955025668027046e-06, "epoch": 0.7488137330447703, "percentage": 74.88, "elapsed_time": "20:46:46", "remaining_time": "6:58:11"} +{"current_steps": 33855, "total_steps": 45204, "loss": 0.3868, "learning_rate": 2.9525599302021123e-06, "epoch": 0.7489243406862836, "percentage": 74.89, "elapsed_time": "20:46:58", "remaining_time": "6:58:00"} +{"current_steps": 33860, "total_steps": 45204, "loss": 0.4852, "learning_rate": 2.950095043353368e-06, "epoch": 0.7490349483277968, "percentage": 74.9, "elapsed_time": "20:47:11", "remaining_time": "6:57:50"} +{"current_steps": 33865, "total_steps": 45204, "loss": 0.2987, "learning_rate": 2.9476310077784486e-06, "epoch": 0.7491455559693101, "percentage": 74.92, "elapsed_time": "20:47:22", "remaining_time": "6:57:39"} +{"current_steps": 33870, "total_steps": 45204, "loss": 0.3719, "learning_rate": 2.9451678237748836e-06, "epoch": 0.7492561636108234, "percentage": 74.93, "elapsed_time": "20:47:33", "remaining_time": "6:57:28"} +{"current_steps": 33875, "total_steps": 45204, "loss": 0.335, "learning_rate": 2.942705491640103e-06, "epoch": 0.7493667712523366, "percentage": 74.94, "elapsed_time": "20:47:43", "remaining_time": "6:57:16"} +{"current_steps": 33880, "total_steps": 45204, "loss": 0.3842, "learning_rate": 2.9402440116714357e-06, "epoch": 0.7494773788938498, "percentage": 74.95, "elapsed_time": "20:47:54", "remaining_time": "6:57:06"} +{"current_steps": 33885, "total_steps": 45204, "loss": 0.3975, "learning_rate": 2.937783384166094e-06, "epoch": 0.7495879865353631, "percentage": 74.96, "elapsed_time": "20:48:07", "remaining_time": "6:56:55"} +{"current_steps": 33890, "total_steps": 45204, "loss": 0.3902, "learning_rate": 2.935323609421209e-06, "epoch": 0.7496985941768763, "percentage": 74.97, "elapsed_time": "20:48:19", "remaining_time": "6:56:44"} +{"current_steps": 33895, "total_steps": 45204, "loss": 0.435, "learning_rate": 2.9328646877337963e-06, "epoch": 0.7498092018183896, "percentage": 74.98, "elapsed_time": "20:48:31", "remaining_time": "6:56:34"} +{"current_steps": 33900, "total_steps": 45204, "loss": 0.37, "learning_rate": 2.9304066194007617e-06, "epoch": 0.7499198094599029, "percentage": 74.99, "elapsed_time": "20:48:44", "remaining_time": "6:56:23"} +{"current_steps": 33905, "total_steps": 45204, "loss": 0.2298, "learning_rate": 2.927949404718925e-06, "epoch": 0.7500304171014162, "percentage": 75.0, "elapsed_time": "20:48:55", "remaining_time": "6:56:12"} +{"current_steps": 33910, "total_steps": 45204, "loss": 0.2718, "learning_rate": 2.9254930439849948e-06, "epoch": 0.7501410247429294, "percentage": 75.02, "elapsed_time": "20:49:05", "remaining_time": "6:56:01"} +{"current_steps": 33915, "total_steps": 45204, "loss": 0.4032, "learning_rate": 2.9230375374955646e-06, "epoch": 0.7502516323844427, "percentage": 75.03, "elapsed_time": "20:49:19", "remaining_time": "6:55:50"} +{"current_steps": 33920, "total_steps": 45204, "loss": 0.3403, "learning_rate": 2.9205828855471474e-06, "epoch": 0.750362240025956, "percentage": 75.04, "elapsed_time": "20:49:31", "remaining_time": "6:55:40"} +{"current_steps": 33925, "total_steps": 45204, "loss": 0.3025, "learning_rate": 2.918129088436138e-06, "epoch": 0.7504728476674691, "percentage": 75.05, "elapsed_time": "20:49:42", "remaining_time": "6:55:29"} +{"current_steps": 33930, "total_steps": 45204, "loss": 0.2326, "learning_rate": 2.9156761464588314e-06, "epoch": 0.7505834553089824, "percentage": 75.06, "elapsed_time": "20:49:52", "remaining_time": "6:55:17"} +{"current_steps": 33935, "total_steps": 45204, "loss": 0.4116, "learning_rate": 2.9132240599114194e-06, "epoch": 0.7506940629504957, "percentage": 75.07, "elapsed_time": "20:50:02", "remaining_time": "6:55:06"} +{"current_steps": 33940, "total_steps": 45204, "loss": 0.4455, "learning_rate": 2.9107728290899906e-06, "epoch": 0.750804670592009, "percentage": 75.08, "elapsed_time": "20:50:15", "remaining_time": "6:54:56"} +{"current_steps": 33945, "total_steps": 45204, "loss": 0.2843, "learning_rate": 2.9083224542905307e-06, "epoch": 0.7509152782335222, "percentage": 75.09, "elapsed_time": "20:50:25", "remaining_time": "6:54:44"} +{"current_steps": 33950, "total_steps": 45204, "loss": 0.3479, "learning_rate": 2.905872935808922e-06, "epoch": 0.7510258858750355, "percentage": 75.1, "elapsed_time": "20:50:39", "remaining_time": "6:54:34"} +{"current_steps": 33955, "total_steps": 45204, "loss": 0.3167, "learning_rate": 2.9034242739409434e-06, "epoch": 0.7511364935165488, "percentage": 75.12, "elapsed_time": "20:50:50", "remaining_time": "6:54:23"} +{"current_steps": 33960, "total_steps": 45204, "loss": 0.2989, "learning_rate": 2.9009764689822686e-06, "epoch": 0.751247101158062, "percentage": 75.13, "elapsed_time": "20:51:01", "remaining_time": "6:54:12"} +{"current_steps": 33965, "total_steps": 45204, "loss": 0.3656, "learning_rate": 2.8985295212284703e-06, "epoch": 0.7513577087995753, "percentage": 75.14, "elapsed_time": "20:51:12", "remaining_time": "6:54:01"} +{"current_steps": 33970, "total_steps": 45204, "loss": 0.3079, "learning_rate": 2.896083430975016e-06, "epoch": 0.7514683164410886, "percentage": 75.15, "elapsed_time": "20:51:22", "remaining_time": "6:53:50"} +{"current_steps": 33975, "total_steps": 45204, "loss": 0.3043, "learning_rate": 2.8936381985172724e-06, "epoch": 0.7515789240826017, "percentage": 75.16, "elapsed_time": "20:51:35", "remaining_time": "6:53:39"} +{"current_steps": 33980, "total_steps": 45204, "loss": 0.473, "learning_rate": 2.891193824150498e-06, "epoch": 0.751689531724115, "percentage": 75.17, "elapsed_time": "20:51:46", "remaining_time": "6:53:28"} +{"current_steps": 33985, "total_steps": 45204, "loss": 0.3267, "learning_rate": 2.8887503081698508e-06, "epoch": 0.7518001393656283, "percentage": 75.18, "elapsed_time": "20:51:58", "remaining_time": "6:53:17"} +{"current_steps": 33990, "total_steps": 45204, "loss": 0.3423, "learning_rate": 2.886307650870386e-06, "epoch": 0.7519107470071416, "percentage": 75.19, "elapsed_time": "20:52:10", "remaining_time": "6:53:07"} +{"current_steps": 33995, "total_steps": 45204, "loss": 0.2505, "learning_rate": 2.8838658525470544e-06, "epoch": 0.7520213546486548, "percentage": 75.2, "elapsed_time": "20:52:21", "remaining_time": "6:52:56"} +{"current_steps": 34000, "total_steps": 45204, "loss": 0.3658, "learning_rate": 2.8814249134946957e-06, "epoch": 0.7521319622901681, "percentage": 75.21, "elapsed_time": "20:52:34", "remaining_time": "6:52:45"} +{"current_steps": 34005, "total_steps": 45204, "loss": 0.3169, "learning_rate": 2.8789848340080605e-06, "epoch": 0.7522425699316814, "percentage": 75.23, "elapsed_time": "20:52:46", "remaining_time": "6:52:35"} +{"current_steps": 34010, "total_steps": 45204, "loss": 0.5106, "learning_rate": 2.876545614381787e-06, "epoch": 0.7523531775731946, "percentage": 75.24, "elapsed_time": "20:53:00", "remaining_time": "6:52:24"} +{"current_steps": 34015, "total_steps": 45204, "loss": 0.2573, "learning_rate": 2.874107254910402e-06, "epoch": 0.7524637852147079, "percentage": 75.25, "elapsed_time": "20:53:10", "remaining_time": "6:52:13"} +{"current_steps": 34020, "total_steps": 45204, "loss": 0.3673, "learning_rate": 2.8716697558883466e-06, "epoch": 0.7525743928562211, "percentage": 75.26, "elapsed_time": "20:53:20", "remaining_time": "6:52:02"} +{"current_steps": 34025, "total_steps": 45204, "loss": 0.2557, "learning_rate": 2.869233117609943e-06, "epoch": 0.7526850004977343, "percentage": 75.27, "elapsed_time": "20:53:31", "remaining_time": "6:51:51"} +{"current_steps": 34030, "total_steps": 45204, "loss": 0.3325, "learning_rate": 2.866797340369416e-06, "epoch": 0.7527956081392476, "percentage": 75.28, "elapsed_time": "20:53:44", "remaining_time": "6:51:40"} +{"current_steps": 34035, "total_steps": 45204, "loss": 0.3885, "learning_rate": 2.8643624244608835e-06, "epoch": 0.7529062157807609, "percentage": 75.29, "elapsed_time": "20:53:56", "remaining_time": "6:51:29"} +{"current_steps": 34040, "total_steps": 45204, "loss": 0.3016, "learning_rate": 2.861928370178363e-06, "epoch": 0.7530168234222742, "percentage": 75.3, "elapsed_time": "20:54:06", "remaining_time": "6:51:18"} +{"current_steps": 34045, "total_steps": 45204, "loss": 0.5447, "learning_rate": 2.8594951778157644e-06, "epoch": 0.7531274310637874, "percentage": 75.31, "elapsed_time": "20:54:19", "remaining_time": "6:51:07"} +{"current_steps": 34050, "total_steps": 45204, "loss": 0.2854, "learning_rate": 2.8570628476668938e-06, "epoch": 0.7532380387053007, "percentage": 75.33, "elapsed_time": "20:54:29", "remaining_time": "6:50:56"} +{"current_steps": 34055, "total_steps": 45204, "loss": 0.3821, "learning_rate": 2.854631380025457e-06, "epoch": 0.753348646346814, "percentage": 75.34, "elapsed_time": "20:54:43", "remaining_time": "6:50:46"} +{"current_steps": 34060, "total_steps": 45204, "loss": 0.2826, "learning_rate": 2.8522007751850512e-06, "epoch": 0.7534592539883272, "percentage": 75.35, "elapsed_time": "20:54:52", "remaining_time": "6:50:34"} +{"current_steps": 34065, "total_steps": 45204, "loss": 0.3659, "learning_rate": 2.8497710334391706e-06, "epoch": 0.7535698616298405, "percentage": 75.36, "elapsed_time": "20:55:05", "remaining_time": "6:50:24"} +{"current_steps": 34070, "total_steps": 45204, "loss": 0.3281, "learning_rate": 2.8473421550812076e-06, "epoch": 0.7536804692713537, "percentage": 75.37, "elapsed_time": "20:55:17", "remaining_time": "6:50:13"} +{"current_steps": 34075, "total_steps": 45204, "loss": 0.3014, "learning_rate": 2.8449141404044478e-06, "epoch": 0.753791076912867, "percentage": 75.38, "elapsed_time": "20:55:29", "remaining_time": "6:50:02"} +{"current_steps": 34080, "total_steps": 45204, "loss": 0.2175, "learning_rate": 2.842486989702072e-06, "epoch": 0.7539016845543802, "percentage": 75.39, "elapsed_time": "20:55:40", "remaining_time": "6:49:51"} +{"current_steps": 34085, "total_steps": 45204, "loss": 0.1982, "learning_rate": 2.84006070326716e-06, "epoch": 0.7540122921958935, "percentage": 75.4, "elapsed_time": "20:55:49", "remaining_time": "6:49:40"} +{"current_steps": 34090, "total_steps": 45204, "loss": 0.3134, "learning_rate": 2.8376352813926833e-06, "epoch": 0.7541228998374068, "percentage": 75.41, "elapsed_time": "20:55:59", "remaining_time": "6:49:28"} +{"current_steps": 34095, "total_steps": 45204, "loss": 0.3009, "learning_rate": 2.8352107243715145e-06, "epoch": 0.75423350747892, "percentage": 75.42, "elapsed_time": "20:56:09", "remaining_time": "6:49:17"} +{"current_steps": 34100, "total_steps": 45204, "loss": 0.4236, "learning_rate": 2.832787032496409e-06, "epoch": 0.7543441151204333, "percentage": 75.44, "elapsed_time": "20:56:22", "remaining_time": "6:49:06"} +{"current_steps": 34105, "total_steps": 45204, "loss": 0.287, "learning_rate": 2.830364206060037e-06, "epoch": 0.7544547227619466, "percentage": 75.45, "elapsed_time": "20:56:31", "remaining_time": "6:48:55"} +{"current_steps": 34110, "total_steps": 45204, "loss": 0.363, "learning_rate": 2.827942245354952e-06, "epoch": 0.7545653304034599, "percentage": 75.46, "elapsed_time": "20:56:43", "remaining_time": "6:48:44"} +{"current_steps": 34115, "total_steps": 45204, "loss": 0.3749, "learning_rate": 2.825521150673598e-06, "epoch": 0.754675938044973, "percentage": 75.47, "elapsed_time": "20:56:51", "remaining_time": "6:48:32"} +{"current_steps": 34120, "total_steps": 45204, "loss": 0.4009, "learning_rate": 2.8231009223083283e-06, "epoch": 0.7547865456864863, "percentage": 75.48, "elapsed_time": "20:57:04", "remaining_time": "6:48:21"} +{"current_steps": 34125, "total_steps": 45204, "loss": 0.4769, "learning_rate": 2.820681560551387e-06, "epoch": 0.7548971533279996, "percentage": 75.49, "elapsed_time": "20:57:15", "remaining_time": "6:48:10"} +{"current_steps": 34130, "total_steps": 45204, "loss": 0.3079, "learning_rate": 2.8182630656949007e-06, "epoch": 0.7550077609695128, "percentage": 75.5, "elapsed_time": "20:57:26", "remaining_time": "6:47:59"} +{"current_steps": 34135, "total_steps": 45204, "loss": 0.4234, "learning_rate": 2.815845438030911e-06, "epoch": 0.7551183686110261, "percentage": 75.51, "elapsed_time": "20:57:38", "remaining_time": "6:47:49"} +{"current_steps": 34140, "total_steps": 45204, "loss": 0.3993, "learning_rate": 2.8134286778513433e-06, "epoch": 0.7552289762525394, "percentage": 75.52, "elapsed_time": "20:57:48", "remaining_time": "6:47:37"} +{"current_steps": 34145, "total_steps": 45204, "loss": 0.2935, "learning_rate": 2.8110127854480207e-06, "epoch": 0.7553395838940526, "percentage": 75.54, "elapsed_time": "20:58:02", "remaining_time": "6:47:27"} +{"current_steps": 34150, "total_steps": 45204, "loss": 0.3617, "learning_rate": 2.8085977611126604e-06, "epoch": 0.7554501915355659, "percentage": 75.55, "elapsed_time": "20:58:14", "remaining_time": "6:47:16"} +{"current_steps": 34155, "total_steps": 45204, "loss": 0.2922, "learning_rate": 2.806183605136877e-06, "epoch": 0.7555607991770792, "percentage": 75.56, "elapsed_time": "20:58:22", "remaining_time": "6:47:04"} +{"current_steps": 34160, "total_steps": 45204, "loss": 0.1663, "learning_rate": 2.8037703178121788e-06, "epoch": 0.7556714068185925, "percentage": 75.57, "elapsed_time": "20:58:32", "remaining_time": "6:46:53"} +{"current_steps": 34165, "total_steps": 45204, "loss": 0.2595, "learning_rate": 2.8013578994299694e-06, "epoch": 0.7557820144601056, "percentage": 75.58, "elapsed_time": "20:58:44", "remaining_time": "6:46:42"} +{"current_steps": 34170, "total_steps": 45204, "loss": 0.4369, "learning_rate": 2.798946350281547e-06, "epoch": 0.7558926221016189, "percentage": 75.59, "elapsed_time": "20:58:55", "remaining_time": "6:46:31"} +{"current_steps": 34175, "total_steps": 45204, "loss": 0.3416, "learning_rate": 2.796535670658106e-06, "epoch": 0.7560032297431322, "percentage": 75.6, "elapsed_time": "20:59:06", "remaining_time": "6:46:20"} +{"current_steps": 34180, "total_steps": 45204, "loss": 0.4163, "learning_rate": 2.794125860850736e-06, "epoch": 0.7561138373846454, "percentage": 75.61, "elapsed_time": "20:59:18", "remaining_time": "6:46:09"} +{"current_steps": 34185, "total_steps": 45204, "loss": 0.2017, "learning_rate": 2.7917169211504192e-06, "epoch": 0.7562244450261587, "percentage": 75.62, "elapsed_time": "20:59:27", "remaining_time": "6:45:57"} +{"current_steps": 34190, "total_steps": 45204, "loss": 0.371, "learning_rate": 2.7893088518480347e-06, "epoch": 0.756335052667672, "percentage": 75.63, "elapsed_time": "20:59:37", "remaining_time": "6:45:46"} +{"current_steps": 34195, "total_steps": 45204, "loss": 0.3306, "learning_rate": 2.786901653234356e-06, "epoch": 0.7564456603091853, "percentage": 75.65, "elapsed_time": "20:59:48", "remaining_time": "6:45:35"} +{"current_steps": 34200, "total_steps": 45204, "loss": 0.3178, "learning_rate": 2.784495325600054e-06, "epoch": 0.7565562679506985, "percentage": 75.66, "elapsed_time": "21:00:00", "remaining_time": "6:45:24"} +{"current_steps": 34205, "total_steps": 45204, "loss": 0.3845, "learning_rate": 2.7820898692356878e-06, "epoch": 0.7566668755922118, "percentage": 75.67, "elapsed_time": "21:00:10", "remaining_time": "6:45:13"} +{"current_steps": 34210, "total_steps": 45204, "loss": 0.2205, "learning_rate": 2.7796852844317223e-06, "epoch": 0.756777483233725, "percentage": 75.68, "elapsed_time": "21:00:20", "remaining_time": "6:45:02"} +{"current_steps": 34215, "total_steps": 45204, "loss": 0.3141, "learning_rate": 2.7772815714784993e-06, "epoch": 0.7568880908752382, "percentage": 75.69, "elapsed_time": "21:00:31", "remaining_time": "6:44:51"} +{"current_steps": 34220, "total_steps": 45204, "loss": 0.3669, "learning_rate": 2.774878730666276e-06, "epoch": 0.7569986985167515, "percentage": 75.7, "elapsed_time": "21:00:43", "remaining_time": "6:44:40"} +{"current_steps": 34225, "total_steps": 45204, "loss": 0.3854, "learning_rate": 2.7724767622851946e-06, "epoch": 0.7571093061582648, "percentage": 75.71, "elapsed_time": "21:00:55", "remaining_time": "6:44:29"} +{"current_steps": 34230, "total_steps": 45204, "loss": 0.3446, "learning_rate": 2.7700756666252827e-06, "epoch": 0.757219913799778, "percentage": 75.72, "elapsed_time": "21:01:06", "remaining_time": "6:44:18"} +{"current_steps": 34235, "total_steps": 45204, "loss": 0.2752, "learning_rate": 2.767675443976481e-06, "epoch": 0.7573305214412913, "percentage": 75.73, "elapsed_time": "21:01:17", "remaining_time": "6:44:07"} +{"current_steps": 34240, "total_steps": 45204, "loss": 0.2011, "learning_rate": 2.765276094628616e-06, "epoch": 0.7574411290828046, "percentage": 75.75, "elapsed_time": "21:01:27", "remaining_time": "6:43:55"} +{"current_steps": 34245, "total_steps": 45204, "loss": 0.3144, "learning_rate": 2.762877618871399e-06, "epoch": 0.7575517367243179, "percentage": 75.76, "elapsed_time": "21:01:39", "remaining_time": "6:43:45"} +{"current_steps": 34250, "total_steps": 45204, "loss": 0.2473, "learning_rate": 2.7604800169944557e-06, "epoch": 0.7576623443658311, "percentage": 75.77, "elapsed_time": "21:01:49", "remaining_time": "6:43:33"} +{"current_steps": 34255, "total_steps": 45204, "loss": 0.1665, "learning_rate": 2.75808328928729e-06, "epoch": 0.7577729520073444, "percentage": 75.78, "elapsed_time": "21:01:57", "remaining_time": "6:43:21"} +{"current_steps": 34260, "total_steps": 45204, "loss": 0.2881, "learning_rate": 2.755687436039308e-06, "epoch": 0.7578835596488576, "percentage": 75.79, "elapsed_time": "21:02:08", "remaining_time": "6:43:10"} +{"current_steps": 34265, "total_steps": 45204, "loss": 0.3449, "learning_rate": 2.753292457539807e-06, "epoch": 0.7579941672903708, "percentage": 75.8, "elapsed_time": "21:02:19", "remaining_time": "6:42:59"} +{"current_steps": 34270, "total_steps": 45204, "loss": 0.3546, "learning_rate": 2.750898354077981e-06, "epoch": 0.7581047749318841, "percentage": 75.81, "elapsed_time": "21:02:29", "remaining_time": "6:42:48"} +{"current_steps": 34275, "total_steps": 45204, "loss": 0.2963, "learning_rate": 2.7485051259429174e-06, "epoch": 0.7582153825733974, "percentage": 75.82, "elapsed_time": "21:02:40", "remaining_time": "6:42:37"} +{"current_steps": 34280, "total_steps": 45204, "loss": 0.3002, "learning_rate": 2.746112773423597e-06, "epoch": 0.7583259902149107, "percentage": 75.83, "elapsed_time": "21:02:50", "remaining_time": "6:42:25"} +{"current_steps": 34285, "total_steps": 45204, "loss": 0.4388, "learning_rate": 2.7437212968088956e-06, "epoch": 0.7584365978564239, "percentage": 75.85, "elapsed_time": "21:03:05", "remaining_time": "6:42:15"} +{"current_steps": 34290, "total_steps": 45204, "loss": 0.3179, "learning_rate": 2.741330696387584e-06, "epoch": 0.7585472054979372, "percentage": 75.86, "elapsed_time": "21:03:15", "remaining_time": "6:42:04"} +{"current_steps": 34295, "total_steps": 45204, "loss": 0.4349, "learning_rate": 2.738940972448325e-06, "epoch": 0.7586578131394505, "percentage": 75.87, "elapsed_time": "21:03:28", "remaining_time": "6:41:54"} +{"current_steps": 34300, "total_steps": 45204, "loss": 0.3485, "learning_rate": 2.736552125279679e-06, "epoch": 0.7587684207809637, "percentage": 75.88, "elapsed_time": "21:03:38", "remaining_time": "6:41:42"} +{"current_steps": 34305, "total_steps": 45204, "loss": 0.3568, "learning_rate": 2.734164155170097e-06, "epoch": 0.7588790284224769, "percentage": 75.89, "elapsed_time": "21:03:49", "remaining_time": "6:41:31"} +{"current_steps": 34310, "total_steps": 45204, "loss": 0.2776, "learning_rate": 2.731777062407929e-06, "epoch": 0.7589896360639902, "percentage": 75.9, "elapsed_time": "21:03:58", "remaining_time": "6:41:20"} +{"current_steps": 34315, "total_steps": 45204, "loss": 0.2957, "learning_rate": 2.729390847281407e-06, "epoch": 0.7591002437055034, "percentage": 75.91, "elapsed_time": "21:04:09", "remaining_time": "6:41:09"} +{"current_steps": 34320, "total_steps": 45204, "loss": 0.2154, "learning_rate": 2.727005510078674e-06, "epoch": 0.7592108513470167, "percentage": 75.92, "elapsed_time": "21:04:20", "remaining_time": "6:40:57"} +{"current_steps": 34325, "total_steps": 45204, "loss": 0.4622, "learning_rate": 2.72462105108776e-06, "epoch": 0.75932145898853, "percentage": 75.93, "elapsed_time": "21:04:33", "remaining_time": "6:40:47"} +{"current_steps": 34330, "total_steps": 45204, "loss": 0.2668, "learning_rate": 2.722237470596578e-06, "epoch": 0.7594320666300433, "percentage": 75.94, "elapsed_time": "21:04:43", "remaining_time": "6:40:36"} +{"current_steps": 34335, "total_steps": 45204, "loss": 0.2792, "learning_rate": 2.7198547688929542e-06, "epoch": 0.7595426742715565, "percentage": 75.96, "elapsed_time": "21:04:55", "remaining_time": "6:40:25"} +{"current_steps": 34340, "total_steps": 45204, "loss": 0.4857, "learning_rate": 2.7174729462645976e-06, "epoch": 0.7596532819130698, "percentage": 75.97, "elapsed_time": "21:05:05", "remaining_time": "6:40:14"} +{"current_steps": 34345, "total_steps": 45204, "loss": 0.2029, "learning_rate": 2.7150920029991046e-06, "epoch": 0.7597638895545831, "percentage": 75.98, "elapsed_time": "21:05:15", "remaining_time": "6:40:02"} +{"current_steps": 34350, "total_steps": 45204, "loss": 0.3914, "learning_rate": 2.7127119393839817e-06, "epoch": 0.7598744971960962, "percentage": 75.99, "elapsed_time": "21:05:25", "remaining_time": "6:39:51"} +{"current_steps": 34355, "total_steps": 45204, "loss": 0.2871, "learning_rate": 2.7103327557066195e-06, "epoch": 0.7599851048376095, "percentage": 76.0, "elapsed_time": "21:05:36", "remaining_time": "6:39:40"} +{"current_steps": 34360, "total_steps": 45204, "loss": 0.3607, "learning_rate": 2.7079544522543023e-06, "epoch": 0.7600957124791228, "percentage": 76.01, "elapsed_time": "21:05:50", "remaining_time": "6:39:30"} +{"current_steps": 34365, "total_steps": 45204, "loss": 0.336, "learning_rate": 2.705577029314209e-06, "epoch": 0.760206320120636, "percentage": 76.02, "elapsed_time": "21:06:04", "remaining_time": "6:39:19"} +{"current_steps": 34370, "total_steps": 45204, "loss": 0.2289, "learning_rate": 2.703200487173413e-06, "epoch": 0.7603169277621493, "percentage": 76.03, "elapsed_time": "21:06:14", "remaining_time": "6:39:08"} +{"current_steps": 34375, "total_steps": 45204, "loss": 0.3462, "learning_rate": 2.700824826118883e-06, "epoch": 0.7604275354036626, "percentage": 76.04, "elapsed_time": "21:06:24", "remaining_time": "6:38:57"} +{"current_steps": 34380, "total_steps": 45204, "loss": 0.2758, "learning_rate": 2.6984500464374764e-06, "epoch": 0.7605381430451759, "percentage": 76.06, "elapsed_time": "21:06:34", "remaining_time": "6:38:45"} +{"current_steps": 34385, "total_steps": 45204, "loss": 0.3136, "learning_rate": 2.6960761484159493e-06, "epoch": 0.7606487506866891, "percentage": 76.07, "elapsed_time": "21:06:43", "remaining_time": "6:38:33"} +{"current_steps": 34390, "total_steps": 45204, "loss": 0.3005, "learning_rate": 2.693703132340947e-06, "epoch": 0.7607593583282024, "percentage": 76.08, "elapsed_time": "21:06:52", "remaining_time": "6:38:22"} +{"current_steps": 34395, "total_steps": 45204, "loss": 0.3234, "learning_rate": 2.6913309984990133e-06, "epoch": 0.7608699659697157, "percentage": 76.09, "elapsed_time": "21:07:04", "remaining_time": "6:38:11"} +{"current_steps": 34400, "total_steps": 45204, "loss": 0.3943, "learning_rate": 2.6889597471765795e-06, "epoch": 0.7609805736112288, "percentage": 76.1, "elapsed_time": "21:07:15", "remaining_time": "6:38:00"} +{"current_steps": 34405, "total_steps": 45204, "loss": 0.2361, "learning_rate": 2.6865893786599764e-06, "epoch": 0.7610911812527421, "percentage": 76.11, "elapsed_time": "21:07:25", "remaining_time": "6:37:48"} +{"current_steps": 34410, "total_steps": 45204, "loss": 0.1627, "learning_rate": 2.6842198932354236e-06, "epoch": 0.7612017888942554, "percentage": 76.12, "elapsed_time": "21:07:34", "remaining_time": "6:37:37"} +{"current_steps": 34415, "total_steps": 45204, "loss": 0.451, "learning_rate": 2.681851291189035e-06, "epoch": 0.7613123965357687, "percentage": 76.13, "elapsed_time": "21:07:48", "remaining_time": "6:37:27"} +{"current_steps": 34420, "total_steps": 45204, "loss": 0.3604, "learning_rate": 2.67948357280682e-06, "epoch": 0.7614230041772819, "percentage": 76.14, "elapsed_time": "21:08:00", "remaining_time": "6:37:16"} +{"current_steps": 34425, "total_steps": 45204, "loss": 0.6556, "learning_rate": 2.677116738374683e-06, "epoch": 0.7615336118187952, "percentage": 76.15, "elapsed_time": "21:08:13", "remaining_time": "6:37:06"} +{"current_steps": 34430, "total_steps": 45204, "loss": 0.3212, "learning_rate": 2.6747507881784084e-06, "epoch": 0.7616442194603085, "percentage": 76.17, "elapsed_time": "21:08:26", "remaining_time": "6:36:55"} +{"current_steps": 34435, "total_steps": 45204, "loss": 0.3486, "learning_rate": 2.672385722503694e-06, "epoch": 0.7617548271018217, "percentage": 76.18, "elapsed_time": "21:08:40", "remaining_time": "6:36:45"} +{"current_steps": 34440, "total_steps": 45204, "loss": 0.2407, "learning_rate": 2.6700215416361196e-06, "epoch": 0.761865434743335, "percentage": 76.19, "elapsed_time": "21:08:50", "remaining_time": "6:36:34"} +{"current_steps": 34445, "total_steps": 45204, "loss": 0.2744, "learning_rate": 2.667658245861152e-06, "epoch": 0.7619760423848482, "percentage": 76.2, "elapsed_time": "21:09:01", "remaining_time": "6:36:23"} +{"current_steps": 34450, "total_steps": 45204, "loss": 0.3706, "learning_rate": 2.6652958354641655e-06, "epoch": 0.7620866500263614, "percentage": 76.21, "elapsed_time": "21:09:11", "remaining_time": "6:36:11"} +{"current_steps": 34455, "total_steps": 45204, "loss": 0.3102, "learning_rate": 2.6629343107304216e-06, "epoch": 0.7621972576678747, "percentage": 76.22, "elapsed_time": "21:09:23", "remaining_time": "6:36:00"} +{"current_steps": 34460, "total_steps": 45204, "loss": 0.2152, "learning_rate": 2.6605736719450638e-06, "epoch": 0.762307865309388, "percentage": 76.23, "elapsed_time": "21:09:34", "remaining_time": "6:35:49"} +{"current_steps": 34465, "total_steps": 45204, "loss": 0.328, "learning_rate": 2.658213919393149e-06, "epoch": 0.7624184729509013, "percentage": 76.24, "elapsed_time": "21:09:45", "remaining_time": "6:35:38"} +{"current_steps": 34470, "total_steps": 45204, "loss": 0.356, "learning_rate": 2.655855053359612e-06, "epoch": 0.7625290805924145, "percentage": 76.25, "elapsed_time": "21:09:55", "remaining_time": "6:35:27"} +{"current_steps": 34475, "total_steps": 45204, "loss": 0.3128, "learning_rate": 2.6534970741292855e-06, "epoch": 0.7626396882339278, "percentage": 76.27, "elapsed_time": "21:10:05", "remaining_time": "6:35:16"} +{"current_steps": 34480, "total_steps": 45204, "loss": 0.4037, "learning_rate": 2.6511399819868954e-06, "epoch": 0.7627502958754411, "percentage": 76.28, "elapsed_time": "21:10:21", "remaining_time": "6:35:06"} +{"current_steps": 34485, "total_steps": 45204, "loss": 0.3605, "learning_rate": 2.648783777217059e-06, "epoch": 0.7628609035169543, "percentage": 76.29, "elapsed_time": "21:10:34", "remaining_time": "6:34:55"} +{"current_steps": 34490, "total_steps": 45204, "loss": 0.3112, "learning_rate": 2.646428460104289e-06, "epoch": 0.7629715111584676, "percentage": 76.3, "elapsed_time": "21:10:44", "remaining_time": "6:34:44"} +{"current_steps": 34495, "total_steps": 45204, "loss": 0.3472, "learning_rate": 2.644074030932986e-06, "epoch": 0.7630821187999808, "percentage": 76.31, "elapsed_time": "21:10:56", "remaining_time": "6:34:33"} +{"current_steps": 34500, "total_steps": 45204, "loss": 0.2695, "learning_rate": 2.6417204899874504e-06, "epoch": 0.763192726441494, "percentage": 76.32, "elapsed_time": "21:11:05", "remaining_time": "6:34:22"} +{"current_steps": 34505, "total_steps": 45204, "loss": 0.4002, "learning_rate": 2.6393678375518684e-06, "epoch": 0.7633033340830073, "percentage": 76.33, "elapsed_time": "21:11:17", "remaining_time": "6:34:11"} +{"current_steps": 34510, "total_steps": 45204, "loss": 0.3368, "learning_rate": 2.6370160739103246e-06, "epoch": 0.7634139417245206, "percentage": 76.34, "elapsed_time": "21:11:28", "remaining_time": "6:34:00"} +{"current_steps": 34515, "total_steps": 45204, "loss": 0.4292, "learning_rate": 2.634665199346791e-06, "epoch": 0.7635245493660339, "percentage": 76.35, "elapsed_time": "21:11:41", "remaining_time": "6:33:49"} +{"current_steps": 34520, "total_steps": 45204, "loss": 0.458, "learning_rate": 2.632315214145137e-06, "epoch": 0.7636351570075471, "percentage": 76.36, "elapsed_time": "21:11:52", "remaining_time": "6:33:38"} +{"current_steps": 34525, "total_steps": 45204, "loss": 0.4117, "learning_rate": 2.6299661185891257e-06, "epoch": 0.7637457646490604, "percentage": 76.38, "elapsed_time": "21:12:06", "remaining_time": "6:33:28"} +{"current_steps": 34530, "total_steps": 45204, "loss": 0.4448, "learning_rate": 2.627617912962399e-06, "epoch": 0.7638563722905737, "percentage": 76.39, "elapsed_time": "21:12:18", "remaining_time": "6:33:18"} +{"current_steps": 34535, "total_steps": 45204, "loss": 0.3152, "learning_rate": 2.6252705975485128e-06, "epoch": 0.763966979932087, "percentage": 76.4, "elapsed_time": "21:12:27", "remaining_time": "6:33:06"} +{"current_steps": 34540, "total_steps": 45204, "loss": 0.3545, "learning_rate": 2.622924172630903e-06, "epoch": 0.7640775875736001, "percentage": 76.41, "elapsed_time": "21:12:37", "remaining_time": "6:32:54"} +{"current_steps": 34545, "total_steps": 45204, "loss": 0.3643, "learning_rate": 2.620578638492892e-06, "epoch": 0.7641881952151134, "percentage": 76.42, "elapsed_time": "21:12:49", "remaining_time": "6:32:44"} +{"current_steps": 34550, "total_steps": 45204, "loss": 0.35, "learning_rate": 2.6182339954177117e-06, "epoch": 0.7642988028566267, "percentage": 76.43, "elapsed_time": "21:13:00", "remaining_time": "6:32:32"} +{"current_steps": 34555, "total_steps": 45204, "loss": 0.3892, "learning_rate": 2.615890243688475e-06, "epoch": 0.7644094104981399, "percentage": 76.44, "elapsed_time": "21:13:09", "remaining_time": "6:32:21"} +{"current_steps": 34560, "total_steps": 45204, "loss": 0.4606, "learning_rate": 2.613547383588182e-06, "epoch": 0.7645200181396532, "percentage": 76.45, "elapsed_time": "21:13:21", "remaining_time": "6:32:10"} +{"current_steps": 34565, "total_steps": 45204, "loss": 0.3052, "learning_rate": 2.61120541539974e-06, "epoch": 0.7646306257811665, "percentage": 76.46, "elapsed_time": "21:13:30", "remaining_time": "6:31:58"} +{"current_steps": 34570, "total_steps": 45204, "loss": 0.4053, "learning_rate": 2.608864339405939e-06, "epoch": 0.7647412334226797, "percentage": 76.48, "elapsed_time": "21:13:44", "remaining_time": "6:31:48"} +{"current_steps": 34575, "total_steps": 45204, "loss": 0.2961, "learning_rate": 2.6065241558894625e-06, "epoch": 0.764851841064193, "percentage": 76.49, "elapsed_time": "21:13:53", "remaining_time": "6:31:37"} +{"current_steps": 34580, "total_steps": 45204, "loss": 0.3954, "learning_rate": 2.604184865132888e-06, "epoch": 0.7649624487057063, "percentage": 76.5, "elapsed_time": "21:14:03", "remaining_time": "6:31:25"} +{"current_steps": 34585, "total_steps": 45204, "loss": 0.3334, "learning_rate": 2.601846467418683e-06, "epoch": 0.7650730563472196, "percentage": 76.51, "elapsed_time": "21:14:13", "remaining_time": "6:31:14"} +{"current_steps": 34590, "total_steps": 45204, "loss": 0.3893, "learning_rate": 2.599508963029208e-06, "epoch": 0.7651836639887327, "percentage": 76.52, "elapsed_time": "21:14:23", "remaining_time": "6:31:02"} +{"current_steps": 34595, "total_steps": 45204, "loss": 0.3459, "learning_rate": 2.5971723522467174e-06, "epoch": 0.765294271630246, "percentage": 76.53, "elapsed_time": "21:14:35", "remaining_time": "6:30:52"} +{"current_steps": 34600, "total_steps": 45204, "loss": 0.2735, "learning_rate": 2.5948366353533548e-06, "epoch": 0.7654048792717593, "percentage": 76.54, "elapsed_time": "21:14:46", "remaining_time": "6:30:40"} +{"current_steps": 34605, "total_steps": 45204, "loss": 0.4038, "learning_rate": 2.5925018126311585e-06, "epoch": 0.7655154869132725, "percentage": 76.55, "elapsed_time": "21:14:58", "remaining_time": "6:30:30"} +{"current_steps": 34610, "total_steps": 45204, "loss": 0.3827, "learning_rate": 2.590167884362057e-06, "epoch": 0.7656260945547858, "percentage": 76.56, "elapsed_time": "21:15:10", "remaining_time": "6:30:19"} +{"current_steps": 34615, "total_steps": 45204, "loss": 0.2266, "learning_rate": 2.587834850827872e-06, "epoch": 0.7657367021962991, "percentage": 76.58, "elapsed_time": "21:15:19", "remaining_time": "6:30:08"} +{"current_steps": 34620, "total_steps": 45204, "loss": 0.5182, "learning_rate": 2.585502712310315e-06, "epoch": 0.7658473098378124, "percentage": 76.59, "elapsed_time": "21:15:31", "remaining_time": "6:29:57"} +{"current_steps": 34625, "total_steps": 45204, "loss": 0.4305, "learning_rate": 2.5831714690909915e-06, "epoch": 0.7659579174793256, "percentage": 76.6, "elapsed_time": "21:15:42", "remaining_time": "6:29:46"} +{"current_steps": 34630, "total_steps": 45204, "loss": 0.3597, "learning_rate": 2.5808411214513994e-06, "epoch": 0.7660685251208389, "percentage": 76.61, "elapsed_time": "21:15:52", "remaining_time": "6:29:34"} +{"current_steps": 34635, "total_steps": 45204, "loss": 0.4145, "learning_rate": 2.5785116696729273e-06, "epoch": 0.766179132762352, "percentage": 76.62, "elapsed_time": "21:16:02", "remaining_time": "6:29:23"} +{"current_steps": 34640, "total_steps": 45204, "loss": 0.3844, "learning_rate": 2.5761831140368586e-06, "epoch": 0.7662897404038653, "percentage": 76.63, "elapsed_time": "21:16:13", "remaining_time": "6:29:12"} +{"current_steps": 34645, "total_steps": 45204, "loss": 0.361, "learning_rate": 2.5738554548243566e-06, "epoch": 0.7664003480453786, "percentage": 76.64, "elapsed_time": "21:16:24", "remaining_time": "6:29:01"} +{"current_steps": 34650, "total_steps": 45204, "loss": 0.1076, "learning_rate": 2.571528692316494e-06, "epoch": 0.7665109556868919, "percentage": 76.65, "elapsed_time": "21:16:32", "remaining_time": "6:28:49"} +{"current_steps": 34655, "total_steps": 45204, "loss": 0.2766, "learning_rate": 2.569202826794226e-06, "epoch": 0.7666215633284051, "percentage": 76.66, "elapsed_time": "21:16:44", "remaining_time": "6:28:38"} +{"current_steps": 34660, "total_steps": 45204, "loss": 0.3109, "learning_rate": 2.5668778585383935e-06, "epoch": 0.7667321709699184, "percentage": 76.67, "elapsed_time": "21:16:53", "remaining_time": "6:28:26"} +{"current_steps": 34665, "total_steps": 45204, "loss": 0.3782, "learning_rate": 2.564553787829742e-06, "epoch": 0.7668427786114317, "percentage": 76.69, "elapsed_time": "21:17:05", "remaining_time": "6:28:15"} +{"current_steps": 34670, "total_steps": 45204, "loss": 0.4017, "learning_rate": 2.5622306149489053e-06, "epoch": 0.766953386252945, "percentage": 76.7, "elapsed_time": "21:17:14", "remaining_time": "6:28:04"} +{"current_steps": 34675, "total_steps": 45204, "loss": 0.2278, "learning_rate": 2.5599083401763934e-06, "epoch": 0.7670639938944582, "percentage": 76.71, "elapsed_time": "21:17:24", "remaining_time": "6:27:53"} +{"current_steps": 34680, "total_steps": 45204, "loss": 0.2583, "learning_rate": 2.557586963792632e-06, "epoch": 0.7671746015359715, "percentage": 76.72, "elapsed_time": "21:17:37", "remaining_time": "6:27:42"} +{"current_steps": 34685, "total_steps": 45204, "loss": 0.3454, "learning_rate": 2.555266486077922e-06, "epoch": 0.7672852091774847, "percentage": 76.73, "elapsed_time": "21:17:47", "remaining_time": "6:27:31"} +{"current_steps": 34690, "total_steps": 45204, "loss": 0.3347, "learning_rate": 2.5529469073124613e-06, "epoch": 0.7673958168189979, "percentage": 76.74, "elapsed_time": "21:17:59", "remaining_time": "6:27:20"} +{"current_steps": 34695, "total_steps": 45204, "loss": 0.3848, "learning_rate": 2.5506282277763372e-06, "epoch": 0.7675064244605112, "percentage": 76.75, "elapsed_time": "21:18:10", "remaining_time": "6:27:09"} +{"current_steps": 34700, "total_steps": 45204, "loss": 0.2953, "learning_rate": 2.548310447749531e-06, "epoch": 0.7676170321020245, "percentage": 76.76, "elapsed_time": "21:18:19", "remaining_time": "6:26:57"} +{"current_steps": 34705, "total_steps": 45204, "loss": 0.3671, "learning_rate": 2.5459935675119127e-06, "epoch": 0.7677276397435377, "percentage": 76.77, "elapsed_time": "21:18:29", "remaining_time": "6:26:46"} +{"current_steps": 34710, "total_steps": 45204, "loss": 0.3442, "learning_rate": 2.5436775873432453e-06, "epoch": 0.767838247385051, "percentage": 76.79, "elapsed_time": "21:18:41", "remaining_time": "6:26:35"} +{"current_steps": 34715, "total_steps": 45204, "loss": 0.2581, "learning_rate": 2.541362507523183e-06, "epoch": 0.7679488550265643, "percentage": 76.8, "elapsed_time": "21:18:52", "remaining_time": "6:26:24"} +{"current_steps": 34720, "total_steps": 45204, "loss": 0.3998, "learning_rate": 2.5390483283312705e-06, "epoch": 0.7680594626680776, "percentage": 76.81, "elapsed_time": "21:19:07", "remaining_time": "6:26:14"} +{"current_steps": 34725, "total_steps": 45204, "loss": 0.2067, "learning_rate": 2.5367350500469435e-06, "epoch": 0.7681700703095908, "percentage": 76.82, "elapsed_time": "21:19:15", "remaining_time": "6:26:02"} +{"current_steps": 34730, "total_steps": 45204, "loss": 0.2868, "learning_rate": 2.5344226729495315e-06, "epoch": 0.768280677951104, "percentage": 76.83, "elapsed_time": "21:19:24", "remaining_time": "6:25:50"} +{"current_steps": 34735, "total_steps": 45204, "loss": 0.3764, "learning_rate": 2.532111197318252e-06, "epoch": 0.7683912855926173, "percentage": 76.84, "elapsed_time": "21:19:35", "remaining_time": "6:25:39"} +{"current_steps": 34740, "total_steps": 45204, "loss": 0.3658, "learning_rate": 2.529800623432219e-06, "epoch": 0.7685018932341305, "percentage": 76.85, "elapsed_time": "21:19:49", "remaining_time": "6:25:29"} +{"current_steps": 34745, "total_steps": 45204, "loss": 0.4661, "learning_rate": 2.5274909515704227e-06, "epoch": 0.7686125008756438, "percentage": 76.86, "elapsed_time": "21:19:59", "remaining_time": "6:25:18"} +{"current_steps": 34750, "total_steps": 45204, "loss": 0.3477, "learning_rate": 2.525182182011766e-06, "epoch": 0.7687231085171571, "percentage": 76.87, "elapsed_time": "21:20:09", "remaining_time": "6:25:07"} +{"current_steps": 34755, "total_steps": 45204, "loss": 0.3239, "learning_rate": 2.522874315035032e-06, "epoch": 0.7688337161586704, "percentage": 76.88, "elapsed_time": "21:20:19", "remaining_time": "6:24:55"} +{"current_steps": 34760, "total_steps": 45204, "loss": 0.321, "learning_rate": 2.520567350918884e-06, "epoch": 0.7689443238001836, "percentage": 76.9, "elapsed_time": "21:20:31", "remaining_time": "6:24:44"} +{"current_steps": 34765, "total_steps": 45204, "loss": 0.3269, "learning_rate": 2.518261289941899e-06, "epoch": 0.7690549314416969, "percentage": 76.91, "elapsed_time": "21:20:41", "remaining_time": "6:24:33"} +{"current_steps": 34770, "total_steps": 45204, "loss": 0.4938, "learning_rate": 2.515956132382531e-06, "epoch": 0.7691655390832102, "percentage": 76.92, "elapsed_time": "21:20:53", "remaining_time": "6:24:22"} +{"current_steps": 34775, "total_steps": 45204, "loss": 0.2841, "learning_rate": 2.513651878519119e-06, "epoch": 0.7692761467247234, "percentage": 76.93, "elapsed_time": "21:21:05", "remaining_time": "6:24:11"} +{"current_steps": 34780, "total_steps": 45204, "loss": 0.3634, "learning_rate": 2.51134852862991e-06, "epoch": 0.7693867543662366, "percentage": 76.94, "elapsed_time": "21:21:15", "remaining_time": "6:24:00"} +{"current_steps": 34785, "total_steps": 45204, "loss": 0.3959, "learning_rate": 2.5090460829930298e-06, "epoch": 0.7694973620077499, "percentage": 76.95, "elapsed_time": "21:21:28", "remaining_time": "6:23:49"} +{"current_steps": 34790, "total_steps": 45204, "loss": 0.1148, "learning_rate": 2.506744541886497e-06, "epoch": 0.7696079696492631, "percentage": 76.96, "elapsed_time": "21:21:36", "remaining_time": "6:23:38"} +{"current_steps": 34795, "total_steps": 45204, "loss": 0.5139, "learning_rate": 2.504443905588223e-06, "epoch": 0.7697185772907764, "percentage": 76.97, "elapsed_time": "21:21:50", "remaining_time": "6:23:28"} +{"current_steps": 34800, "total_steps": 45204, "loss": 0.2993, "learning_rate": 2.502144174376009e-06, "epoch": 0.7698291849322897, "percentage": 76.98, "elapsed_time": "21:22:03", "remaining_time": "6:23:17"} +{"current_steps": 34805, "total_steps": 45204, "loss": 0.3698, "learning_rate": 2.499845348527545e-06, "epoch": 0.769939792573803, "percentage": 77.0, "elapsed_time": "21:22:12", "remaining_time": "6:23:05"} +{"current_steps": 34810, "total_steps": 45204, "loss": 0.315, "learning_rate": 2.4975474283204172e-06, "epoch": 0.7700504002153162, "percentage": 77.01, "elapsed_time": "21:22:24", "remaining_time": "6:22:54"} +{"current_steps": 34815, "total_steps": 45204, "loss": 0.2513, "learning_rate": 2.4952504140320953e-06, "epoch": 0.7701610078568295, "percentage": 77.02, "elapsed_time": "21:22:35", "remaining_time": "6:22:43"} +{"current_steps": 34820, "total_steps": 45204, "loss": 0.2945, "learning_rate": 2.4929543059399442e-06, "epoch": 0.7702716154983428, "percentage": 77.03, "elapsed_time": "21:22:48", "remaining_time": "6:22:33"} +{"current_steps": 34825, "total_steps": 45204, "loss": 0.3541, "learning_rate": 2.490659104321218e-06, "epoch": 0.7703822231398559, "percentage": 77.04, "elapsed_time": "21:22:59", "remaining_time": "6:22:22"} +{"current_steps": 34830, "total_steps": 45204, "loss": 0.3092, "learning_rate": 2.488364809453062e-06, "epoch": 0.7704928307813692, "percentage": 77.05, "elapsed_time": "21:23:11", "remaining_time": "6:22:11"} +{"current_steps": 34835, "total_steps": 45204, "loss": 0.2351, "learning_rate": 2.4860714216125126e-06, "epoch": 0.7706034384228825, "percentage": 77.06, "elapsed_time": "21:23:21", "remaining_time": "6:22:00"} +{"current_steps": 34840, "total_steps": 45204, "loss": 0.2138, "learning_rate": 2.4837789410764934e-06, "epoch": 0.7707140460643958, "percentage": 77.07, "elapsed_time": "21:23:34", "remaining_time": "6:21:49"} +{"current_steps": 34845, "total_steps": 45204, "loss": 0.2268, "learning_rate": 2.481487368121822e-06, "epoch": 0.770824653705909, "percentage": 77.08, "elapsed_time": "21:23:44", "remaining_time": "6:21:38"} +{"current_steps": 34850, "total_steps": 45204, "loss": 0.3633, "learning_rate": 2.479196703025205e-06, "epoch": 0.7709352613474223, "percentage": 77.09, "elapsed_time": "21:23:58", "remaining_time": "6:21:28"} +{"current_steps": 34855, "total_steps": 45204, "loss": 0.2211, "learning_rate": 2.4769069460632424e-06, "epoch": 0.7710458689889356, "percentage": 77.11, "elapsed_time": "21:24:08", "remaining_time": "6:21:16"} +{"current_steps": 34860, "total_steps": 45204, "loss": 0.3291, "learning_rate": 2.4746180975124125e-06, "epoch": 0.7711564766304488, "percentage": 77.12, "elapsed_time": "21:24:19", "remaining_time": "6:21:05"} +{"current_steps": 34865, "total_steps": 45204, "loss": 0.3053, "learning_rate": 2.472330157649102e-06, "epoch": 0.7712670842719621, "percentage": 77.13, "elapsed_time": "21:24:29", "remaining_time": "6:20:54"} +{"current_steps": 34870, "total_steps": 45204, "loss": 0.3321, "learning_rate": 2.4700431267495806e-06, "epoch": 0.7713776919134754, "percentage": 77.14, "elapsed_time": "21:24:40", "remaining_time": "6:20:43"} +{"current_steps": 34875, "total_steps": 45204, "loss": 0.2454, "learning_rate": 2.4677570050899944e-06, "epoch": 0.7714882995549885, "percentage": 77.15, "elapsed_time": "21:24:48", "remaining_time": "6:20:31"} +{"current_steps": 34880, "total_steps": 45204, "loss": 0.2156, "learning_rate": 2.4654717929464036e-06, "epoch": 0.7715989071965018, "percentage": 77.16, "elapsed_time": "21:24:57", "remaining_time": "6:20:19"} +{"current_steps": 34885, "total_steps": 45204, "loss": 0.2133, "learning_rate": 2.463187490594745e-06, "epoch": 0.7717095148380151, "percentage": 77.17, "elapsed_time": "21:25:09", "remaining_time": "6:20:09"} +{"current_steps": 34890, "total_steps": 45204, "loss": 0.2726, "learning_rate": 2.46090409831084e-06, "epoch": 0.7718201224795284, "percentage": 77.18, "elapsed_time": "21:25:18", "remaining_time": "6:19:57"} +{"current_steps": 34895, "total_steps": 45204, "loss": 0.2344, "learning_rate": 2.4586216163704157e-06, "epoch": 0.7719307301210416, "percentage": 77.19, "elapsed_time": "21:25:29", "remaining_time": "6:19:46"} +{"current_steps": 34900, "total_steps": 45204, "loss": 0.2947, "learning_rate": 2.4563400450490783e-06, "epoch": 0.7720413377625549, "percentage": 77.21, "elapsed_time": "21:25:38", "remaining_time": "6:19:34"} +{"current_steps": 34905, "total_steps": 45204, "loss": 0.4498, "learning_rate": 2.454059384622327e-06, "epoch": 0.7721519454040682, "percentage": 77.22, "elapsed_time": "21:25:53", "remaining_time": "6:19:24"} +{"current_steps": 34910, "total_steps": 45204, "loss": 0.2597, "learning_rate": 2.4517796353655497e-06, "epoch": 0.7722625530455814, "percentage": 77.23, "elapsed_time": "21:26:05", "remaining_time": "6:19:13"} +{"current_steps": 34915, "total_steps": 45204, "loss": 0.2997, "learning_rate": 2.4495007975540263e-06, "epoch": 0.7723731606870947, "percentage": 77.24, "elapsed_time": "21:26:15", "remaining_time": "6:19:02"} +{"current_steps": 34920, "total_steps": 45204, "loss": 0.3116, "learning_rate": 2.4472228714629265e-06, "epoch": 0.7724837683286079, "percentage": 77.25, "elapsed_time": "21:26:25", "remaining_time": "6:18:51"} +{"current_steps": 34925, "total_steps": 45204, "loss": 0.2738, "learning_rate": 2.444945857367307e-06, "epoch": 0.7725943759701211, "percentage": 77.26, "elapsed_time": "21:26:36", "remaining_time": "6:18:40"} +{"current_steps": 34930, "total_steps": 45204, "loss": 0.2931, "learning_rate": 2.4426697555421185e-06, "epoch": 0.7727049836116344, "percentage": 77.27, "elapsed_time": "21:26:45", "remaining_time": "6:18:28"} +{"current_steps": 34935, "total_steps": 45204, "loss": 0.3466, "learning_rate": 2.4403945662622e-06, "epoch": 0.7728155912531477, "percentage": 77.28, "elapsed_time": "21:26:57", "remaining_time": "6:18:17"} +{"current_steps": 34940, "total_steps": 45204, "loss": 0.4076, "learning_rate": 2.4381202898022772e-06, "epoch": 0.772926198894661, "percentage": 77.29, "elapsed_time": "21:27:07", "remaining_time": "6:18:06"} +{"current_steps": 34945, "total_steps": 45204, "loss": 0.4316, "learning_rate": 2.43584692643697e-06, "epoch": 0.7730368065361742, "percentage": 77.31, "elapsed_time": "21:27:19", "remaining_time": "6:17:55"} +{"current_steps": 34950, "total_steps": 45204, "loss": 0.3425, "learning_rate": 2.4335744764407875e-06, "epoch": 0.7731474141776875, "percentage": 77.32, "elapsed_time": "21:27:28", "remaining_time": "6:17:44"} +{"current_steps": 34955, "total_steps": 45204, "loss": 0.4398, "learning_rate": 2.4313029400881283e-06, "epoch": 0.7732580218192008, "percentage": 77.33, "elapsed_time": "21:27:41", "remaining_time": "6:17:33"} +{"current_steps": 34960, "total_steps": 45204, "loss": 0.257, "learning_rate": 2.4290323176532714e-06, "epoch": 0.773368629460714, "percentage": 77.34, "elapsed_time": "21:27:51", "remaining_time": "6:17:22"} +{"current_steps": 34965, "total_steps": 45204, "loss": 0.3651, "learning_rate": 2.4267626094104036e-06, "epoch": 0.7734792371022273, "percentage": 77.35, "elapsed_time": "21:28:01", "remaining_time": "6:17:10"} +{"current_steps": 34970, "total_steps": 45204, "loss": 0.2863, "learning_rate": 2.4244938156335895e-06, "epoch": 0.7735898447437405, "percentage": 77.36, "elapsed_time": "21:28:10", "remaining_time": "6:16:59"} +{"current_steps": 34975, "total_steps": 45204, "loss": 0.3698, "learning_rate": 2.4222259365967783e-06, "epoch": 0.7737004523852538, "percentage": 77.37, "elapsed_time": "21:28:22", "remaining_time": "6:16:48"} +{"current_steps": 34980, "total_steps": 45204, "loss": 0.4582, "learning_rate": 2.4199589725738237e-06, "epoch": 0.773811060026767, "percentage": 77.38, "elapsed_time": "21:28:35", "remaining_time": "6:16:37"} +{"current_steps": 34985, "total_steps": 45204, "loss": 0.3173, "learning_rate": 2.4176929238384606e-06, "epoch": 0.7739216676682803, "percentage": 77.39, "elapsed_time": "21:28:46", "remaining_time": "6:16:26"} +{"current_steps": 34990, "total_steps": 45204, "loss": 0.3622, "learning_rate": 2.4154277906643055e-06, "epoch": 0.7740322753097936, "percentage": 77.4, "elapsed_time": "21:28:57", "remaining_time": "6:16:15"} +{"current_steps": 34995, "total_steps": 45204, "loss": 0.1828, "learning_rate": 2.4131635733248803e-06, "epoch": 0.7741428829513068, "percentage": 77.42, "elapsed_time": "21:29:07", "remaining_time": "6:16:04"} +{"current_steps": 35000, "total_steps": 45204, "loss": 0.3567, "learning_rate": 2.41090027209359e-06, "epoch": 0.7742534905928201, "percentage": 77.43, "elapsed_time": "21:29:20", "remaining_time": "6:15:53"} +{"current_steps": 35005, "total_steps": 45204, "loss": 0.3694, "learning_rate": 2.408637887243719e-06, "epoch": 0.7743640982343334, "percentage": 77.44, "elapsed_time": "21:29:31", "remaining_time": "6:15:42"} +{"current_steps": 35010, "total_steps": 45204, "loss": 0.2809, "learning_rate": 2.4063764190484563e-06, "epoch": 0.7744747058758467, "percentage": 77.45, "elapsed_time": "21:29:42", "remaining_time": "6:15:31"} +{"current_steps": 35015, "total_steps": 45204, "loss": 0.2836, "learning_rate": 2.4041158677808717e-06, "epoch": 0.7745853135173598, "percentage": 77.46, "elapsed_time": "21:29:50", "remaining_time": "6:15:19"} +{"current_steps": 35020, "total_steps": 45204, "loss": 0.3723, "learning_rate": 2.401856233713925e-06, "epoch": 0.7746959211588731, "percentage": 77.47, "elapsed_time": "21:30:01", "remaining_time": "6:15:08"} +{"current_steps": 35025, "total_steps": 45204, "loss": 0.224, "learning_rate": 2.399597517120469e-06, "epoch": 0.7748065288003864, "percentage": 77.48, "elapsed_time": "21:30:10", "remaining_time": "6:14:57"} +{"current_steps": 35030, "total_steps": 45204, "loss": 0.2239, "learning_rate": 2.3973397182732403e-06, "epoch": 0.7749171364418996, "percentage": 77.49, "elapsed_time": "21:30:21", "remaining_time": "6:14:46"} +{"current_steps": 35035, "total_steps": 45204, "loss": 0.211, "learning_rate": 2.3950828374448685e-06, "epoch": 0.7750277440834129, "percentage": 77.5, "elapsed_time": "21:30:31", "remaining_time": "6:14:34"} +{"current_steps": 35040, "total_steps": 45204, "loss": 0.3564, "learning_rate": 2.392826874907872e-06, "epoch": 0.7751383517249262, "percentage": 77.52, "elapsed_time": "21:30:43", "remaining_time": "6:14:23"} +{"current_steps": 35045, "total_steps": 45204, "loss": 0.2975, "learning_rate": 2.390571830934656e-06, "epoch": 0.7752489593664394, "percentage": 77.53, "elapsed_time": "21:30:51", "remaining_time": "6:14:11"} +{"current_steps": 35050, "total_steps": 45204, "loss": 0.2585, "learning_rate": 2.388317705797517e-06, "epoch": 0.7753595670079527, "percentage": 77.54, "elapsed_time": "21:31:02", "remaining_time": "6:14:00"} +{"current_steps": 35055, "total_steps": 45204, "loss": 0.3412, "learning_rate": 2.38606449976864e-06, "epoch": 0.775470174649466, "percentage": 77.55, "elapsed_time": "21:31:13", "remaining_time": "6:13:49"} +{"current_steps": 35060, "total_steps": 45204, "loss": 0.2486, "learning_rate": 2.383812213120099e-06, "epoch": 0.7755807822909793, "percentage": 77.56, "elapsed_time": "21:31:22", "remaining_time": "6:13:38"} +{"current_steps": 35065, "total_steps": 45204, "loss": 0.4753, "learning_rate": 2.3815608461238572e-06, "epoch": 0.7756913899324924, "percentage": 77.57, "elapsed_time": "21:31:34", "remaining_time": "6:13:27"} +{"current_steps": 35070, "total_steps": 45204, "loss": 0.369, "learning_rate": 2.3793103990517685e-06, "epoch": 0.7758019975740057, "percentage": 77.58, "elapsed_time": "21:31:47", "remaining_time": "6:13:16"} +{"current_steps": 35075, "total_steps": 45204, "loss": 0.3238, "learning_rate": 2.3770608721755662e-06, "epoch": 0.775912605215519, "percentage": 77.59, "elapsed_time": "21:31:57", "remaining_time": "6:13:05"} +{"current_steps": 35080, "total_steps": 45204, "loss": 0.3966, "learning_rate": 2.374812265766887e-06, "epoch": 0.7760232128570322, "percentage": 77.6, "elapsed_time": "21:32:09", "remaining_time": "6:12:54"} +{"current_steps": 35085, "total_steps": 45204, "loss": 0.3347, "learning_rate": 2.3725645800972506e-06, "epoch": 0.7761338204985455, "percentage": 77.61, "elapsed_time": "21:32:20", "remaining_time": "6:12:43"} +{"current_steps": 35090, "total_steps": 45204, "loss": 0.222, "learning_rate": 2.3703178154380557e-06, "epoch": 0.7762444281400588, "percentage": 77.63, "elapsed_time": "21:32:29", "remaining_time": "6:12:32"} +{"current_steps": 35095, "total_steps": 45204, "loss": 0.3859, "learning_rate": 2.368071972060607e-06, "epoch": 0.7763550357815721, "percentage": 77.64, "elapsed_time": "21:32:41", "remaining_time": "6:12:21"} +{"current_steps": 35100, "total_steps": 45204, "loss": 0.2449, "learning_rate": 2.365827050236089e-06, "epoch": 0.7764656434230853, "percentage": 77.65, "elapsed_time": "21:32:51", "remaining_time": "6:12:09"} +{"current_steps": 35105, "total_steps": 45204, "loss": 0.1558, "learning_rate": 2.3635830502355673e-06, "epoch": 0.7765762510645986, "percentage": 77.66, "elapsed_time": "21:33:00", "remaining_time": "6:11:58"} +{"current_steps": 35110, "total_steps": 45204, "loss": 0.2047, "learning_rate": 2.3613399723300124e-06, "epoch": 0.7766868587061118, "percentage": 77.67, "elapsed_time": "21:33:12", "remaining_time": "6:11:47"} +{"current_steps": 35115, "total_steps": 45204, "loss": 0.2423, "learning_rate": 2.359097816790272e-06, "epoch": 0.776797466347625, "percentage": 77.68, "elapsed_time": "21:33:24", "remaining_time": "6:11:36"} +{"current_steps": 35120, "total_steps": 45204, "loss": 0.3581, "learning_rate": 2.356856583887086e-06, "epoch": 0.7769080739891383, "percentage": 77.69, "elapsed_time": "21:33:34", "remaining_time": "6:11:25"} +{"current_steps": 35125, "total_steps": 45204, "loss": 0.2836, "learning_rate": 2.354616273891083e-06, "epoch": 0.7770186816306516, "percentage": 77.7, "elapsed_time": "21:33:44", "remaining_time": "6:11:14"} +{"current_steps": 35130, "total_steps": 45204, "loss": 0.3461, "learning_rate": 2.3523768870727794e-06, "epoch": 0.7771292892721648, "percentage": 77.71, "elapsed_time": "21:33:56", "remaining_time": "6:11:03"} +{"current_steps": 35135, "total_steps": 45204, "loss": 0.4347, "learning_rate": 2.3501384237025803e-06, "epoch": 0.7772398969136781, "percentage": 77.73, "elapsed_time": "21:34:09", "remaining_time": "6:10:52"} +{"current_steps": 35140, "total_steps": 45204, "loss": 0.2977, "learning_rate": 2.34790088405078e-06, "epoch": 0.7773505045551914, "percentage": 77.74, "elapsed_time": "21:34:19", "remaining_time": "6:10:41"} +{"current_steps": 35145, "total_steps": 45204, "loss": 0.3387, "learning_rate": 2.3456642683875597e-06, "epoch": 0.7774611121967047, "percentage": 77.75, "elapsed_time": "21:34:30", "remaining_time": "6:10:30"} +{"current_steps": 35150, "total_steps": 45204, "loss": 0.2889, "learning_rate": 2.34342857698299e-06, "epoch": 0.7775717198382179, "percentage": 77.76, "elapsed_time": "21:34:43", "remaining_time": "6:10:19"} +{"current_steps": 35155, "total_steps": 45204, "loss": 0.1833, "learning_rate": 2.341193810107032e-06, "epoch": 0.7776823274797311, "percentage": 77.77, "elapsed_time": "21:34:53", "remaining_time": "6:10:08"} +{"current_steps": 35160, "total_steps": 45204, "loss": 0.422, "learning_rate": 2.338959968029532e-06, "epoch": 0.7777929351212444, "percentage": 77.78, "elapsed_time": "21:35:05", "remaining_time": "6:09:57"} +{"current_steps": 35165, "total_steps": 45204, "loss": 0.2125, "learning_rate": 2.3367270510202246e-06, "epoch": 0.7779035427627576, "percentage": 77.79, "elapsed_time": "21:35:17", "remaining_time": "6:09:46"} +{"current_steps": 35170, "total_steps": 45204, "loss": 0.3139, "learning_rate": 2.334495059348737e-06, "epoch": 0.7780141504042709, "percentage": 77.8, "elapsed_time": "21:35:26", "remaining_time": "6:09:35"} +{"current_steps": 35175, "total_steps": 45204, "loss": 0.2676, "learning_rate": 2.3322639932845737e-06, "epoch": 0.7781247580457842, "percentage": 77.81, "elapsed_time": "21:35:35", "remaining_time": "6:09:23"} +{"current_steps": 35180, "total_steps": 45204, "loss": 0.3485, "learning_rate": 2.3300338530971445e-06, "epoch": 0.7782353656872975, "percentage": 77.82, "elapsed_time": "21:35:47", "remaining_time": "6:09:13"} +{"current_steps": 35185, "total_steps": 45204, "loss": 0.3289, "learning_rate": 2.3278046390557364e-06, "epoch": 0.7783459733288107, "percentage": 77.84, "elapsed_time": "21:35:59", "remaining_time": "6:09:02"} +{"current_steps": 35190, "total_steps": 45204, "loss": 0.401, "learning_rate": 2.3255763514295182e-06, "epoch": 0.778456580970324, "percentage": 77.85, "elapsed_time": "21:36:12", "remaining_time": "6:08:51"} +{"current_steps": 35195, "total_steps": 45204, "loss": 0.2335, "learning_rate": 2.323348990487565e-06, "epoch": 0.7785671886118373, "percentage": 77.86, "elapsed_time": "21:36:24", "remaining_time": "6:08:40"} +{"current_steps": 35200, "total_steps": 45204, "loss": 0.2996, "learning_rate": 2.321122556498828e-06, "epoch": 0.7786777962533505, "percentage": 77.87, "elapsed_time": "21:36:35", "remaining_time": "6:08:29"} +{"current_steps": 35205, "total_steps": 45204, "loss": 0.2838, "learning_rate": 2.3188970497321407e-06, "epoch": 0.7787884038948637, "percentage": 77.88, "elapsed_time": "21:36:46", "remaining_time": "6:08:18"} +{"current_steps": 35210, "total_steps": 45204, "loss": 0.4403, "learning_rate": 2.3166724704562404e-06, "epoch": 0.778899011536377, "percentage": 77.89, "elapsed_time": "21:36:57", "remaining_time": "6:08:07"} +{"current_steps": 35215, "total_steps": 45204, "loss": 0.3062, "learning_rate": 2.314448818939745e-06, "epoch": 0.7790096191778902, "percentage": 77.9, "elapsed_time": "21:37:09", "remaining_time": "6:07:56"} +{"current_steps": 35220, "total_steps": 45204, "loss": 0.2993, "learning_rate": 2.312226095451152e-06, "epoch": 0.7791202268194035, "percentage": 77.91, "elapsed_time": "21:37:21", "remaining_time": "6:07:46"} +{"current_steps": 35225, "total_steps": 45204, "loss": 0.2616, "learning_rate": 2.310004300258861e-06, "epoch": 0.7792308344609168, "percentage": 77.92, "elapsed_time": "21:37:30", "remaining_time": "6:07:34"} +{"current_steps": 35230, "total_steps": 45204, "loss": 0.3889, "learning_rate": 2.307783433631151e-06, "epoch": 0.7793414421024301, "percentage": 77.94, "elapsed_time": "21:37:41", "remaining_time": "6:07:23"} +{"current_steps": 35235, "total_steps": 45204, "loss": 0.2167, "learning_rate": 2.305563495836193e-06, "epoch": 0.7794520497439433, "percentage": 77.95, "elapsed_time": "21:37:50", "remaining_time": "6:07:11"} +{"current_steps": 35240, "total_steps": 45204, "loss": 0.3002, "learning_rate": 2.3033444871420395e-06, "epoch": 0.7795626573854566, "percentage": 77.96, "elapsed_time": "21:38:02", "remaining_time": "6:07:01"} +{"current_steps": 35245, "total_steps": 45204, "loss": 0.4343, "learning_rate": 2.3011264078166393e-06, "epoch": 0.7796732650269699, "percentage": 77.97, "elapsed_time": "21:38:14", "remaining_time": "6:06:50"} +{"current_steps": 35250, "total_steps": 45204, "loss": 0.3419, "learning_rate": 2.298909258127823e-06, "epoch": 0.779783872668483, "percentage": 77.98, "elapsed_time": "21:38:25", "remaining_time": "6:06:39"} +{"current_steps": 35255, "total_steps": 45204, "loss": 0.0993, "learning_rate": 2.2966930383433104e-06, "epoch": 0.7798944803099963, "percentage": 77.99, "elapsed_time": "21:38:33", "remaining_time": "6:06:27"} +{"current_steps": 35260, "total_steps": 45204, "loss": 0.2837, "learning_rate": 2.2944777487307103e-06, "epoch": 0.7800050879515096, "percentage": 78.0, "elapsed_time": "21:38:45", "remaining_time": "6:06:16"} +{"current_steps": 35265, "total_steps": 45204, "loss": 0.3288, "learning_rate": 2.2922633895575176e-06, "epoch": 0.7801156955930229, "percentage": 78.01, "elapsed_time": "21:38:57", "remaining_time": "6:06:05"} +{"current_steps": 35270, "total_steps": 45204, "loss": 0.3506, "learning_rate": 2.2900499610911153e-06, "epoch": 0.7802263032345361, "percentage": 78.02, "elapsed_time": "21:39:07", "remaining_time": "6:05:54"} +{"current_steps": 35275, "total_steps": 45204, "loss": 0.3934, "learning_rate": 2.2878374635987756e-06, "epoch": 0.7803369108760494, "percentage": 78.04, "elapsed_time": "21:39:18", "remaining_time": "6:05:43"} +{"current_steps": 35280, "total_steps": 45204, "loss": 0.2985, "learning_rate": 2.285625897347654e-06, "epoch": 0.7804475185175627, "percentage": 78.05, "elapsed_time": "21:39:28", "remaining_time": "6:05:32"} +{"current_steps": 35285, "total_steps": 45204, "loss": 0.3421, "learning_rate": 2.2834152626048024e-06, "epoch": 0.7805581261590759, "percentage": 78.06, "elapsed_time": "21:39:39", "remaining_time": "6:05:20"} +{"current_steps": 35290, "total_steps": 45204, "loss": 0.2906, "learning_rate": 2.281205559637144e-06, "epoch": 0.7806687338005892, "percentage": 78.07, "elapsed_time": "21:39:51", "remaining_time": "6:05:10"} +{"current_steps": 35295, "total_steps": 45204, "loss": 0.2627, "learning_rate": 2.2789967887115084e-06, "epoch": 0.7807793414421025, "percentage": 78.08, "elapsed_time": "21:40:00", "remaining_time": "6:04:58"} +{"current_steps": 35300, "total_steps": 45204, "loss": 0.3193, "learning_rate": 2.276788950094605e-06, "epoch": 0.7808899490836156, "percentage": 78.09, "elapsed_time": "21:40:12", "remaining_time": "6:04:47"} +{"current_steps": 35305, "total_steps": 45204, "loss": 0.2719, "learning_rate": 2.27458204405302e-06, "epoch": 0.7810005567251289, "percentage": 78.1, "elapsed_time": "21:40:21", "remaining_time": "6:04:36"} +{"current_steps": 35310, "total_steps": 45204, "loss": 0.3215, "learning_rate": 2.272376070853245e-06, "epoch": 0.7811111643666422, "percentage": 78.11, "elapsed_time": "21:40:33", "remaining_time": "6:04:25"} +{"current_steps": 35315, "total_steps": 45204, "loss": 0.2923, "learning_rate": 2.270171030761652e-06, "epoch": 0.7812217720081555, "percentage": 78.12, "elapsed_time": "21:40:44", "remaining_time": "6:04:14"} +{"current_steps": 35320, "total_steps": 45204, "loss": 0.3732, "learning_rate": 2.267966924044489e-06, "epoch": 0.7813323796496687, "percentage": 78.13, "elapsed_time": "21:40:56", "remaining_time": "6:04:03"} +{"current_steps": 35325, "total_steps": 45204, "loss": 0.3354, "learning_rate": 2.2657637509679096e-06, "epoch": 0.781442987291182, "percentage": 78.15, "elapsed_time": "21:41:08", "remaining_time": "6:03:52"} +{"current_steps": 35330, "total_steps": 45204, "loss": 0.3913, "learning_rate": 2.263561511797945e-06, "epoch": 0.7815535949326953, "percentage": 78.16, "elapsed_time": "21:41:21", "remaining_time": "6:03:42"} +{"current_steps": 35335, "total_steps": 45204, "loss": 0.4275, "learning_rate": 2.2613602068005134e-06, "epoch": 0.7816642025742085, "percentage": 78.17, "elapsed_time": "21:41:32", "remaining_time": "6:03:31"} +{"current_steps": 35340, "total_steps": 45204, "loss": 0.2812, "learning_rate": 2.2591598362414225e-06, "epoch": 0.7817748102157218, "percentage": 78.18, "elapsed_time": "21:41:44", "remaining_time": "6:03:20"} +{"current_steps": 35345, "total_steps": 45204, "loss": 0.2197, "learning_rate": 2.2569604003863665e-06, "epoch": 0.781885417857235, "percentage": 78.19, "elapsed_time": "21:41:52", "remaining_time": "6:03:08"} +{"current_steps": 35350, "total_steps": 45204, "loss": 0.2393, "learning_rate": 2.254761899500926e-06, "epoch": 0.7819960254987482, "percentage": 78.2, "elapsed_time": "21:42:01", "remaining_time": "6:02:56"} +{"current_steps": 35355, "total_steps": 45204, "loss": 0.3626, "learning_rate": 2.252564333850569e-06, "epoch": 0.7821066331402615, "percentage": 78.21, "elapsed_time": "21:42:14", "remaining_time": "6:02:46"} +{"current_steps": 35360, "total_steps": 45204, "loss": 0.3115, "learning_rate": 2.250367703700651e-06, "epoch": 0.7822172407817748, "percentage": 78.22, "elapsed_time": "21:42:25", "remaining_time": "6:02:35"} +{"current_steps": 35365, "total_steps": 45204, "loss": 0.2614, "learning_rate": 2.248172009316415e-06, "epoch": 0.7823278484232881, "percentage": 78.23, "elapsed_time": "21:42:34", "remaining_time": "6:02:23"} +{"current_steps": 35370, "total_steps": 45204, "loss": 0.4192, "learning_rate": 2.2459772509629897e-06, "epoch": 0.7824384560648013, "percentage": 78.25, "elapsed_time": "21:42:46", "remaining_time": "6:02:12"} +{"current_steps": 35375, "total_steps": 45204, "loss": 0.213, "learning_rate": 2.2437834289053927e-06, "epoch": 0.7825490637063146, "percentage": 78.26, "elapsed_time": "21:42:57", "remaining_time": "6:02:01"} +{"current_steps": 35380, "total_steps": 45204, "loss": 0.2665, "learning_rate": 2.241590543408526e-06, "epoch": 0.7826596713478279, "percentage": 78.27, "elapsed_time": "21:43:08", "remaining_time": "6:01:50"} +{"current_steps": 35385, "total_steps": 45204, "loss": 0.2829, "learning_rate": 2.2393985947371832e-06, "epoch": 0.7827702789893412, "percentage": 78.28, "elapsed_time": "21:43:19", "remaining_time": "6:01:39"} +{"current_steps": 35390, "total_steps": 45204, "loss": 0.435, "learning_rate": 2.2372075831560337e-06, "epoch": 0.7828808866308544, "percentage": 78.29, "elapsed_time": "21:43:32", "remaining_time": "6:01:29"} +{"current_steps": 35395, "total_steps": 45204, "loss": 0.3147, "learning_rate": 2.235017508929649e-06, "epoch": 0.7829914942723676, "percentage": 78.3, "elapsed_time": "21:43:46", "remaining_time": "6:01:18"} +{"current_steps": 35400, "total_steps": 45204, "loss": 0.2149, "learning_rate": 2.2328283723224786e-06, "epoch": 0.7831021019138809, "percentage": 78.31, "elapsed_time": "21:43:55", "remaining_time": "6:01:07"} +{"current_steps": 35405, "total_steps": 45204, "loss": 0.2762, "learning_rate": 2.2306401735988546e-06, "epoch": 0.7832127095553941, "percentage": 78.32, "elapsed_time": "21:44:06", "remaining_time": "6:00:56"} +{"current_steps": 35410, "total_steps": 45204, "loss": 0.3287, "learning_rate": 2.228452913023008e-06, "epoch": 0.7833233171969074, "percentage": 78.33, "elapsed_time": "21:44:16", "remaining_time": "6:00:44"} +{"current_steps": 35415, "total_steps": 45204, "loss": 0.3371, "learning_rate": 2.2262665908590497e-06, "epoch": 0.7834339248384207, "percentage": 78.34, "elapsed_time": "21:44:27", "remaining_time": "6:00:33"} +{"current_steps": 35420, "total_steps": 45204, "loss": 0.4331, "learning_rate": 2.2240812073709697e-06, "epoch": 0.7835445324799339, "percentage": 78.36, "elapsed_time": "21:44:39", "remaining_time": "6:00:22"} +{"current_steps": 35425, "total_steps": 45204, "loss": 0.2839, "learning_rate": 2.2218967628226606e-06, "epoch": 0.7836551401214472, "percentage": 78.37, "elapsed_time": "21:44:49", "remaining_time": "6:00:11"} +{"current_steps": 35430, "total_steps": 45204, "loss": 0.2787, "learning_rate": 2.2197132574778924e-06, "epoch": 0.7837657477629605, "percentage": 78.38, "elapsed_time": "21:45:00", "remaining_time": "6:00:00"} +{"current_steps": 35435, "total_steps": 45204, "loss": 0.437, "learning_rate": 2.217530691600316e-06, "epoch": 0.7838763554044738, "percentage": 78.39, "elapsed_time": "21:45:13", "remaining_time": "5:59:50"} +{"current_steps": 35440, "total_steps": 45204, "loss": 0.331, "learning_rate": 2.2153490654534826e-06, "epoch": 0.7839869630459869, "percentage": 78.4, "elapsed_time": "21:45:25", "remaining_time": "5:59:39"} +{"current_steps": 35445, "total_steps": 45204, "loss": 0.46, "learning_rate": 2.213168379300821e-06, "epoch": 0.7840975706875002, "percentage": 78.41, "elapsed_time": "21:45:36", "remaining_time": "5:59:28"} +{"current_steps": 35450, "total_steps": 45204, "loss": 0.3574, "learning_rate": 2.2109886334056473e-06, "epoch": 0.7842081783290135, "percentage": 78.42, "elapsed_time": "21:45:51", "remaining_time": "5:59:18"} +{"current_steps": 35455, "total_steps": 45204, "loss": 0.1842, "learning_rate": 2.2088098280311666e-06, "epoch": 0.7843187859705267, "percentage": 78.43, "elapsed_time": "21:45:59", "remaining_time": "5:59:06"} +{"current_steps": 35460, "total_steps": 45204, "loss": 0.3327, "learning_rate": 2.2066319634404675e-06, "epoch": 0.78442939361204, "percentage": 78.44, "elapsed_time": "21:46:11", "remaining_time": "5:58:55"} +{"current_steps": 35465, "total_steps": 45204, "loss": 0.3181, "learning_rate": 2.204455039896528e-06, "epoch": 0.7845400012535533, "percentage": 78.46, "elapsed_time": "21:46:24", "remaining_time": "5:58:45"} +{"current_steps": 35470, "total_steps": 45204, "loss": 0.2466, "learning_rate": 2.202279057662209e-06, "epoch": 0.7846506088950665, "percentage": 78.47, "elapsed_time": "21:46:35", "remaining_time": "5:58:34"} +{"current_steps": 35475, "total_steps": 45204, "loss": 0.2977, "learning_rate": 2.200104017000261e-06, "epoch": 0.7847612165365798, "percentage": 78.48, "elapsed_time": "21:46:49", "remaining_time": "5:58:23"} +{"current_steps": 35480, "total_steps": 45204, "loss": 0.3297, "learning_rate": 2.1979299181733195e-06, "epoch": 0.7848718241780931, "percentage": 78.49, "elapsed_time": "21:47:01", "remaining_time": "5:58:12"} +{"current_steps": 35485, "total_steps": 45204, "loss": 0.3327, "learning_rate": 2.195756761443906e-06, "epoch": 0.7849824318196064, "percentage": 78.5, "elapsed_time": "21:47:10", "remaining_time": "5:58:01"} +{"current_steps": 35490, "total_steps": 45204, "loss": 0.3908, "learning_rate": 2.1935845470744275e-06, "epoch": 0.7850930394611195, "percentage": 78.51, "elapsed_time": "21:47:20", "remaining_time": "5:57:50"} +{"current_steps": 35495, "total_steps": 45204, "loss": 0.4566, "learning_rate": 2.19141327532718e-06, "epoch": 0.7852036471026328, "percentage": 78.52, "elapsed_time": "21:47:31", "remaining_time": "5:57:38"} +{"current_steps": 35500, "total_steps": 45204, "loss": 0.3751, "learning_rate": 2.1892429464643463e-06, "epoch": 0.7853142547441461, "percentage": 78.53, "elapsed_time": "21:47:42", "remaining_time": "5:57:27"} +{"current_steps": 35505, "total_steps": 45204, "loss": 0.2268, "learning_rate": 2.187073560747983e-06, "epoch": 0.7854248623856593, "percentage": 78.54, "elapsed_time": "21:47:53", "remaining_time": "5:57:16"} +{"current_steps": 35510, "total_steps": 45204, "loss": 0.3353, "learning_rate": 2.184905118440053e-06, "epoch": 0.7855354700271726, "percentage": 78.55, "elapsed_time": "21:48:06", "remaining_time": "5:57:06"} +{"current_steps": 35515, "total_steps": 45204, "loss": 0.3169, "learning_rate": 2.182737619802393e-06, "epoch": 0.7856460776686859, "percentage": 78.57, "elapsed_time": "21:48:16", "remaining_time": "5:56:54"} +{"current_steps": 35520, "total_steps": 45204, "loss": 0.386, "learning_rate": 2.1805710650967217e-06, "epoch": 0.7857566853101992, "percentage": 78.58, "elapsed_time": "21:48:26", "remaining_time": "5:56:43"} +{"current_steps": 35525, "total_steps": 45204, "loss": 0.3839, "learning_rate": 2.178405454584658e-06, "epoch": 0.7858672929517124, "percentage": 78.59, "elapsed_time": "21:48:38", "remaining_time": "5:56:32"} +{"current_steps": 35530, "total_steps": 45204, "loss": 0.2463, "learning_rate": 2.176240788527697e-06, "epoch": 0.7859779005932257, "percentage": 78.6, "elapsed_time": "21:48:48", "remaining_time": "5:56:21"} +{"current_steps": 35535, "total_steps": 45204, "loss": 0.4943, "learning_rate": 2.1740770671872138e-06, "epoch": 0.7860885082347389, "percentage": 78.61, "elapsed_time": "21:49:01", "remaining_time": "5:56:11"} +{"current_steps": 35540, "total_steps": 45204, "loss": 0.2785, "learning_rate": 2.171914290824486e-06, "epoch": 0.7861991158762521, "percentage": 78.62, "elapsed_time": "21:49:10", "remaining_time": "5:55:59"} +{"current_steps": 35545, "total_steps": 45204, "loss": 0.3101, "learning_rate": 2.169752459700668e-06, "epoch": 0.7863097235177654, "percentage": 78.63, "elapsed_time": "21:49:21", "remaining_time": "5:55:48"} +{"current_steps": 35550, "total_steps": 45204, "loss": 0.3541, "learning_rate": 2.1675915740767915e-06, "epoch": 0.7864203311592787, "percentage": 78.64, "elapsed_time": "21:49:34", "remaining_time": "5:55:37"} +{"current_steps": 35555, "total_steps": 45204, "loss": 0.2312, "learning_rate": 2.1654316342137914e-06, "epoch": 0.786530938800792, "percentage": 78.65, "elapsed_time": "21:49:45", "remaining_time": "5:55:26"} +{"current_steps": 35560, "total_steps": 45204, "loss": 0.3916, "learning_rate": 2.1632726403724768e-06, "epoch": 0.7866415464423052, "percentage": 78.67, "elapsed_time": "21:49:55", "remaining_time": "5:55:15"} +{"current_steps": 35565, "total_steps": 45204, "loss": 0.3542, "learning_rate": 2.161114592813546e-06, "epoch": 0.7867521540838185, "percentage": 78.68, "elapsed_time": "21:50:06", "remaining_time": "5:55:04"} +{"current_steps": 35570, "total_steps": 45204, "loss": 0.3245, "learning_rate": 2.1589574917975807e-06, "epoch": 0.7868627617253318, "percentage": 78.69, "elapsed_time": "21:50:18", "remaining_time": "5:54:53"} +{"current_steps": 35575, "total_steps": 45204, "loss": 0.4485, "learning_rate": 2.156801337585054e-06, "epoch": 0.786973369366845, "percentage": 78.7, "elapsed_time": "21:50:29", "remaining_time": "5:54:42"} +{"current_steps": 35580, "total_steps": 45204, "loss": 0.4072, "learning_rate": 2.1546461304363163e-06, "epoch": 0.7870839770083583, "percentage": 78.71, "elapsed_time": "21:50:41", "remaining_time": "5:54:31"} +{"current_steps": 35585, "total_steps": 45204, "loss": 0.2468, "learning_rate": 2.1524918706116117e-06, "epoch": 0.7871945846498715, "percentage": 78.72, "elapsed_time": "21:50:51", "remaining_time": "5:54:20"} +{"current_steps": 35590, "total_steps": 45204, "loss": 0.2106, "learning_rate": 2.1503385583710655e-06, "epoch": 0.7873051922913847, "percentage": 78.73, "elapsed_time": "21:51:01", "remaining_time": "5:54:09"} +{"current_steps": 35595, "total_steps": 45204, "loss": 0.2346, "learning_rate": 2.1481861939746883e-06, "epoch": 0.787415799932898, "percentage": 78.74, "elapsed_time": "21:51:10", "remaining_time": "5:53:57"} +{"current_steps": 35600, "total_steps": 45204, "loss": 0.3288, "learning_rate": 2.146034777682381e-06, "epoch": 0.7875264075744113, "percentage": 78.75, "elapsed_time": "21:51:21", "remaining_time": "5:53:46"} +{"current_steps": 35605, "total_steps": 45204, "loss": 0.3373, "learning_rate": 2.1438843097539187e-06, "epoch": 0.7876370152159246, "percentage": 78.77, "elapsed_time": "21:51:32", "remaining_time": "5:53:35"} +{"current_steps": 35610, "total_steps": 45204, "loss": 0.37, "learning_rate": 2.141734790448977e-06, "epoch": 0.7877476228574378, "percentage": 78.78, "elapsed_time": "21:51:43", "remaining_time": "5:53:24"} +{"current_steps": 35615, "total_steps": 45204, "loss": 0.3947, "learning_rate": 2.13958622002711e-06, "epoch": 0.7878582304989511, "percentage": 78.79, "elapsed_time": "21:51:54", "remaining_time": "5:53:13"} +{"current_steps": 35620, "total_steps": 45204, "loss": 0.26, "learning_rate": 2.1374385987477498e-06, "epoch": 0.7879688381404644, "percentage": 78.8, "elapsed_time": "21:52:05", "remaining_time": "5:53:02"} +{"current_steps": 35625, "total_steps": 45204, "loss": 0.368, "learning_rate": 2.1352919268702275e-06, "epoch": 0.7880794457819776, "percentage": 78.81, "elapsed_time": "21:52:17", "remaining_time": "5:52:51"} +{"current_steps": 35630, "total_steps": 45204, "loss": 0.2124, "learning_rate": 2.1331462046537543e-06, "epoch": 0.7881900534234908, "percentage": 78.82, "elapsed_time": "21:52:28", "remaining_time": "5:52:40"} +{"current_steps": 35635, "total_steps": 45204, "loss": 0.3998, "learning_rate": 2.131001432357416e-06, "epoch": 0.7883006610650041, "percentage": 78.83, "elapsed_time": "21:52:40", "remaining_time": "5:52:29"} +{"current_steps": 35640, "total_steps": 45204, "loss": 0.1705, "learning_rate": 2.1288576102402027e-06, "epoch": 0.7884112687065173, "percentage": 78.84, "elapsed_time": "21:52:50", "remaining_time": "5:52:18"} +{"current_steps": 35645, "total_steps": 45204, "loss": 0.4626, "learning_rate": 2.1267147385609787e-06, "epoch": 0.7885218763480306, "percentage": 78.85, "elapsed_time": "21:53:02", "remaining_time": "5:52:07"} +{"current_steps": 35650, "total_steps": 45204, "loss": 0.2658, "learning_rate": 2.1245728175784895e-06, "epoch": 0.7886324839895439, "percentage": 78.86, "elapsed_time": "21:53:12", "remaining_time": "5:51:55"} +{"current_steps": 35655, "total_steps": 45204, "loss": 0.2163, "learning_rate": 2.122431847551377e-06, "epoch": 0.7887430916310572, "percentage": 78.88, "elapsed_time": "21:53:22", "remaining_time": "5:51:44"} +{"current_steps": 35660, "total_steps": 45204, "loss": 0.3868, "learning_rate": 2.120291828738161e-06, "epoch": 0.7888536992725704, "percentage": 78.89, "elapsed_time": "21:53:33", "remaining_time": "5:51:33"} +{"current_steps": 35665, "total_steps": 45204, "loss": 0.3128, "learning_rate": 2.1181527613972487e-06, "epoch": 0.7889643069140837, "percentage": 78.9, "elapsed_time": "21:53:43", "remaining_time": "5:51:22"} +{"current_steps": 35670, "total_steps": 45204, "loss": 0.2708, "learning_rate": 2.1160146457869303e-06, "epoch": 0.789074914555597, "percentage": 78.91, "elapsed_time": "21:53:54", "remaining_time": "5:51:11"} +{"current_steps": 35675, "total_steps": 45204, "loss": 0.3346, "learning_rate": 2.113877482165384e-06, "epoch": 0.7891855221971102, "percentage": 78.92, "elapsed_time": "21:54:07", "remaining_time": "5:51:00"} +{"current_steps": 35680, "total_steps": 45204, "loss": 0.5573, "learning_rate": 2.1117412707906706e-06, "epoch": 0.7892961298386234, "percentage": 78.93, "elapsed_time": "21:54:20", "remaining_time": "5:50:50"} +{"current_steps": 35685, "total_steps": 45204, "loss": 0.3982, "learning_rate": 2.1096060119207384e-06, "epoch": 0.7894067374801367, "percentage": 78.94, "elapsed_time": "21:54:28", "remaining_time": "5:50:38"} +{"current_steps": 35690, "total_steps": 45204, "loss": 0.2658, "learning_rate": 2.1074717058134175e-06, "epoch": 0.78951734512165, "percentage": 78.95, "elapsed_time": "21:54:40", "remaining_time": "5:50:27"} +{"current_steps": 35695, "total_steps": 45204, "loss": 0.4144, "learning_rate": 2.105338352726425e-06, "epoch": 0.7896279527631632, "percentage": 78.96, "elapsed_time": "21:54:51", "remaining_time": "5:50:16"} +{"current_steps": 35700, "total_steps": 45204, "loss": 0.3421, "learning_rate": 2.1032059529173664e-06, "epoch": 0.7897385604046765, "percentage": 78.98, "elapsed_time": "21:55:03", "remaining_time": "5:50:05"} +{"current_steps": 35705, "total_steps": 45204, "loss": 0.5078, "learning_rate": 2.1010745066437198e-06, "epoch": 0.7898491680461898, "percentage": 78.99, "elapsed_time": "21:55:14", "remaining_time": "5:49:54"} +{"current_steps": 35710, "total_steps": 45204, "loss": 0.3428, "learning_rate": 2.0989440141628647e-06, "epoch": 0.789959775687703, "percentage": 79.0, "elapsed_time": "21:55:28", "remaining_time": "5:49:44"} +{"current_steps": 35715, "total_steps": 45204, "loss": 0.448, "learning_rate": 2.0968144757320564e-06, "epoch": 0.7900703833292163, "percentage": 79.01, "elapsed_time": "21:55:39", "remaining_time": "5:49:33"} +{"current_steps": 35720, "total_steps": 45204, "loss": 0.4096, "learning_rate": 2.094685891608429e-06, "epoch": 0.7901809909707296, "percentage": 79.02, "elapsed_time": "21:55:53", "remaining_time": "5:49:22"} +{"current_steps": 35725, "total_steps": 45204, "loss": 0.342, "learning_rate": 2.092558262049017e-06, "epoch": 0.7902915986122427, "percentage": 79.03, "elapsed_time": "21:56:05", "remaining_time": "5:49:12"} +{"current_steps": 35730, "total_steps": 45204, "loss": 0.353, "learning_rate": 2.0904315873107296e-06, "epoch": 0.790402206253756, "percentage": 79.04, "elapsed_time": "21:56:15", "remaining_time": "5:49:00"} +{"current_steps": 35735, "total_steps": 45204, "loss": 0.4365, "learning_rate": 2.0883058676503555e-06, "epoch": 0.7905128138952693, "percentage": 79.05, "elapsed_time": "21:56:24", "remaining_time": "5:48:49"} +{"current_steps": 35740, "total_steps": 45204, "loss": 0.2224, "learning_rate": 2.0861811033245815e-06, "epoch": 0.7906234215367826, "percentage": 79.06, "elapsed_time": "21:56:35", "remaining_time": "5:48:38"} +{"current_steps": 35745, "total_steps": 45204, "loss": 0.3018, "learning_rate": 2.0840572945899715e-06, "epoch": 0.7907340291782958, "percentage": 79.07, "elapsed_time": "21:56:45", "remaining_time": "5:48:26"} +{"current_steps": 35750, "total_steps": 45204, "loss": 0.3995, "learning_rate": 2.08193444170297e-06, "epoch": 0.7908446368198091, "percentage": 79.09, "elapsed_time": "21:56:56", "remaining_time": "5:48:15"} +{"current_steps": 35755, "total_steps": 45204, "loss": 0.3096, "learning_rate": 2.079812544919915e-06, "epoch": 0.7909552444613224, "percentage": 79.1, "elapsed_time": "21:57:09", "remaining_time": "5:48:05"} +{"current_steps": 35760, "total_steps": 45204, "loss": 0.2463, "learning_rate": 2.0776916044970276e-06, "epoch": 0.7910658521028356, "percentage": 79.11, "elapsed_time": "21:57:20", "remaining_time": "5:47:54"} +{"current_steps": 35765, "total_steps": 45204, "loss": 0.2764, "learning_rate": 2.075571620690401e-06, "epoch": 0.7911764597443489, "percentage": 79.12, "elapsed_time": "21:57:32", "remaining_time": "5:47:43"} +{"current_steps": 35770, "total_steps": 45204, "loss": 0.376, "learning_rate": 2.073452593756031e-06, "epoch": 0.7912870673858622, "percentage": 79.13, "elapsed_time": "21:57:44", "remaining_time": "5:47:32"} +{"current_steps": 35775, "total_steps": 45204, "loss": 0.3591, "learning_rate": 2.0713345239497886e-06, "epoch": 0.7913976750273753, "percentage": 79.14, "elapsed_time": "21:57:53", "remaining_time": "5:47:20"} +{"current_steps": 35780, "total_steps": 45204, "loss": 0.3448, "learning_rate": 2.0692174115274264e-06, "epoch": 0.7915082826688886, "percentage": 79.15, "elapsed_time": "21:58:03", "remaining_time": "5:47:09"} +{"current_steps": 35785, "total_steps": 45204, "loss": 0.299, "learning_rate": 2.0671012567445894e-06, "epoch": 0.7916188903104019, "percentage": 79.16, "elapsed_time": "21:58:13", "remaining_time": "5:46:58"} +{"current_steps": 35790, "total_steps": 45204, "loss": 0.3, "learning_rate": 2.0649860598567985e-06, "epoch": 0.7917294979519152, "percentage": 79.17, "elapsed_time": "21:58:24", "remaining_time": "5:46:47"} +{"current_steps": 35795, "total_steps": 45204, "loss": 0.3422, "learning_rate": 2.0628718211194663e-06, "epoch": 0.7918401055934284, "percentage": 79.19, "elapsed_time": "21:58:34", "remaining_time": "5:46:35"} +{"current_steps": 35800, "total_steps": 45204, "loss": 0.2307, "learning_rate": 2.060758540787884e-06, "epoch": 0.7919507132349417, "percentage": 79.2, "elapsed_time": "21:58:44", "remaining_time": "5:46:24"} +{"current_steps": 35805, "total_steps": 45204, "loss": 0.312, "learning_rate": 2.058646219117232e-06, "epoch": 0.792061320876455, "percentage": 79.21, "elapsed_time": "21:58:55", "remaining_time": "5:46:13"} +{"current_steps": 35810, "total_steps": 45204, "loss": 0.3602, "learning_rate": 2.05653485636257e-06, "epoch": 0.7921719285179682, "percentage": 79.22, "elapsed_time": "21:59:07", "remaining_time": "5:46:02"} +{"current_steps": 35815, "total_steps": 45204, "loss": 0.3241, "learning_rate": 2.054424452778848e-06, "epoch": 0.7922825361594815, "percentage": 79.23, "elapsed_time": "21:59:17", "remaining_time": "5:45:51"} +{"current_steps": 35820, "total_steps": 45204, "loss": 0.4468, "learning_rate": 2.05231500862089e-06, "epoch": 0.7923931438009947, "percentage": 79.24, "elapsed_time": "21:59:30", "remaining_time": "5:45:40"} +{"current_steps": 35825, "total_steps": 45204, "loss": 0.2391, "learning_rate": 2.0502065241434165e-06, "epoch": 0.792503751442508, "percentage": 79.25, "elapsed_time": "21:59:41", "remaining_time": "5:45:29"} +{"current_steps": 35830, "total_steps": 45204, "loss": 0.2527, "learning_rate": 2.048098999601028e-06, "epoch": 0.7926143590840212, "percentage": 79.26, "elapsed_time": "21:59:49", "remaining_time": "5:45:18"} +{"current_steps": 35835, "total_steps": 45204, "loss": 0.3093, "learning_rate": 2.0459924352481986e-06, "epoch": 0.7927249667255345, "percentage": 79.27, "elapsed_time": "22:00:03", "remaining_time": "5:45:07"} +{"current_steps": 35840, "total_steps": 45204, "loss": 0.297, "learning_rate": 2.0438868313393034e-06, "epoch": 0.7928355743670478, "percentage": 79.29, "elapsed_time": "22:00:11", "remaining_time": "5:44:55"} +{"current_steps": 35845, "total_steps": 45204, "loss": 0.3796, "learning_rate": 2.041782188128594e-06, "epoch": 0.792946182008561, "percentage": 79.3, "elapsed_time": "22:00:23", "remaining_time": "5:44:45"} +{"current_steps": 35850, "total_steps": 45204, "loss": 0.3491, "learning_rate": 2.0396785058701963e-06, "epoch": 0.7930567896500743, "percentage": 79.31, "elapsed_time": "22:00:36", "remaining_time": "5:44:34"} +{"current_steps": 35855, "total_steps": 45204, "loss": 0.3604, "learning_rate": 2.0375757848181377e-06, "epoch": 0.7931673972915876, "percentage": 79.32, "elapsed_time": "22:00:50", "remaining_time": "5:44:24"} +{"current_steps": 35860, "total_steps": 45204, "loss": 0.3284, "learning_rate": 2.0354740252263216e-06, "epoch": 0.7932780049331009, "percentage": 79.33, "elapsed_time": "22:01:03", "remaining_time": "5:44:13"} +{"current_steps": 35865, "total_steps": 45204, "loss": 0.2202, "learning_rate": 2.0333732273485272e-06, "epoch": 0.793388612574614, "percentage": 79.34, "elapsed_time": "22:01:13", "remaining_time": "5:44:02"} +{"current_steps": 35870, "total_steps": 45204, "loss": 0.3033, "learning_rate": 2.031273391438432e-06, "epoch": 0.7934992202161273, "percentage": 79.35, "elapsed_time": "22:01:23", "remaining_time": "5:43:50"} +{"current_steps": 35875, "total_steps": 45204, "loss": 0.2972, "learning_rate": 2.029174517749588e-06, "epoch": 0.7936098278576406, "percentage": 79.36, "elapsed_time": "22:01:34", "remaining_time": "5:43:39"} +{"current_steps": 35880, "total_steps": 45204, "loss": 0.3499, "learning_rate": 2.027076606535434e-06, "epoch": 0.7937204354991538, "percentage": 79.37, "elapsed_time": "22:01:44", "remaining_time": "5:43:28"} +{"current_steps": 35885, "total_steps": 45204, "loss": 0.4671, "learning_rate": 2.024979658049292e-06, "epoch": 0.7938310431406671, "percentage": 79.38, "elapsed_time": "22:01:57", "remaining_time": "5:43:17"} +{"current_steps": 35890, "total_steps": 45204, "loss": 0.3727, "learning_rate": 2.022883672544368e-06, "epoch": 0.7939416507821804, "percentage": 79.4, "elapsed_time": "22:02:08", "remaining_time": "5:43:07"} +{"current_steps": 35895, "total_steps": 45204, "loss": 0.3856, "learning_rate": 2.0207886502737516e-06, "epoch": 0.7940522584236936, "percentage": 79.41, "elapsed_time": "22:02:18", "remaining_time": "5:42:55"} +{"current_steps": 35900, "total_steps": 45204, "loss": 0.1283, "learning_rate": 2.0186945914904166e-06, "epoch": 0.7941628660652069, "percentage": 79.42, "elapsed_time": "22:02:26", "remaining_time": "5:42:43"} +{"current_steps": 35905, "total_steps": 45204, "loss": 0.2571, "learning_rate": 2.016601496447218e-06, "epoch": 0.7942734737067202, "percentage": 79.43, "elapsed_time": "22:02:34", "remaining_time": "5:42:31"} +{"current_steps": 35910, "total_steps": 45204, "loss": 0.3805, "learning_rate": 2.0145093653968984e-06, "epoch": 0.7943840813482335, "percentage": 79.44, "elapsed_time": "22:02:48", "remaining_time": "5:42:21"} +{"current_steps": 35915, "total_steps": 45204, "loss": 0.3122, "learning_rate": 2.0124181985920842e-06, "epoch": 0.7944946889897466, "percentage": 79.45, "elapsed_time": "22:02:59", "remaining_time": "5:42:10"} +{"current_steps": 35920, "total_steps": 45204, "loss": 0.3047, "learning_rate": 2.010327996285275e-06, "epoch": 0.7946052966312599, "percentage": 79.46, "elapsed_time": "22:03:08", "remaining_time": "5:41:59"} +{"current_steps": 35925, "total_steps": 45204, "loss": 0.4088, "learning_rate": 2.0082387587288688e-06, "epoch": 0.7947159042727732, "percentage": 79.47, "elapsed_time": "22:03:22", "remaining_time": "5:41:48"} +{"current_steps": 35930, "total_steps": 45204, "loss": 0.2057, "learning_rate": 2.0061504861751424e-06, "epoch": 0.7948265119142864, "percentage": 79.48, "elapsed_time": "22:03:30", "remaining_time": "5:41:36"} +{"current_steps": 35935, "total_steps": 45204, "loss": 0.3819, "learning_rate": 2.0040631788762455e-06, "epoch": 0.7949371195557997, "percentage": 79.5, "elapsed_time": "22:03:45", "remaining_time": "5:41:26"} +{"current_steps": 35940, "total_steps": 45204, "loss": 0.3062, "learning_rate": 2.0019768370842275e-06, "epoch": 0.795047727197313, "percentage": 79.51, "elapsed_time": "22:03:57", "remaining_time": "5:41:15"} +{"current_steps": 35945, "total_steps": 45204, "loss": 0.4064, "learning_rate": 1.999891461051012e-06, "epoch": 0.7951583348388263, "percentage": 79.52, "elapsed_time": "22:04:07", "remaining_time": "5:41:04"} +{"current_steps": 35950, "total_steps": 45204, "loss": 0.2378, "learning_rate": 1.997807051028403e-06, "epoch": 0.7952689424803395, "percentage": 79.53, "elapsed_time": "22:04:17", "remaining_time": "5:40:53"} +{"current_steps": 35955, "total_steps": 45204, "loss": 0.3206, "learning_rate": 1.9957236072680974e-06, "epoch": 0.7953795501218528, "percentage": 79.54, "elapsed_time": "22:04:29", "remaining_time": "5:40:42"} +{"current_steps": 35960, "total_steps": 45204, "loss": 0.4718, "learning_rate": 1.993641130021672e-06, "epoch": 0.795490157763366, "percentage": 79.55, "elapsed_time": "22:04:42", "remaining_time": "5:40:32"} +{"current_steps": 35965, "total_steps": 45204, "loss": 0.3593, "learning_rate": 1.991559619540575e-06, "epoch": 0.7956007654048792, "percentage": 79.56, "elapsed_time": "22:04:56", "remaining_time": "5:40:21"} +{"current_steps": 35970, "total_steps": 45204, "loss": 0.2593, "learning_rate": 1.9894790760761594e-06, "epoch": 0.7957113730463925, "percentage": 79.57, "elapsed_time": "22:05:05", "remaining_time": "5:40:10"} +{"current_steps": 35975, "total_steps": 45204, "loss": 0.2574, "learning_rate": 1.9873994998796486e-06, "epoch": 0.7958219806879058, "percentage": 79.58, "elapsed_time": "22:05:15", "remaining_time": "5:39:58"} +{"current_steps": 35980, "total_steps": 45204, "loss": 0.2892, "learning_rate": 1.9853208912021414e-06, "epoch": 0.795932588329419, "percentage": 79.59, "elapsed_time": "22:05:25", "remaining_time": "5:39:47"} +{"current_steps": 35985, "total_steps": 45204, "loss": 0.1562, "learning_rate": 1.98324325029464e-06, "epoch": 0.7960431959709323, "percentage": 79.61, "elapsed_time": "22:05:36", "remaining_time": "5:39:36"} +{"current_steps": 35990, "total_steps": 45204, "loss": 0.4432, "learning_rate": 1.9811665774080136e-06, "epoch": 0.7961538036124456, "percentage": 79.62, "elapsed_time": "22:05:50", "remaining_time": "5:39:26"} +{"current_steps": 35995, "total_steps": 45204, "loss": 0.2409, "learning_rate": 1.9790908727930212e-06, "epoch": 0.7962644112539589, "percentage": 79.63, "elapsed_time": "22:06:02", "remaining_time": "5:39:15"} +{"current_steps": 36000, "total_steps": 45204, "loss": 0.305, "learning_rate": 1.977016136700304e-06, "epoch": 0.7963750188954721, "percentage": 79.64, "elapsed_time": "22:06:12", "remaining_time": "5:39:03"} +{"current_steps": 36005, "total_steps": 45204, "loss": 0.3906, "learning_rate": 1.9749423693803836e-06, "epoch": 0.7964856265369854, "percentage": 79.65, "elapsed_time": "22:06:25", "remaining_time": "5:38:53"} +{"current_steps": 36010, "total_steps": 45204, "loss": 0.3326, "learning_rate": 1.97286957108367e-06, "epoch": 0.7965962341784986, "percentage": 79.66, "elapsed_time": "22:06:34", "remaining_time": "5:38:41"} +{"current_steps": 36015, "total_steps": 45204, "loss": 0.2425, "learning_rate": 1.9707977420604497e-06, "epoch": 0.7967068418200118, "percentage": 79.67, "elapsed_time": "22:06:45", "remaining_time": "5:38:30"} +{"current_steps": 36020, "total_steps": 45204, "loss": 0.2738, "learning_rate": 1.968726882560896e-06, "epoch": 0.7968174494615251, "percentage": 79.68, "elapsed_time": "22:06:53", "remaining_time": "5:38:19"} +{"current_steps": 36025, "total_steps": 45204, "loss": 0.379, "learning_rate": 1.9666569928350665e-06, "epoch": 0.7969280571030384, "percentage": 79.69, "elapsed_time": "22:07:06", "remaining_time": "5:38:08"} +{"current_steps": 36030, "total_steps": 45204, "loss": 0.2319, "learning_rate": 1.9645880731329016e-06, "epoch": 0.7970386647445517, "percentage": 79.71, "elapsed_time": "22:07:17", "remaining_time": "5:37:57"} +{"current_steps": 36035, "total_steps": 45204, "loss": 0.2797, "learning_rate": 1.9625201237042136e-06, "epoch": 0.7971492723860649, "percentage": 79.72, "elapsed_time": "22:07:26", "remaining_time": "5:37:45"} +{"current_steps": 36040, "total_steps": 45204, "loss": 0.2805, "learning_rate": 1.960453144798715e-06, "epoch": 0.7972598800275782, "percentage": 79.73, "elapsed_time": "22:07:36", "remaining_time": "5:37:34"} +{"current_steps": 36045, "total_steps": 45204, "loss": 0.4502, "learning_rate": 1.9583871366659933e-06, "epoch": 0.7973704876690915, "percentage": 79.74, "elapsed_time": "22:07:48", "remaining_time": "5:37:23"} +{"current_steps": 36050, "total_steps": 45204, "loss": 0.4478, "learning_rate": 1.956322099555512e-06, "epoch": 0.7974810953106047, "percentage": 79.75, "elapsed_time": "22:07:59", "remaining_time": "5:37:12"} +{"current_steps": 36055, "total_steps": 45204, "loss": 0.308, "learning_rate": 1.954258033716628e-06, "epoch": 0.7975917029521179, "percentage": 79.76, "elapsed_time": "22:08:10", "remaining_time": "5:37:01"} +{"current_steps": 36060, "total_steps": 45204, "loss": 0.5582, "learning_rate": 1.9521949393985795e-06, "epoch": 0.7977023105936312, "percentage": 79.77, "elapsed_time": "22:08:23", "remaining_time": "5:36:50"} +{"current_steps": 36065, "total_steps": 45204, "loss": 0.2785, "learning_rate": 1.9501328168504764e-06, "epoch": 0.7978129182351444, "percentage": 79.78, "elapsed_time": "22:08:32", "remaining_time": "5:36:39"} +{"current_steps": 36070, "total_steps": 45204, "loss": 0.3677, "learning_rate": 1.948071666321325e-06, "epoch": 0.7979235258766577, "percentage": 79.79, "elapsed_time": "22:08:43", "remaining_time": "5:36:28"} +{"current_steps": 36075, "total_steps": 45204, "loss": 0.3539, "learning_rate": 1.9460114880600113e-06, "epoch": 0.798034133518171, "percentage": 79.8, "elapsed_time": "22:08:55", "remaining_time": "5:36:17"} +{"current_steps": 36080, "total_steps": 45204, "loss": 0.4305, "learning_rate": 1.943952282315292e-06, "epoch": 0.7981447411596843, "percentage": 79.82, "elapsed_time": "22:09:07", "remaining_time": "5:36:06"} +{"current_steps": 36085, "total_steps": 45204, "loss": 0.4512, "learning_rate": 1.941894049335824e-06, "epoch": 0.7982553488011975, "percentage": 79.83, "elapsed_time": "22:09:18", "remaining_time": "5:35:55"} +{"current_steps": 36090, "total_steps": 45204, "loss": 0.3774, "learning_rate": 1.9398367893701364e-06, "epoch": 0.7983659564427108, "percentage": 79.84, "elapsed_time": "22:09:29", "remaining_time": "5:35:44"} +{"current_steps": 36095, "total_steps": 45204, "loss": 0.1555, "learning_rate": 1.9377805026666375e-06, "epoch": 0.7984765640842241, "percentage": 79.85, "elapsed_time": "22:09:38", "remaining_time": "5:35:33"} +{"current_steps": 36100, "total_steps": 45204, "loss": 0.3999, "learning_rate": 1.9357251894736296e-06, "epoch": 0.7985871717257373, "percentage": 79.86, "elapsed_time": "22:09:50", "remaining_time": "5:35:22"} +{"current_steps": 36105, "total_steps": 45204, "loss": 0.2579, "learning_rate": 1.9336708500392885e-06, "epoch": 0.7986977793672505, "percentage": 79.87, "elapsed_time": "22:09:59", "remaining_time": "5:35:10"} +{"current_steps": 36110, "total_steps": 45204, "loss": 0.3231, "learning_rate": 1.9316174846116765e-06, "epoch": 0.7988083870087638, "percentage": 79.88, "elapsed_time": "22:10:10", "remaining_time": "5:34:59"} +{"current_steps": 36115, "total_steps": 45204, "loss": 0.3465, "learning_rate": 1.9295650934387343e-06, "epoch": 0.798918994650277, "percentage": 79.89, "elapsed_time": "22:10:23", "remaining_time": "5:34:49"} +{"current_steps": 36120, "total_steps": 45204, "loss": 0.1928, "learning_rate": 1.92751367676829e-06, "epoch": 0.7990296022917903, "percentage": 79.9, "elapsed_time": "22:10:31", "remaining_time": "5:34:37"} +{"current_steps": 36125, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.9254632348480497e-06, "epoch": 0.7991402099333036, "percentage": 79.92, "elapsed_time": "22:10:43", "remaining_time": "5:34:26"} +{"current_steps": 36130, "total_steps": 45204, "loss": 0.2769, "learning_rate": 1.9234137679256073e-06, "epoch": 0.7992508175748169, "percentage": 79.93, "elapsed_time": "22:10:53", "remaining_time": "5:34:15"} +{"current_steps": 36135, "total_steps": 45204, "loss": 0.291, "learning_rate": 1.921365276248427e-06, "epoch": 0.7993614252163301, "percentage": 79.94, "elapsed_time": "22:11:05", "remaining_time": "5:34:04"} +{"current_steps": 36140, "total_steps": 45204, "loss": 0.4196, "learning_rate": 1.9193177600638714e-06, "epoch": 0.7994720328578434, "percentage": 79.95, "elapsed_time": "22:11:16", "remaining_time": "5:33:53"} +{"current_steps": 36145, "total_steps": 45204, "loss": 0.3965, "learning_rate": 1.917271219619178e-06, "epoch": 0.7995826404993567, "percentage": 79.96, "elapsed_time": "22:11:27", "remaining_time": "5:33:42"} +{"current_steps": 36150, "total_steps": 45204, "loss": 0.3347, "learning_rate": 1.9152256551614566e-06, "epoch": 0.7996932481408698, "percentage": 79.97, "elapsed_time": "22:11:37", "remaining_time": "5:33:30"} +{"current_steps": 36155, "total_steps": 45204, "loss": 0.2799, "learning_rate": 1.9131810669377183e-06, "epoch": 0.7998038557823831, "percentage": 79.98, "elapsed_time": "22:11:50", "remaining_time": "5:33:20"} +{"current_steps": 36160, "total_steps": 45204, "loss": 0.3254, "learning_rate": 1.911137455194845e-06, "epoch": 0.7999144634238964, "percentage": 79.99, "elapsed_time": "22:12:02", "remaining_time": "5:33:09"} +{"current_steps": 36165, "total_steps": 45204, "loss": 0.3142, "learning_rate": 1.9090948201795946e-06, "epoch": 0.8000250710654097, "percentage": 80.0, "elapsed_time": "22:12:12", "remaining_time": "5:32:58"} +{"current_steps": 36170, "total_steps": 45204, "loss": 0.2918, "learning_rate": 1.9070531621386236e-06, "epoch": 0.8001356787069229, "percentage": 80.02, "elapsed_time": "22:12:24", "remaining_time": "5:32:47"} +{"current_steps": 36175, "total_steps": 45204, "loss": 0.2562, "learning_rate": 1.90501248131846e-06, "epoch": 0.8002462863484362, "percentage": 80.03, "elapsed_time": "22:12:35", "remaining_time": "5:32:36"} +{"current_steps": 36180, "total_steps": 45204, "loss": 0.3238, "learning_rate": 1.9029727779655084e-06, "epoch": 0.8003568939899495, "percentage": 80.04, "elapsed_time": "22:12:47", "remaining_time": "5:32:25"} +{"current_steps": 36185, "total_steps": 45204, "loss": 0.367, "learning_rate": 1.90093405232607e-06, "epoch": 0.8004675016314627, "percentage": 80.05, "elapsed_time": "22:13:01", "remaining_time": "5:32:15"} +{"current_steps": 36190, "total_steps": 45204, "loss": 0.2857, "learning_rate": 1.8988963046463205e-06, "epoch": 0.800578109272976, "percentage": 80.06, "elapsed_time": "22:13:14", "remaining_time": "5:32:04"} +{"current_steps": 36195, "total_steps": 45204, "loss": 0.3934, "learning_rate": 1.8968595351723096e-06, "epoch": 0.8006887169144893, "percentage": 80.07, "elapsed_time": "22:13:28", "remaining_time": "5:31:54"} +{"current_steps": 36200, "total_steps": 45204, "loss": 0.4349, "learning_rate": 1.894823744149984e-06, "epoch": 0.8007993245560024, "percentage": 80.08, "elapsed_time": "22:13:39", "remaining_time": "5:31:43"} +{"current_steps": 36205, "total_steps": 45204, "loss": 0.2911, "learning_rate": 1.8927889318251614e-06, "epoch": 0.8009099321975157, "percentage": 80.09, "elapsed_time": "22:13:49", "remaining_time": "5:31:31"} +{"current_steps": 36210, "total_steps": 45204, "loss": 0.2627, "learning_rate": 1.8907550984435464e-06, "epoch": 0.801020539839029, "percentage": 80.1, "elapsed_time": "22:13:59", "remaining_time": "5:31:20"} +{"current_steps": 36215, "total_steps": 45204, "loss": 0.4772, "learning_rate": 1.8887222442507224e-06, "epoch": 0.8011311474805423, "percentage": 80.11, "elapsed_time": "22:14:08", "remaining_time": "5:31:08"} +{"current_steps": 36220, "total_steps": 45204, "loss": 0.2766, "learning_rate": 1.8866903694921568e-06, "epoch": 0.8012417551220555, "percentage": 80.13, "elapsed_time": "22:14:19", "remaining_time": "5:30:57"} +{"current_steps": 36225, "total_steps": 45204, "loss": 0.4013, "learning_rate": 1.8846594744131974e-06, "epoch": 0.8013523627635688, "percentage": 80.14, "elapsed_time": "22:14:33", "remaining_time": "5:30:47"} +{"current_steps": 36230, "total_steps": 45204, "loss": 0.3971, "learning_rate": 1.882629559259075e-06, "epoch": 0.8014629704050821, "percentage": 80.15, "elapsed_time": "22:14:45", "remaining_time": "5:30:36"} +{"current_steps": 36235, "total_steps": 45204, "loss": 0.3426, "learning_rate": 1.8806006242748997e-06, "epoch": 0.8015735780465953, "percentage": 80.16, "elapsed_time": "22:14:59", "remaining_time": "5:30:26"} +{"current_steps": 36240, "total_steps": 45204, "loss": 0.3425, "learning_rate": 1.878572669705666e-06, "epoch": 0.8016841856881086, "percentage": 80.17, "elapsed_time": "22:15:09", "remaining_time": "5:30:15"} +{"current_steps": 36245, "total_steps": 45204, "loss": 0.3768, "learning_rate": 1.8765456957962514e-06, "epoch": 0.8017947933296218, "percentage": 80.18, "elapsed_time": "22:15:21", "remaining_time": "5:30:04"} +{"current_steps": 36250, "total_steps": 45204, "loss": 0.3641, "learning_rate": 1.8745197027914031e-06, "epoch": 0.801905400971135, "percentage": 80.19, "elapsed_time": "22:15:33", "remaining_time": "5:29:53"} +{"current_steps": 36255, "total_steps": 45204, "loss": 0.3939, "learning_rate": 1.8724946909357688e-06, "epoch": 0.8020160086126483, "percentage": 80.2, "elapsed_time": "22:15:46", "remaining_time": "5:29:42"} +{"current_steps": 36260, "total_steps": 45204, "loss": 0.4185, "learning_rate": 1.8704706604738664e-06, "epoch": 0.8021266162541616, "percentage": 80.21, "elapsed_time": "22:15:57", "remaining_time": "5:29:31"} +{"current_steps": 36265, "total_steps": 45204, "loss": 0.3106, "learning_rate": 1.8684476116500904e-06, "epoch": 0.8022372238956749, "percentage": 80.23, "elapsed_time": "22:16:08", "remaining_time": "5:29:20"} +{"current_steps": 36270, "total_steps": 45204, "loss": 0.2721, "learning_rate": 1.8664255447087308e-06, "epoch": 0.8023478315371881, "percentage": 80.24, "elapsed_time": "22:16:19", "remaining_time": "5:29:09"} +{"current_steps": 36275, "total_steps": 45204, "loss": 0.2663, "learning_rate": 1.8644044598939514e-06, "epoch": 0.8024584391787014, "percentage": 80.25, "elapsed_time": "22:16:29", "remaining_time": "5:28:58"} +{"current_steps": 36280, "total_steps": 45204, "loss": 0.3396, "learning_rate": 1.8623843574497902e-06, "epoch": 0.8025690468202147, "percentage": 80.26, "elapsed_time": "22:16:41", "remaining_time": "5:28:47"} +{"current_steps": 36285, "total_steps": 45204, "loss": 0.3716, "learning_rate": 1.8603652376201808e-06, "epoch": 0.802679654461728, "percentage": 80.27, "elapsed_time": "22:16:50", "remaining_time": "5:28:36"} +{"current_steps": 36290, "total_steps": 45204, "loss": 0.2924, "learning_rate": 1.8583471006489317e-06, "epoch": 0.8027902621032412, "percentage": 80.28, "elapsed_time": "22:17:00", "remaining_time": "5:28:24"} +{"current_steps": 36295, "total_steps": 45204, "loss": 0.3095, "learning_rate": 1.8563299467797247e-06, "epoch": 0.8029008697447544, "percentage": 80.29, "elapsed_time": "22:17:11", "remaining_time": "5:28:13"} +{"current_steps": 36300, "total_steps": 45204, "loss": 0.3179, "learning_rate": 1.854313776256138e-06, "epoch": 0.8030114773862677, "percentage": 80.3, "elapsed_time": "22:17:24", "remaining_time": "5:28:03"} +{"current_steps": 36305, "total_steps": 45204, "loss": 0.2282, "learning_rate": 1.8522985893216238e-06, "epoch": 0.8031220850277809, "percentage": 80.31, "elapsed_time": "22:17:33", "remaining_time": "5:27:51"} +{"current_steps": 36310, "total_steps": 45204, "loss": 0.3297, "learning_rate": 1.8502843862195086e-06, "epoch": 0.8032326926692942, "percentage": 80.32, "elapsed_time": "22:17:46", "remaining_time": "5:27:41"} +{"current_steps": 36315, "total_steps": 45204, "loss": 0.2474, "learning_rate": 1.848271167193012e-06, "epoch": 0.8033433003108075, "percentage": 80.34, "elapsed_time": "22:17:56", "remaining_time": "5:27:29"} +{"current_steps": 36320, "total_steps": 45204, "loss": 0.3572, "learning_rate": 1.8462589324852297e-06, "epoch": 0.8034539079523207, "percentage": 80.35, "elapsed_time": "22:18:07", "remaining_time": "5:27:18"} +{"current_steps": 36325, "total_steps": 45204, "loss": 0.2529, "learning_rate": 1.8442476823391363e-06, "epoch": 0.803564515593834, "percentage": 80.36, "elapsed_time": "22:18:17", "remaining_time": "5:27:07"} +{"current_steps": 36330, "total_steps": 45204, "loss": 0.3197, "learning_rate": 1.842237416997591e-06, "epoch": 0.8036751232353473, "percentage": 80.37, "elapsed_time": "22:18:30", "remaining_time": "5:26:56"} +{"current_steps": 36335, "total_steps": 45204, "loss": 0.3364, "learning_rate": 1.8402281367033314e-06, "epoch": 0.8037857308768606, "percentage": 80.38, "elapsed_time": "22:18:42", "remaining_time": "5:26:45"} +{"current_steps": 36340, "total_steps": 45204, "loss": 0.2676, "learning_rate": 1.8382198416989783e-06, "epoch": 0.8038963385183737, "percentage": 80.39, "elapsed_time": "22:18:50", "remaining_time": "5:26:34"} +{"current_steps": 36345, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.8362125322270364e-06, "epoch": 0.804006946159887, "percentage": 80.4, "elapsed_time": "22:19:04", "remaining_time": "5:26:23"} +{"current_steps": 36350, "total_steps": 45204, "loss": 0.3774, "learning_rate": 1.8342062085298774e-06, "epoch": 0.8041175538014003, "percentage": 80.41, "elapsed_time": "22:19:14", "remaining_time": "5:26:12"} +{"current_steps": 36355, "total_steps": 45204, "loss": 0.3236, "learning_rate": 1.8322008708497741e-06, "epoch": 0.8042281614429135, "percentage": 80.42, "elapsed_time": "22:19:24", "remaining_time": "5:26:01"} +{"current_steps": 36360, "total_steps": 45204, "loss": 0.3884, "learning_rate": 1.8301965194288696e-06, "epoch": 0.8043387690844268, "percentage": 80.44, "elapsed_time": "22:19:36", "remaining_time": "5:25:50"} +{"current_steps": 36365, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.8281931545091814e-06, "epoch": 0.8044493767259401, "percentage": 80.45, "elapsed_time": "22:19:47", "remaining_time": "5:25:39"} +{"current_steps": 36370, "total_steps": 45204, "loss": 0.3561, "learning_rate": 1.8261907763326213e-06, "epoch": 0.8045599843674534, "percentage": 80.46, "elapsed_time": "22:19:58", "remaining_time": "5:25:28"} +{"current_steps": 36375, "total_steps": 45204, "loss": 0.2667, "learning_rate": 1.8241893851409787e-06, "epoch": 0.8046705920089666, "percentage": 80.47, "elapsed_time": "22:20:09", "remaining_time": "5:25:17"} +{"current_steps": 36380, "total_steps": 45204, "loss": 0.3736, "learning_rate": 1.8221889811759108e-06, "epoch": 0.8047811996504799, "percentage": 80.48, "elapsed_time": "22:20:21", "remaining_time": "5:25:06"} +{"current_steps": 36385, "total_steps": 45204, "loss": 0.3292, "learning_rate": 1.8201895646789746e-06, "epoch": 0.8048918072919932, "percentage": 80.49, "elapsed_time": "22:20:33", "remaining_time": "5:24:55"} +{"current_steps": 36390, "total_steps": 45204, "loss": 0.2538, "learning_rate": 1.8181911358915983e-06, "epoch": 0.8050024149335063, "percentage": 80.5, "elapsed_time": "22:20:44", "remaining_time": "5:24:44"} +{"current_steps": 36395, "total_steps": 45204, "loss": 0.3873, "learning_rate": 1.816193695055085e-06, "epoch": 0.8051130225750196, "percentage": 80.51, "elapsed_time": "22:20:53", "remaining_time": "5:24:32"} +{"current_steps": 36400, "total_steps": 45204, "loss": 0.2005, "learning_rate": 1.8141972424106313e-06, "epoch": 0.8052236302165329, "percentage": 80.52, "elapsed_time": "22:21:05", "remaining_time": "5:24:21"} +{"current_steps": 36405, "total_steps": 45204, "loss": 0.3555, "learning_rate": 1.8122017781993095e-06, "epoch": 0.8053342378580461, "percentage": 80.53, "elapsed_time": "22:21:16", "remaining_time": "5:24:10"} +{"current_steps": 36410, "total_steps": 45204, "loss": 0.3812, "learning_rate": 1.8102073026620637e-06, "epoch": 0.8054448454995594, "percentage": 80.55, "elapsed_time": "22:21:27", "remaining_time": "5:23:59"} +{"current_steps": 36415, "total_steps": 45204, "loss": 0.2142, "learning_rate": 1.8082138160397322e-06, "epoch": 0.8055554531410727, "percentage": 80.56, "elapsed_time": "22:21:38", "remaining_time": "5:23:48"} +{"current_steps": 36420, "total_steps": 45204, "loss": 0.2132, "learning_rate": 1.8062213185730271e-06, "epoch": 0.805666060782586, "percentage": 80.57, "elapsed_time": "22:21:48", "remaining_time": "5:23:37"} +{"current_steps": 36425, "total_steps": 45204, "loss": 0.3284, "learning_rate": 1.8042298105025402e-06, "epoch": 0.8057766684240992, "percentage": 80.58, "elapsed_time": "22:21:56", "remaining_time": "5:23:25"} +{"current_steps": 36430, "total_steps": 45204, "loss": 0.2909, "learning_rate": 1.802239292068747e-06, "epoch": 0.8058872760656125, "percentage": 80.59, "elapsed_time": "22:22:06", "remaining_time": "5:23:14"} +{"current_steps": 36435, "total_steps": 45204, "loss": 0.3177, "learning_rate": 1.800249763512002e-06, "epoch": 0.8059978837071257, "percentage": 80.6, "elapsed_time": "22:22:17", "remaining_time": "5:23:03"} +{"current_steps": 36440, "total_steps": 45204, "loss": 0.3784, "learning_rate": 1.7982612250725385e-06, "epoch": 0.8061084913486389, "percentage": 80.61, "elapsed_time": "22:22:31", "remaining_time": "5:22:53"} +{"current_steps": 36445, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.7962736769904732e-06, "epoch": 0.8062190989901522, "percentage": 80.62, "elapsed_time": "22:22:42", "remaining_time": "5:22:41"} +{"current_steps": 36450, "total_steps": 45204, "loss": 0.305, "learning_rate": 1.794287119505802e-06, "epoch": 0.8063297066316655, "percentage": 80.63, "elapsed_time": "22:22:52", "remaining_time": "5:22:30"} +{"current_steps": 36455, "total_steps": 45204, "loss": 0.3653, "learning_rate": 1.7923015528584009e-06, "epoch": 0.8064403142731787, "percentage": 80.65, "elapsed_time": "22:23:03", "remaining_time": "5:22:19"} +{"current_steps": 36460, "total_steps": 45204, "loss": 0.2782, "learning_rate": 1.7903169772880292e-06, "epoch": 0.806550921914692, "percentage": 80.66, "elapsed_time": "22:23:13", "remaining_time": "5:22:08"} +{"current_steps": 36465, "total_steps": 45204, "loss": 0.3881, "learning_rate": 1.788333393034315e-06, "epoch": 0.8066615295562053, "percentage": 80.67, "elapsed_time": "22:23:26", "remaining_time": "5:21:57"} +{"current_steps": 36470, "total_steps": 45204, "loss": 0.2237, "learning_rate": 1.7863508003367835e-06, "epoch": 0.8067721371977186, "percentage": 80.68, "elapsed_time": "22:23:35", "remaining_time": "5:21:46"} +{"current_steps": 36475, "total_steps": 45204, "loss": 0.2428, "learning_rate": 1.7843691994348332e-06, "epoch": 0.8068827448392318, "percentage": 80.69, "elapsed_time": "22:23:45", "remaining_time": "5:21:34"} +{"current_steps": 36480, "total_steps": 45204, "loss": 0.3715, "learning_rate": 1.782388590567733e-06, "epoch": 0.8069933524807451, "percentage": 80.7, "elapsed_time": "22:23:58", "remaining_time": "5:21:24"} +{"current_steps": 36485, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.7804089739746499e-06, "epoch": 0.8071039601222583, "percentage": 80.71, "elapsed_time": "22:24:10", "remaining_time": "5:21:13"} +{"current_steps": 36490, "total_steps": 45204, "loss": 0.2989, "learning_rate": 1.778430349894621e-06, "epoch": 0.8072145677637715, "percentage": 80.72, "elapsed_time": "22:24:20", "remaining_time": "5:21:02"} +{"current_steps": 36495, "total_steps": 45204, "loss": 0.4118, "learning_rate": 1.7764527185665558e-06, "epoch": 0.8073251754052848, "percentage": 80.73, "elapsed_time": "22:24:31", "remaining_time": "5:20:51"} +{"current_steps": 36500, "total_steps": 45204, "loss": 0.4072, "learning_rate": 1.7744760802292626e-06, "epoch": 0.8074357830467981, "percentage": 80.75, "elapsed_time": "22:24:43", "remaining_time": "5:20:40"} +{"current_steps": 36505, "total_steps": 45204, "loss": 0.3818, "learning_rate": 1.7725004351214181e-06, "epoch": 0.8075463906883114, "percentage": 80.76, "elapsed_time": "22:24:55", "remaining_time": "5:20:29"} +{"current_steps": 36510, "total_steps": 45204, "loss": 0.3358, "learning_rate": 1.7705257834815737e-06, "epoch": 0.8076569983298246, "percentage": 80.77, "elapsed_time": "22:25:06", "remaining_time": "5:20:18"} +{"current_steps": 36515, "total_steps": 45204, "loss": 0.1923, "learning_rate": 1.7685521255481764e-06, "epoch": 0.8077676059713379, "percentage": 80.78, "elapsed_time": "22:25:15", "remaining_time": "5:20:06"} +{"current_steps": 36520, "total_steps": 45204, "loss": 0.2296, "learning_rate": 1.7665794615595433e-06, "epoch": 0.8078782136128512, "percentage": 80.79, "elapsed_time": "22:25:26", "remaining_time": "5:19:55"} +{"current_steps": 36525, "total_steps": 45204, "loss": 0.311, "learning_rate": 1.764607791753866e-06, "epoch": 0.8079888212543644, "percentage": 80.8, "elapsed_time": "22:25:37", "remaining_time": "5:19:44"} +{"current_steps": 36530, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.7626371163692312e-06, "epoch": 0.8080994288958776, "percentage": 80.81, "elapsed_time": "22:25:47", "remaining_time": "5:19:33"} +{"current_steps": 36535, "total_steps": 45204, "loss": 0.2521, "learning_rate": 1.760667435643595e-06, "epoch": 0.8082100365373909, "percentage": 80.82, "elapsed_time": "22:25:58", "remaining_time": "5:19:22"} +{"current_steps": 36540, "total_steps": 45204, "loss": 0.2954, "learning_rate": 1.7586987498147945e-06, "epoch": 0.8083206441789041, "percentage": 80.83, "elapsed_time": "22:26:12", "remaining_time": "5:19:11"} +{"current_steps": 36545, "total_steps": 45204, "loss": 0.3295, "learning_rate": 1.7567310591205478e-06, "epoch": 0.8084312518204174, "percentage": 80.84, "elapsed_time": "22:26:23", "remaining_time": "5:19:00"} +{"current_steps": 36550, "total_steps": 45204, "loss": 0.3555, "learning_rate": 1.7547643637984547e-06, "epoch": 0.8085418594619307, "percentage": 80.86, "elapsed_time": "22:26:32", "remaining_time": "5:18:49"} +{"current_steps": 36555, "total_steps": 45204, "loss": 0.3256, "learning_rate": 1.7527986640859918e-06, "epoch": 0.808652467103444, "percentage": 80.87, "elapsed_time": "22:26:40", "remaining_time": "5:18:37"} +{"current_steps": 36560, "total_steps": 45204, "loss": 0.2854, "learning_rate": 1.7508339602205182e-06, "epoch": 0.8087630747449572, "percentage": 80.88, "elapsed_time": "22:26:51", "remaining_time": "5:18:26"} +{"current_steps": 36565, "total_steps": 45204, "loss": 0.3397, "learning_rate": 1.7488702524392664e-06, "epoch": 0.8088736823864705, "percentage": 80.89, "elapsed_time": "22:27:03", "remaining_time": "5:18:15"} +{"current_steps": 36570, "total_steps": 45204, "loss": 0.3878, "learning_rate": 1.746907540979359e-06, "epoch": 0.8089842900279838, "percentage": 80.9, "elapsed_time": "22:27:15", "remaining_time": "5:18:04"} +{"current_steps": 36575, "total_steps": 45204, "loss": 0.1882, "learning_rate": 1.744945826077793e-06, "epoch": 0.809094897669497, "percentage": 80.91, "elapsed_time": "22:27:25", "remaining_time": "5:17:53"} +{"current_steps": 36580, "total_steps": 45204, "loss": 0.274, "learning_rate": 1.7429851079714387e-06, "epoch": 0.8092055053110102, "percentage": 80.92, "elapsed_time": "22:27:33", "remaining_time": "5:17:41"} +{"current_steps": 36585, "total_steps": 45204, "loss": 0.2588, "learning_rate": 1.7410253868970584e-06, "epoch": 0.8093161129525235, "percentage": 80.93, "elapsed_time": "22:27:45", "remaining_time": "5:17:30"} +{"current_steps": 36590, "total_steps": 45204, "loss": 0.2995, "learning_rate": 1.7390666630912878e-06, "epoch": 0.8094267205940368, "percentage": 80.94, "elapsed_time": "22:27:56", "remaining_time": "5:17:19"} +{"current_steps": 36595, "total_steps": 45204, "loss": 0.366, "learning_rate": 1.7371089367906346e-06, "epoch": 0.80953732823555, "percentage": 80.96, "elapsed_time": "22:28:09", "remaining_time": "5:17:09"} +{"current_steps": 36600, "total_steps": 45204, "loss": 0.2314, "learning_rate": 1.7351522082315032e-06, "epoch": 0.8096479358770633, "percentage": 80.97, "elapsed_time": "22:28:18", "remaining_time": "5:16:57"} +{"current_steps": 36605, "total_steps": 45204, "loss": 0.3195, "learning_rate": 1.7331964776501654e-06, "epoch": 0.8097585435185766, "percentage": 80.98, "elapsed_time": "22:28:30", "remaining_time": "5:16:46"} +{"current_steps": 36610, "total_steps": 45204, "loss": 0.4023, "learning_rate": 1.731241745282768e-06, "epoch": 0.8098691511600898, "percentage": 80.99, "elapsed_time": "22:28:41", "remaining_time": "5:16:35"} +{"current_steps": 36615, "total_steps": 45204, "loss": 0.3418, "learning_rate": 1.7292880113653521e-06, "epoch": 0.8099797588016031, "percentage": 81.0, "elapsed_time": "22:28:52", "remaining_time": "5:16:24"} +{"current_steps": 36620, "total_steps": 45204, "loss": 0.2686, "learning_rate": 1.7273352761338314e-06, "epoch": 0.8100903664431164, "percentage": 81.01, "elapsed_time": "22:29:03", "remaining_time": "5:16:13"} +{"current_steps": 36625, "total_steps": 45204, "loss": 0.4787, "learning_rate": 1.7253835398239904e-06, "epoch": 0.8102009740846295, "percentage": 81.02, "elapsed_time": "22:29:16", "remaining_time": "5:16:03"} +{"current_steps": 36630, "total_steps": 45204, "loss": 0.2233, "learning_rate": 1.7234328026715064e-06, "epoch": 0.8103115817261428, "percentage": 81.03, "elapsed_time": "22:29:27", "remaining_time": "5:15:52"} +{"current_steps": 36635, "total_steps": 45204, "loss": 0.266, "learning_rate": 1.721483064911932e-06, "epoch": 0.8104221893676561, "percentage": 81.04, "elapsed_time": "22:29:37", "remaining_time": "5:15:40"} +{"current_steps": 36640, "total_steps": 45204, "loss": 0.3848, "learning_rate": 1.7195343267806897e-06, "epoch": 0.8105327970091694, "percentage": 81.05, "elapsed_time": "22:29:46", "remaining_time": "5:15:29"} +{"current_steps": 36645, "total_steps": 45204, "loss": 0.2264, "learning_rate": 1.717586588513096e-06, "epoch": 0.8106434046506826, "percentage": 81.07, "elapsed_time": "22:29:57", "remaining_time": "5:15:18"} +{"current_steps": 36650, "total_steps": 45204, "loss": 0.4422, "learning_rate": 1.7156398503443372e-06, "epoch": 0.8107540122921959, "percentage": 81.08, "elapsed_time": "22:30:11", "remaining_time": "5:15:07"} +{"current_steps": 36655, "total_steps": 45204, "loss": 0.3431, "learning_rate": 1.7136941125094819e-06, "epoch": 0.8108646199337092, "percentage": 81.09, "elapsed_time": "22:30:21", "remaining_time": "5:14:56"} +{"current_steps": 36660, "total_steps": 45204, "loss": 0.3522, "learning_rate": 1.7117493752434776e-06, "epoch": 0.8109752275752224, "percentage": 81.1, "elapsed_time": "22:30:31", "remaining_time": "5:14:45"} +{"current_steps": 36665, "total_steps": 45204, "loss": 0.2852, "learning_rate": 1.709805638781149e-06, "epoch": 0.8110858352167357, "percentage": 81.11, "elapsed_time": "22:30:44", "remaining_time": "5:14:34"} +{"current_steps": 36670, "total_steps": 45204, "loss": 0.2957, "learning_rate": 1.7078629033572035e-06, "epoch": 0.8111964428582489, "percentage": 81.12, "elapsed_time": "22:30:55", "remaining_time": "5:14:23"} +{"current_steps": 36675, "total_steps": 45204, "loss": 0.4033, "learning_rate": 1.7059211692062272e-06, "epoch": 0.8113070504997622, "percentage": 81.13, "elapsed_time": "22:31:07", "remaining_time": "5:14:12"} +{"current_steps": 36680, "total_steps": 45204, "loss": 0.3826, "learning_rate": 1.7039804365626767e-06, "epoch": 0.8114176581412754, "percentage": 81.14, "elapsed_time": "22:31:17", "remaining_time": "5:14:01"} +{"current_steps": 36685, "total_steps": 45204, "loss": 0.4533, "learning_rate": 1.7020407056609023e-06, "epoch": 0.8115282657827887, "percentage": 81.15, "elapsed_time": "22:31:28", "remaining_time": "5:13:50"} +{"current_steps": 36690, "total_steps": 45204, "loss": 0.3519, "learning_rate": 1.7001019767351268e-06, "epoch": 0.811638873424302, "percentage": 81.17, "elapsed_time": "22:31:39", "remaining_time": "5:13:39"} +{"current_steps": 36695, "total_steps": 45204, "loss": 0.3368, "learning_rate": 1.6981642500194428e-06, "epoch": 0.8117494810658152, "percentage": 81.18, "elapsed_time": "22:31:51", "remaining_time": "5:13:28"} +{"current_steps": 36700, "total_steps": 45204, "loss": 0.3508, "learning_rate": 1.6962275257478367e-06, "epoch": 0.8118600887073285, "percentage": 81.19, "elapsed_time": "22:32:02", "remaining_time": "5:13:17"} +{"current_steps": 36705, "total_steps": 45204, "loss": 0.2431, "learning_rate": 1.694291804154169e-06, "epoch": 0.8119706963488418, "percentage": 81.2, "elapsed_time": "22:32:14", "remaining_time": "5:13:06"} +{"current_steps": 36710, "total_steps": 45204, "loss": 0.177, "learning_rate": 1.6923570854721694e-06, "epoch": 0.812081303990355, "percentage": 81.21, "elapsed_time": "22:32:26", "remaining_time": "5:12:55"} +{"current_steps": 36715, "total_steps": 45204, "loss": 0.2089, "learning_rate": 1.6904233699354622e-06, "epoch": 0.8121919116318683, "percentage": 81.22, "elapsed_time": "22:32:37", "remaining_time": "5:12:44"} +{"current_steps": 36720, "total_steps": 45204, "loss": 0.4568, "learning_rate": 1.688490657777543e-06, "epoch": 0.8123025192733815, "percentage": 81.23, "elapsed_time": "22:32:50", "remaining_time": "5:12:34"} +{"current_steps": 36725, "total_steps": 45204, "loss": 0.2187, "learning_rate": 1.686558949231778e-06, "epoch": 0.8124131269148948, "percentage": 81.24, "elapsed_time": "22:32:58", "remaining_time": "5:12:22"} +{"current_steps": 36730, "total_steps": 45204, "loss": 0.3623, "learning_rate": 1.6846282445314288e-06, "epoch": 0.812523734556408, "percentage": 81.25, "elapsed_time": "22:33:08", "remaining_time": "5:12:10"} +{"current_steps": 36735, "total_steps": 45204, "loss": 0.3851, "learning_rate": 1.6826985439096267e-06, "epoch": 0.8126343421979213, "percentage": 81.26, "elapsed_time": "22:33:17", "remaining_time": "5:11:59"} +{"current_steps": 36740, "total_steps": 45204, "loss": 0.2161, "learning_rate": 1.680769847599375e-06, "epoch": 0.8127449498394346, "percentage": 81.28, "elapsed_time": "22:33:26", "remaining_time": "5:11:47"} +{"current_steps": 36745, "total_steps": 45204, "loss": 0.2478, "learning_rate": 1.6788421558335722e-06, "epoch": 0.8128555574809478, "percentage": 81.29, "elapsed_time": "22:33:35", "remaining_time": "5:11:36"} +{"current_steps": 36750, "total_steps": 45204, "loss": 0.4134, "learning_rate": 1.6769154688449818e-06, "epoch": 0.8129661651224611, "percentage": 81.3, "elapsed_time": "22:33:48", "remaining_time": "5:11:25"} +{"current_steps": 36755, "total_steps": 45204, "loss": 0.2889, "learning_rate": 1.6749897868662513e-06, "epoch": 0.8130767727639744, "percentage": 81.31, "elapsed_time": "22:34:00", "remaining_time": "5:11:15"} +{"current_steps": 36760, "total_steps": 45204, "loss": 0.3773, "learning_rate": 1.6730651101299067e-06, "epoch": 0.8131873804054877, "percentage": 81.32, "elapsed_time": "22:34:13", "remaining_time": "5:11:04"} +{"current_steps": 36765, "total_steps": 45204, "loss": 0.2793, "learning_rate": 1.671141438868351e-06, "epoch": 0.8132979880470008, "percentage": 81.33, "elapsed_time": "22:34:23", "remaining_time": "5:10:53"} +{"current_steps": 36770, "total_steps": 45204, "loss": 0.5147, "learning_rate": 1.6692187733138688e-06, "epoch": 0.8134085956885141, "percentage": 81.34, "elapsed_time": "22:34:39", "remaining_time": "5:10:43"} +{"current_steps": 36775, "total_steps": 45204, "loss": 0.2322, "learning_rate": 1.6672971136986227e-06, "epoch": 0.8135192033300274, "percentage": 81.35, "elapsed_time": "22:34:48", "remaining_time": "5:10:31"} +{"current_steps": 36780, "total_steps": 45204, "loss": 0.306, "learning_rate": 1.6653764602546451e-06, "epoch": 0.8136298109715406, "percentage": 81.36, "elapsed_time": "22:35:00", "remaining_time": "5:10:20"} +{"current_steps": 36785, "total_steps": 45204, "loss": 0.3806, "learning_rate": 1.6634568132138618e-06, "epoch": 0.8137404186130539, "percentage": 81.38, "elapsed_time": "22:35:11", "remaining_time": "5:10:09"} +{"current_steps": 36790, "total_steps": 45204, "loss": 0.2355, "learning_rate": 1.6615381728080693e-06, "epoch": 0.8138510262545672, "percentage": 81.39, "elapsed_time": "22:35:20", "remaining_time": "5:09:58"} +{"current_steps": 36795, "total_steps": 45204, "loss": 0.2789, "learning_rate": 1.6596205392689357e-06, "epoch": 0.8139616338960804, "percentage": 81.4, "elapsed_time": "22:35:31", "remaining_time": "5:09:47"} +{"current_steps": 36800, "total_steps": 45204, "loss": 0.4775, "learning_rate": 1.6577039128280226e-06, "epoch": 0.8140722415375937, "percentage": 81.41, "elapsed_time": "22:35:43", "remaining_time": "5:09:36"} +{"current_steps": 36805, "total_steps": 45204, "loss": 0.3177, "learning_rate": 1.6557882937167613e-06, "epoch": 0.814182849179107, "percentage": 81.42, "elapsed_time": "22:35:54", "remaining_time": "5:09:25"} +{"current_steps": 36810, "total_steps": 45204, "loss": 0.3282, "learning_rate": 1.6538736821664547e-06, "epoch": 0.8142934568206203, "percentage": 81.43, "elapsed_time": "22:36:08", "remaining_time": "5:09:14"} +{"current_steps": 36815, "total_steps": 45204, "loss": 0.5134, "learning_rate": 1.6519600784083e-06, "epoch": 0.8144040644621334, "percentage": 81.44, "elapsed_time": "22:36:21", "remaining_time": "5:09:04"} +{"current_steps": 36820, "total_steps": 45204, "loss": 0.203, "learning_rate": 1.6500474826733626e-06, "epoch": 0.8145146721036467, "percentage": 81.45, "elapsed_time": "22:36:30", "remaining_time": "5:08:52"} +{"current_steps": 36825, "total_steps": 45204, "loss": 0.3479, "learning_rate": 1.6481358951925819e-06, "epoch": 0.81462527974516, "percentage": 81.46, "elapsed_time": "22:36:41", "remaining_time": "5:08:41"} +{"current_steps": 36830, "total_steps": 45204, "loss": 0.2859, "learning_rate": 1.646225316196788e-06, "epoch": 0.8147358873866732, "percentage": 81.48, "elapsed_time": "22:36:51", "remaining_time": "5:08:30"} +{"current_steps": 36835, "total_steps": 45204, "loss": 0.1916, "learning_rate": 1.6443157459166835e-06, "epoch": 0.8148464950281865, "percentage": 81.49, "elapsed_time": "22:37:01", "remaining_time": "5:08:19"} +{"current_steps": 36840, "total_steps": 45204, "loss": 0.3669, "learning_rate": 1.6424071845828404e-06, "epoch": 0.8149571026696998, "percentage": 81.5, "elapsed_time": "22:37:12", "remaining_time": "5:08:08"} +{"current_steps": 36845, "total_steps": 45204, "loss": 0.39, "learning_rate": 1.640499632425725e-06, "epoch": 0.8150677103112131, "percentage": 81.51, "elapsed_time": "22:37:24", "remaining_time": "5:07:57"} +{"current_steps": 36850, "total_steps": 45204, "loss": 0.3956, "learning_rate": 1.638593089675672e-06, "epoch": 0.8151783179527263, "percentage": 81.52, "elapsed_time": "22:37:35", "remaining_time": "5:07:46"} +{"current_steps": 36855, "total_steps": 45204, "loss": 0.3074, "learning_rate": 1.6366875565628903e-06, "epoch": 0.8152889255942396, "percentage": 81.53, "elapsed_time": "22:37:46", "remaining_time": "5:07:35"} +{"current_steps": 36860, "total_steps": 45204, "loss": 0.2788, "learning_rate": 1.6347830333174785e-06, "epoch": 0.8153995332357528, "percentage": 81.54, "elapsed_time": "22:37:56", "remaining_time": "5:07:23"} +{"current_steps": 36865, "total_steps": 45204, "loss": 0.3748, "learning_rate": 1.6328795201694058e-06, "epoch": 0.815510140877266, "percentage": 81.55, "elapsed_time": "22:38:08", "remaining_time": "5:07:13"} +{"current_steps": 36870, "total_steps": 45204, "loss": 0.2808, "learning_rate": 1.6309770173485207e-06, "epoch": 0.8156207485187793, "percentage": 81.56, "elapsed_time": "22:38:21", "remaining_time": "5:07:02"} +{"current_steps": 36875, "total_steps": 45204, "loss": 0.3757, "learning_rate": 1.6290755250845481e-06, "epoch": 0.8157313561602926, "percentage": 81.57, "elapsed_time": "22:38:34", "remaining_time": "5:06:51"} +{"current_steps": 36880, "total_steps": 45204, "loss": 0.2749, "learning_rate": 1.6271750436070955e-06, "epoch": 0.8158419638018058, "percentage": 81.59, "elapsed_time": "22:38:43", "remaining_time": "5:06:40"} +{"current_steps": 36885, "total_steps": 45204, "loss": 0.4674, "learning_rate": 1.6252755731456426e-06, "epoch": 0.8159525714433191, "percentage": 81.6, "elapsed_time": "22:38:55", "remaining_time": "5:06:29"} +{"current_steps": 36890, "total_steps": 45204, "loss": 0.5018, "learning_rate": 1.623377113929554e-06, "epoch": 0.8160631790848324, "percentage": 81.61, "elapsed_time": "22:39:07", "remaining_time": "5:06:18"} +{"current_steps": 36895, "total_steps": 45204, "loss": 0.3187, "learning_rate": 1.6214796661880606e-06, "epoch": 0.8161737867263457, "percentage": 81.62, "elapsed_time": "22:39:20", "remaining_time": "5:06:08"} +{"current_steps": 36900, "total_steps": 45204, "loss": 0.2925, "learning_rate": 1.6195832301502855e-06, "epoch": 0.8162843943678589, "percentage": 81.63, "elapsed_time": "22:39:31", "remaining_time": "5:05:56"} +{"current_steps": 36905, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.6176878060452229e-06, "epoch": 0.8163950020093722, "percentage": 81.64, "elapsed_time": "22:39:40", "remaining_time": "5:05:45"} +{"current_steps": 36910, "total_steps": 45204, "loss": 0.2921, "learning_rate": 1.6157933941017367e-06, "epoch": 0.8165056096508854, "percentage": 81.65, "elapsed_time": "22:39:51", "remaining_time": "5:05:34"} +{"current_steps": 36915, "total_steps": 45204, "loss": 0.2824, "learning_rate": 1.6138999945485857e-06, "epoch": 0.8166162172923986, "percentage": 81.66, "elapsed_time": "22:40:03", "remaining_time": "5:05:23"} +{"current_steps": 36920, "total_steps": 45204, "loss": 0.175, "learning_rate": 1.6120076076143953e-06, "epoch": 0.8167268249339119, "percentage": 81.67, "elapsed_time": "22:40:15", "remaining_time": "5:05:12"} +{"current_steps": 36925, "total_steps": 45204, "loss": 0.2658, "learning_rate": 1.6101162335276644e-06, "epoch": 0.8168374325754252, "percentage": 81.69, "elapsed_time": "22:40:25", "remaining_time": "5:05:01"} +{"current_steps": 36930, "total_steps": 45204, "loss": 0.2252, "learning_rate": 1.6082258725167832e-06, "epoch": 0.8169480402169385, "percentage": 81.7, "elapsed_time": "22:40:35", "remaining_time": "5:04:50"} +{"current_steps": 36935, "total_steps": 45204, "loss": 0.3478, "learning_rate": 1.6063365248100116e-06, "epoch": 0.8170586478584517, "percentage": 81.71, "elapsed_time": "22:40:47", "remaining_time": "5:04:39"} +{"current_steps": 36940, "total_steps": 45204, "loss": 0.4634, "learning_rate": 1.6044481906354803e-06, "epoch": 0.817169255499965, "percentage": 81.72, "elapsed_time": "22:40:59", "remaining_time": "5:04:28"} +{"current_steps": 36945, "total_steps": 45204, "loss": 0.2206, "learning_rate": 1.6025608702212137e-06, "epoch": 0.8172798631414783, "percentage": 81.73, "elapsed_time": "22:41:10", "remaining_time": "5:04:17"} +{"current_steps": 36950, "total_steps": 45204, "loss": 0.2769, "learning_rate": 1.6006745637951038e-06, "epoch": 0.8173904707829915, "percentage": 81.74, "elapsed_time": "22:41:24", "remaining_time": "5:04:06"} +{"current_steps": 36955, "total_steps": 45204, "loss": 0.21, "learning_rate": 1.5987892715849152e-06, "epoch": 0.8175010784245047, "percentage": 81.75, "elapsed_time": "22:41:34", "remaining_time": "5:03:55"} +{"current_steps": 36960, "total_steps": 45204, "loss": 0.3839, "learning_rate": 1.5969049938183023e-06, "epoch": 0.817611686066018, "percentage": 81.76, "elapsed_time": "22:41:45", "remaining_time": "5:03:44"} +{"current_steps": 36965, "total_steps": 45204, "loss": 0.3495, "learning_rate": 1.59502173072279e-06, "epoch": 0.8177222937075312, "percentage": 81.77, "elapsed_time": "22:41:58", "remaining_time": "5:03:33"} +{"current_steps": 36970, "total_steps": 45204, "loss": 0.3884, "learning_rate": 1.5931394825257806e-06, "epoch": 0.8178329013490445, "percentage": 81.78, "elapsed_time": "22:42:09", "remaining_time": "5:03:22"} +{"current_steps": 36975, "total_steps": 45204, "loss": 0.2254, "learning_rate": 1.591258249454557e-06, "epoch": 0.8179435089905578, "percentage": 81.8, "elapsed_time": "22:42:19", "remaining_time": "5:03:11"} +{"current_steps": 36980, "total_steps": 45204, "loss": 0.3536, "learning_rate": 1.589378031736275e-06, "epoch": 0.8180541166320711, "percentage": 81.81, "elapsed_time": "22:42:31", "remaining_time": "5:03:00"} +{"current_steps": 36985, "total_steps": 45204, "loss": 0.3667, "learning_rate": 1.5874988295979709e-06, "epoch": 0.8181647242735843, "percentage": 81.82, "elapsed_time": "22:42:40", "remaining_time": "5:02:49"} +{"current_steps": 36990, "total_steps": 45204, "loss": 0.4733, "learning_rate": 1.585620643266561e-06, "epoch": 0.8182753319150976, "percentage": 81.83, "elapsed_time": "22:42:54", "remaining_time": "5:02:38"} +{"current_steps": 36995, "total_steps": 45204, "loss": 0.3008, "learning_rate": 1.5837434729688284e-06, "epoch": 0.8183859395566109, "percentage": 81.84, "elapsed_time": "22:43:03", "remaining_time": "5:02:27"} +{"current_steps": 37000, "total_steps": 45204, "loss": 0.4336, "learning_rate": 1.5818673189314481e-06, "epoch": 0.8184965471981241, "percentage": 81.85, "elapsed_time": "22:43:16", "remaining_time": "5:02:16"} +{"current_steps": 37005, "total_steps": 45204, "loss": 0.3303, "learning_rate": 1.5799921813809637e-06, "epoch": 0.8186071548396373, "percentage": 81.86, "elapsed_time": "22:43:27", "remaining_time": "5:02:05"} +{"current_steps": 37010, "total_steps": 45204, "loss": 0.407, "learning_rate": 1.5781180605437918e-06, "epoch": 0.8187177624811506, "percentage": 81.87, "elapsed_time": "22:43:41", "remaining_time": "5:01:55"} +{"current_steps": 37015, "total_steps": 45204, "loss": 0.294, "learning_rate": 1.576244956646239e-06, "epoch": 0.8188283701226639, "percentage": 81.88, "elapsed_time": "22:43:50", "remaining_time": "5:01:43"} +{"current_steps": 37020, "total_steps": 45204, "loss": 0.4651, "learning_rate": 1.5743728699144822e-06, "epoch": 0.8189389777641771, "percentage": 81.9, "elapsed_time": "22:44:01", "remaining_time": "5:01:32"} +{"current_steps": 37025, "total_steps": 45204, "loss": 0.3568, "learning_rate": 1.5725018005745663e-06, "epoch": 0.8190495854056904, "percentage": 81.91, "elapsed_time": "22:44:14", "remaining_time": "5:01:22"} +{"current_steps": 37030, "total_steps": 45204, "loss": 0.3382, "learning_rate": 1.5706317488524313e-06, "epoch": 0.8191601930472037, "percentage": 81.92, "elapsed_time": "22:44:24", "remaining_time": "5:01:10"} +{"current_steps": 37035, "total_steps": 45204, "loss": 0.2172, "learning_rate": 1.5687627149738848e-06, "epoch": 0.8192708006887169, "percentage": 81.93, "elapsed_time": "22:44:34", "remaining_time": "5:00:59"} +{"current_steps": 37040, "total_steps": 45204, "loss": 0.2906, "learning_rate": 1.5668946991646062e-06, "epoch": 0.8193814083302302, "percentage": 81.94, "elapsed_time": "22:44:48", "remaining_time": "5:00:49"} +{"current_steps": 37045, "total_steps": 45204, "loss": 0.3385, "learning_rate": 1.5650277016501624e-06, "epoch": 0.8194920159717435, "percentage": 81.95, "elapsed_time": "22:44:58", "remaining_time": "5:00:37"} +{"current_steps": 37050, "total_steps": 45204, "loss": 0.392, "learning_rate": 1.5631617226559948e-06, "epoch": 0.8196026236132566, "percentage": 81.96, "elapsed_time": "22:45:11", "remaining_time": "5:00:27"} +{"current_steps": 37055, "total_steps": 45204, "loss": 0.2396, "learning_rate": 1.5612967624074115e-06, "epoch": 0.8197132312547699, "percentage": 81.97, "elapsed_time": "22:45:24", "remaining_time": "5:00:16"} +{"current_steps": 37060, "total_steps": 45204, "loss": 0.4237, "learning_rate": 1.5594328211296128e-06, "epoch": 0.8198238388962832, "percentage": 81.98, "elapsed_time": "22:45:37", "remaining_time": "5:00:05"} +{"current_steps": 37065, "total_steps": 45204, "loss": 0.3699, "learning_rate": 1.5575698990476707e-06, "epoch": 0.8199344465377965, "percentage": 81.99, "elapsed_time": "22:45:49", "remaining_time": "4:59:55"} +{"current_steps": 37070, "total_steps": 45204, "loss": 0.3481, "learning_rate": 1.555707996386524e-06, "epoch": 0.8200450541793097, "percentage": 82.01, "elapsed_time": "22:46:01", "remaining_time": "4:59:44"} +{"current_steps": 37075, "total_steps": 45204, "loss": 0.3233, "learning_rate": 1.5538471133710042e-06, "epoch": 0.820155661820823, "percentage": 82.02, "elapsed_time": "22:46:12", "remaining_time": "4:59:33"} +{"current_steps": 37080, "total_steps": 45204, "loss": 0.395, "learning_rate": 1.5519872502258103e-06, "epoch": 0.8202662694623363, "percentage": 82.03, "elapsed_time": "22:46:24", "remaining_time": "4:59:22"} +{"current_steps": 37085, "total_steps": 45204, "loss": 0.3952, "learning_rate": 1.5501284071755196e-06, "epoch": 0.8203768771038495, "percentage": 82.04, "elapsed_time": "22:46:35", "remaining_time": "4:59:11"} +{"current_steps": 37090, "total_steps": 45204, "loss": 0.1625, "learning_rate": 1.5482705844445878e-06, "epoch": 0.8204874847453628, "percentage": 82.05, "elapsed_time": "22:46:44", "remaining_time": "4:58:59"} +{"current_steps": 37095, "total_steps": 45204, "loss": 0.4288, "learning_rate": 1.5464137822573455e-06, "epoch": 0.8205980923868761, "percentage": 82.06, "elapsed_time": "22:46:58", "remaining_time": "4:58:49"} +{"current_steps": 37100, "total_steps": 45204, "loss": 0.2567, "learning_rate": 1.5445580008380011e-06, "epoch": 0.8207087000283892, "percentage": 82.07, "elapsed_time": "22:47:12", "remaining_time": "4:58:38"} +{"current_steps": 37105, "total_steps": 45204, "loss": 0.3721, "learning_rate": 1.5427032404106424e-06, "epoch": 0.8208193076699025, "percentage": 82.08, "elapsed_time": "22:47:22", "remaining_time": "4:58:27"} +{"current_steps": 37110, "total_steps": 45204, "loss": 0.293, "learning_rate": 1.540849501199223e-06, "epoch": 0.8209299153114158, "percentage": 82.09, "elapsed_time": "22:47:35", "remaining_time": "4:58:16"} +{"current_steps": 37115, "total_steps": 45204, "loss": 0.3069, "learning_rate": 1.53899678342759e-06, "epoch": 0.8210405229529291, "percentage": 82.11, "elapsed_time": "22:47:44", "remaining_time": "4:58:05"} +{"current_steps": 37120, "total_steps": 45204, "loss": 0.3473, "learning_rate": 1.5371450873194583e-06, "epoch": 0.8211511305944423, "percentage": 82.12, "elapsed_time": "22:47:53", "remaining_time": "4:57:53"} +{"current_steps": 37125, "total_steps": 45204, "loss": 0.2787, "learning_rate": 1.5352944130984105e-06, "epoch": 0.8212617382359556, "percentage": 82.13, "elapsed_time": "22:48:05", "remaining_time": "4:57:43"} +{"current_steps": 37130, "total_steps": 45204, "loss": 0.3348, "learning_rate": 1.5334447609879243e-06, "epoch": 0.8213723458774689, "percentage": 82.14, "elapsed_time": "22:48:17", "remaining_time": "4:57:32"} +{"current_steps": 37135, "total_steps": 45204, "loss": 0.4385, "learning_rate": 1.5315961312113448e-06, "epoch": 0.8214829535189822, "percentage": 82.15, "elapsed_time": "22:48:28", "remaining_time": "4:57:21"} +{"current_steps": 37140, "total_steps": 45204, "loss": 0.4048, "learning_rate": 1.5297485239918841e-06, "epoch": 0.8215935611604954, "percentage": 82.16, "elapsed_time": "22:48:40", "remaining_time": "4:57:10"} +{"current_steps": 37145, "total_steps": 45204, "loss": 0.267, "learning_rate": 1.5279019395526485e-06, "epoch": 0.8217041688020086, "percentage": 82.17, "elapsed_time": "22:48:48", "remaining_time": "4:56:58"} +{"current_steps": 37150, "total_steps": 45204, "loss": 0.2169, "learning_rate": 1.5260563781166138e-06, "epoch": 0.8218147764435219, "percentage": 82.18, "elapsed_time": "22:48:58", "remaining_time": "4:56:47"} +{"current_steps": 37155, "total_steps": 45204, "loss": 0.3055, "learning_rate": 1.524211839906622e-06, "epoch": 0.8219253840850351, "percentage": 82.19, "elapsed_time": "22:49:08", "remaining_time": "4:56:36"} +{"current_steps": 37160, "total_steps": 45204, "loss": 0.3827, "learning_rate": 1.522368325145408e-06, "epoch": 0.8220359917265484, "percentage": 82.21, "elapsed_time": "22:49:19", "remaining_time": "4:56:24"} +{"current_steps": 37165, "total_steps": 45204, "loss": 0.3516, "learning_rate": 1.520525834055575e-06, "epoch": 0.8221465993680617, "percentage": 82.22, "elapsed_time": "22:49:31", "remaining_time": "4:56:14"} +{"current_steps": 37170, "total_steps": 45204, "loss": 0.3229, "learning_rate": 1.5186843668595985e-06, "epoch": 0.8222572070095749, "percentage": 82.23, "elapsed_time": "22:49:42", "remaining_time": "4:56:02"} +{"current_steps": 37175, "total_steps": 45204, "loss": 0.3235, "learning_rate": 1.5168439237798404e-06, "epoch": 0.8223678146510882, "percentage": 82.24, "elapsed_time": "22:49:52", "remaining_time": "4:55:51"} +{"current_steps": 37180, "total_steps": 45204, "loss": 0.3843, "learning_rate": 1.515004505038533e-06, "epoch": 0.8224784222926015, "percentage": 82.25, "elapsed_time": "22:50:04", "remaining_time": "4:55:41"} +{"current_steps": 37185, "total_steps": 45204, "loss": 0.2599, "learning_rate": 1.513166110857781e-06, "epoch": 0.8225890299341148, "percentage": 82.26, "elapsed_time": "22:50:16", "remaining_time": "4:55:30"} +{"current_steps": 37190, "total_steps": 45204, "loss": 0.3944, "learning_rate": 1.5113287414595745e-06, "epoch": 0.822699637575628, "percentage": 82.27, "elapsed_time": "22:50:27", "remaining_time": "4:55:19"} +{"current_steps": 37195, "total_steps": 45204, "loss": 0.283, "learning_rate": 1.5094923970657738e-06, "epoch": 0.8228102452171412, "percentage": 82.28, "elapsed_time": "22:50:36", "remaining_time": "4:55:07"} +{"current_steps": 37200, "total_steps": 45204, "loss": 0.3546, "learning_rate": 1.507657077898117e-06, "epoch": 0.8229208528586545, "percentage": 82.29, "elapsed_time": "22:50:48", "remaining_time": "4:54:56"} +{"current_steps": 37205, "total_steps": 45204, "loss": 0.3393, "learning_rate": 1.5058227841782203e-06, "epoch": 0.8230314605001677, "percentage": 82.3, "elapsed_time": "22:50:57", "remaining_time": "4:54:45"} +{"current_steps": 37210, "total_steps": 45204, "loss": 0.3132, "learning_rate": 1.5039895161275674e-06, "epoch": 0.823142068141681, "percentage": 82.32, "elapsed_time": "22:51:07", "remaining_time": "4:54:33"} +{"current_steps": 37215, "total_steps": 45204, "loss": 0.2375, "learning_rate": 1.5021572739675328e-06, "epoch": 0.8232526757831943, "percentage": 82.33, "elapsed_time": "22:51:21", "remaining_time": "4:54:23"} +{"current_steps": 37220, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.5003260579193569e-06, "epoch": 0.8233632834247075, "percentage": 82.34, "elapsed_time": "22:51:33", "remaining_time": "4:54:12"} +{"current_steps": 37225, "total_steps": 45204, "loss": 0.2866, "learning_rate": 1.498495868204154e-06, "epoch": 0.8234738910662208, "percentage": 82.35, "elapsed_time": "22:51:42", "remaining_time": "4:54:01"} +{"current_steps": 37230, "total_steps": 45204, "loss": 0.23, "learning_rate": 1.4966667050429228e-06, "epoch": 0.8235844987077341, "percentage": 82.36, "elapsed_time": "22:51:52", "remaining_time": "4:53:49"} +{"current_steps": 37235, "total_steps": 45204, "loss": 0.1492, "learning_rate": 1.494838568656538e-06, "epoch": 0.8236951063492474, "percentage": 82.37, "elapsed_time": "22:52:00", "remaining_time": "4:53:38"} +{"current_steps": 37240, "total_steps": 45204, "loss": 0.2964, "learning_rate": 1.4930114592657364e-06, "epoch": 0.8238057139907605, "percentage": 82.38, "elapsed_time": "22:52:11", "remaining_time": "4:53:27"} +{"current_steps": 37245, "total_steps": 45204, "loss": 0.4051, "learning_rate": 1.4911853770911499e-06, "epoch": 0.8239163216322738, "percentage": 82.39, "elapsed_time": "22:52:22", "remaining_time": "4:53:15"} +{"current_steps": 37250, "total_steps": 45204, "loss": 0.4035, "learning_rate": 1.489360322353276e-06, "epoch": 0.8240269292737871, "percentage": 82.4, "elapsed_time": "22:52:35", "remaining_time": "4:53:05"} +{"current_steps": 37255, "total_steps": 45204, "loss": 0.3509, "learning_rate": 1.4875362952724825e-06, "epoch": 0.8241375369153003, "percentage": 82.42, "elapsed_time": "22:52:44", "remaining_time": "4:52:53"} +{"current_steps": 37260, "total_steps": 45204, "loss": 0.387, "learning_rate": 1.4857132960690279e-06, "epoch": 0.8242481445568136, "percentage": 82.43, "elapsed_time": "22:52:56", "remaining_time": "4:52:43"} +{"current_steps": 37265, "total_steps": 45204, "loss": 0.1922, "learning_rate": 1.4838913249630394e-06, "epoch": 0.8243587521983269, "percentage": 82.44, "elapsed_time": "22:53:06", "remaining_time": "4:52:31"} +{"current_steps": 37270, "total_steps": 45204, "loss": 0.2797, "learning_rate": 1.482070382174511e-06, "epoch": 0.8244693598398402, "percentage": 82.45, "elapsed_time": "22:53:17", "remaining_time": "4:52:20"} +{"current_steps": 37275, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.4802504679233276e-06, "epoch": 0.8245799674813534, "percentage": 82.46, "elapsed_time": "22:53:29", "remaining_time": "4:52:09"} +{"current_steps": 37280, "total_steps": 45204, "loss": 0.3259, "learning_rate": 1.478431582429245e-06, "epoch": 0.8246905751228667, "percentage": 82.47, "elapsed_time": "22:53:39", "remaining_time": "4:51:58"} +{"current_steps": 37285, "total_steps": 45204, "loss": 0.3531, "learning_rate": 1.476613725911885e-06, "epoch": 0.82480118276438, "percentage": 82.48, "elapsed_time": "22:53:51", "remaining_time": "4:51:47"} +{"current_steps": 37290, "total_steps": 45204, "loss": 0.4746, "learning_rate": 1.4747968985907612e-06, "epoch": 0.8249117904058931, "percentage": 82.49, "elapsed_time": "22:54:02", "remaining_time": "4:51:36"} +{"current_steps": 37295, "total_steps": 45204, "loss": 0.2132, "learning_rate": 1.4729811006852513e-06, "epoch": 0.8250223980474064, "percentage": 82.5, "elapsed_time": "22:54:12", "remaining_time": "4:51:25"} +{"current_steps": 37300, "total_steps": 45204, "loss": 0.2625, "learning_rate": 1.4711663324146131e-06, "epoch": 0.8251330056889197, "percentage": 82.51, "elapsed_time": "22:54:21", "remaining_time": "4:51:13"} +{"current_steps": 37305, "total_steps": 45204, "loss": 0.3183, "learning_rate": 1.469352593997978e-06, "epoch": 0.825243613330433, "percentage": 82.53, "elapsed_time": "22:54:31", "remaining_time": "4:51:02"} +{"current_steps": 37310, "total_steps": 45204, "loss": 0.4495, "learning_rate": 1.4675398856543565e-06, "epoch": 0.8253542209719462, "percentage": 82.54, "elapsed_time": "22:54:44", "remaining_time": "4:50:51"} +{"current_steps": 37315, "total_steps": 45204, "loss": 0.4363, "learning_rate": 1.4657282076026313e-06, "epoch": 0.8254648286134595, "percentage": 82.55, "elapsed_time": "22:54:53", "remaining_time": "4:50:40"} +{"current_steps": 37320, "total_steps": 45204, "loss": 0.321, "learning_rate": 1.463917560061564e-06, "epoch": 0.8255754362549728, "percentage": 82.56, "elapsed_time": "22:55:03", "remaining_time": "4:50:29"} +{"current_steps": 37325, "total_steps": 45204, "loss": 0.3102, "learning_rate": 1.4621079432497842e-06, "epoch": 0.825686043896486, "percentage": 82.57, "elapsed_time": "22:55:14", "remaining_time": "4:50:18"} +{"current_steps": 37330, "total_steps": 45204, "loss": 0.1957, "learning_rate": 1.4602993573858071e-06, "epoch": 0.8257966515379993, "percentage": 82.58, "elapsed_time": "22:55:25", "remaining_time": "4:50:07"} +{"current_steps": 37335, "total_steps": 45204, "loss": 0.2985, "learning_rate": 1.4584918026880214e-06, "epoch": 0.8259072591795125, "percentage": 82.59, "elapsed_time": "22:55:36", "remaining_time": "4:49:56"} +{"current_steps": 37340, "total_steps": 45204, "loss": 0.3222, "learning_rate": 1.456685279374681e-06, "epoch": 0.8260178668210257, "percentage": 82.6, "elapsed_time": "22:55:45", "remaining_time": "4:49:44"} +{"current_steps": 37345, "total_steps": 45204, "loss": 0.3761, "learning_rate": 1.4548797876639287e-06, "epoch": 0.826128474462539, "percentage": 82.61, "elapsed_time": "22:55:59", "remaining_time": "4:49:34"} +{"current_steps": 37350, "total_steps": 45204, "loss": 0.4494, "learning_rate": 1.4530753277737787e-06, "epoch": 0.8262390821040523, "percentage": 82.63, "elapsed_time": "22:56:12", "remaining_time": "4:49:23"} +{"current_steps": 37355, "total_steps": 45204, "loss": 0.303, "learning_rate": 1.451271899922112e-06, "epoch": 0.8263496897455656, "percentage": 82.64, "elapsed_time": "22:56:23", "remaining_time": "4:49:12"} +{"current_steps": 37360, "total_steps": 45204, "loss": 0.4203, "learning_rate": 1.4494695043266972e-06, "epoch": 0.8264602973870788, "percentage": 82.65, "elapsed_time": "22:56:37", "remaining_time": "4:49:01"} +{"current_steps": 37365, "total_steps": 45204, "loss": 0.2979, "learning_rate": 1.4476681412051741e-06, "epoch": 0.8265709050285921, "percentage": 82.66, "elapsed_time": "22:56:47", "remaining_time": "4:48:50"} +{"current_steps": 37370, "total_steps": 45204, "loss": 0.3503, "learning_rate": 1.4458678107750511e-06, "epoch": 0.8266815126701054, "percentage": 82.67, "elapsed_time": "22:56:58", "remaining_time": "4:48:39"} +{"current_steps": 37375, "total_steps": 45204, "loss": 0.47, "learning_rate": 1.4440685132537225e-06, "epoch": 0.8267921203116186, "percentage": 82.68, "elapsed_time": "22:57:11", "remaining_time": "4:48:29"} +{"current_steps": 37380, "total_steps": 45204, "loss": 0.2614, "learning_rate": 1.4422702488584529e-06, "epoch": 0.8269027279531319, "percentage": 82.69, "elapsed_time": "22:57:20", "remaining_time": "4:48:17"} +{"current_steps": 37385, "total_steps": 45204, "loss": 0.2684, "learning_rate": 1.4404730178063763e-06, "epoch": 0.8270133355946451, "percentage": 82.7, "elapsed_time": "22:57:32", "remaining_time": "4:48:06"} +{"current_steps": 37390, "total_steps": 45204, "loss": 0.4686, "learning_rate": 1.438676820314514e-06, "epoch": 0.8271239432361583, "percentage": 82.71, "elapsed_time": "22:57:43", "remaining_time": "4:47:55"} +{"current_steps": 37395, "total_steps": 45204, "loss": 0.3311, "learning_rate": 1.4368816565997579e-06, "epoch": 0.8272345508776716, "percentage": 82.72, "elapsed_time": "22:57:53", "remaining_time": "4:47:44"} +{"current_steps": 37400, "total_steps": 45204, "loss": 0.434, "learning_rate": 1.4350875268788643e-06, "epoch": 0.8273451585191849, "percentage": 82.74, "elapsed_time": "22:58:08", "remaining_time": "4:47:34"} +{"current_steps": 37405, "total_steps": 45204, "loss": 0.2529, "learning_rate": 1.4332944313684815e-06, "epoch": 0.8274557661606982, "percentage": 82.75, "elapsed_time": "22:58:17", "remaining_time": "4:47:22"} +{"current_steps": 37410, "total_steps": 45204, "loss": 0.3968, "learning_rate": 1.4315023702851239e-06, "epoch": 0.8275663738022114, "percentage": 82.76, "elapsed_time": "22:58:29", "remaining_time": "4:47:11"} +{"current_steps": 37415, "total_steps": 45204, "loss": 0.329, "learning_rate": 1.4297113438451816e-06, "epoch": 0.8276769814437247, "percentage": 82.77, "elapsed_time": "22:58:43", "remaining_time": "4:47:01"} +{"current_steps": 37420, "total_steps": 45204, "loss": 0.2474, "learning_rate": 1.4279213522649215e-06, "epoch": 0.827787589085238, "percentage": 82.78, "elapsed_time": "22:58:52", "remaining_time": "4:46:49"} +{"current_steps": 37425, "total_steps": 45204, "loss": 0.347, "learning_rate": 1.42613239576048e-06, "epoch": 0.8278981967267512, "percentage": 82.79, "elapsed_time": "22:59:04", "remaining_time": "4:46:38"} +{"current_steps": 37430, "total_steps": 45204, "loss": 0.2983, "learning_rate": 1.4243444745478775e-06, "epoch": 0.8280088043682644, "percentage": 82.8, "elapsed_time": "22:59:16", "remaining_time": "4:46:28"} +{"current_steps": 37435, "total_steps": 45204, "loss": 0.4193, "learning_rate": 1.4225575888430077e-06, "epoch": 0.8281194120097777, "percentage": 82.81, "elapsed_time": "22:59:30", "remaining_time": "4:46:17"} +{"current_steps": 37440, "total_steps": 45204, "loss": 0.4806, "learning_rate": 1.420771738861627e-06, "epoch": 0.828230019651291, "percentage": 82.82, "elapsed_time": "22:59:40", "remaining_time": "4:46:06"} +{"current_steps": 37445, "total_steps": 45204, "loss": 0.4429, "learning_rate": 1.4189869248193844e-06, "epoch": 0.8283406272928042, "percentage": 82.84, "elapsed_time": "22:59:52", "remaining_time": "4:45:55"} +{"current_steps": 37450, "total_steps": 45204, "loss": 0.3298, "learning_rate": 1.4172031469317959e-06, "epoch": 0.8284512349343175, "percentage": 82.85, "elapsed_time": "23:00:03", "remaining_time": "4:45:44"} +{"current_steps": 37455, "total_steps": 45204, "loss": 0.3379, "learning_rate": 1.4154204054142451e-06, "epoch": 0.8285618425758308, "percentage": 82.86, "elapsed_time": "23:00:14", "remaining_time": "4:45:33"} +{"current_steps": 37460, "total_steps": 45204, "loss": 0.2911, "learning_rate": 1.413638700482003e-06, "epoch": 0.828672450217344, "percentage": 82.87, "elapsed_time": "23:00:24", "remaining_time": "4:45:22"} +{"current_steps": 37465, "total_steps": 45204, "loss": 0.2495, "learning_rate": 1.4118580323502117e-06, "epoch": 0.8287830578588573, "percentage": 82.88, "elapsed_time": "23:00:36", "remaining_time": "4:45:11"} +{"current_steps": 37470, "total_steps": 45204, "loss": 0.4049, "learning_rate": 1.4100784012338787e-06, "epoch": 0.8288936655003706, "percentage": 82.89, "elapsed_time": "23:00:45", "remaining_time": "4:44:59"} +{"current_steps": 37475, "total_steps": 45204, "loss": 0.2611, "learning_rate": 1.4082998073479003e-06, "epoch": 0.8290042731418837, "percentage": 82.9, "elapsed_time": "23:00:55", "remaining_time": "4:44:48"} +{"current_steps": 37480, "total_steps": 45204, "loss": 0.3505, "learning_rate": 1.4065222509070419e-06, "epoch": 0.829114880783397, "percentage": 82.91, "elapsed_time": "23:01:06", "remaining_time": "4:44:37"} +{"current_steps": 37485, "total_steps": 45204, "loss": 0.3117, "learning_rate": 1.4047457321259362e-06, "epoch": 0.8292254884249103, "percentage": 82.92, "elapsed_time": "23:01:16", "remaining_time": "4:44:26"} +{"current_steps": 37490, "total_steps": 45204, "loss": 0.2994, "learning_rate": 1.4029702512191024e-06, "epoch": 0.8293360960664236, "percentage": 82.94, "elapsed_time": "23:01:27", "remaining_time": "4:44:15"} +{"current_steps": 37495, "total_steps": 45204, "loss": 0.3148, "learning_rate": 1.4011958084009315e-06, "epoch": 0.8294467037079368, "percentage": 82.95, "elapsed_time": "23:01:39", "remaining_time": "4:44:04"} +{"current_steps": 37500, "total_steps": 45204, "loss": 0.3693, "learning_rate": 1.3994224038856796e-06, "epoch": 0.8295573113494501, "percentage": 82.96, "elapsed_time": "23:01:49", "remaining_time": "4:43:52"} +{"current_steps": 37505, "total_steps": 45204, "loss": 0.3467, "learning_rate": 1.3976500378874903e-06, "epoch": 0.8296679189909634, "percentage": 82.97, "elapsed_time": "23:02:00", "remaining_time": "4:43:41"} +{"current_steps": 37510, "total_steps": 45204, "loss": 0.2759, "learning_rate": 1.3958787106203753e-06, "epoch": 0.8297785266324766, "percentage": 82.98, "elapsed_time": "23:02:12", "remaining_time": "4:43:30"} +{"current_steps": 37515, "total_steps": 45204, "loss": 0.2688, "learning_rate": 1.3941084222982214e-06, "epoch": 0.8298891342739899, "percentage": 82.99, "elapsed_time": "23:02:23", "remaining_time": "4:43:20"} +{"current_steps": 37520, "total_steps": 45204, "loss": 0.3615, "learning_rate": 1.3923391731347902e-06, "epoch": 0.8299997419155032, "percentage": 83.0, "elapsed_time": "23:02:35", "remaining_time": "4:43:09"} +{"current_steps": 37525, "total_steps": 45204, "loss": 0.432, "learning_rate": 1.390570963343718e-06, "epoch": 0.8301103495570163, "percentage": 83.01, "elapsed_time": "23:02:45", "remaining_time": "4:42:57"} +{"current_steps": 37530, "total_steps": 45204, "loss": 0.4247, "learning_rate": 1.3888037931385156e-06, "epoch": 0.8302209571985296, "percentage": 83.02, "elapsed_time": "23:02:57", "remaining_time": "4:42:46"} +{"current_steps": 37535, "total_steps": 45204, "loss": 0.2794, "learning_rate": 1.3870376627325698e-06, "epoch": 0.8303315648400429, "percentage": 83.03, "elapsed_time": "23:03:08", "remaining_time": "4:42:35"} +{"current_steps": 37540, "total_steps": 45204, "loss": 0.1935, "learning_rate": 1.3852725723391358e-06, "epoch": 0.8304421724815562, "percentage": 83.05, "elapsed_time": "23:03:16", "remaining_time": "4:42:24"} +{"current_steps": 37545, "total_steps": 45204, "loss": 0.3222, "learning_rate": 1.3835085221713518e-06, "epoch": 0.8305527801230694, "percentage": 83.06, "elapsed_time": "23:03:28", "remaining_time": "4:42:13"} +{"current_steps": 37550, "total_steps": 45204, "loss": 0.3942, "learning_rate": 1.3817455124422274e-06, "epoch": 0.8306633877645827, "percentage": 83.07, "elapsed_time": "23:03:38", "remaining_time": "4:42:02"} +{"current_steps": 37555, "total_steps": 45204, "loss": 0.4271, "learning_rate": 1.379983543364639e-06, "epoch": 0.830773995406096, "percentage": 83.08, "elapsed_time": "23:03:50", "remaining_time": "4:41:51"} +{"current_steps": 37560, "total_steps": 45204, "loss": 0.3896, "learning_rate": 1.3782226151513512e-06, "epoch": 0.8308846030476092, "percentage": 83.09, "elapsed_time": "23:04:00", "remaining_time": "4:41:39"} +{"current_steps": 37565, "total_steps": 45204, "loss": 0.1499, "learning_rate": 1.3764627280149946e-06, "epoch": 0.8309952106891225, "percentage": 83.1, "elapsed_time": "23:04:09", "remaining_time": "4:41:28"} +{"current_steps": 37570, "total_steps": 45204, "loss": 0.2775, "learning_rate": 1.3747038821680668e-06, "epoch": 0.8311058183306357, "percentage": 83.11, "elapsed_time": "23:04:18", "remaining_time": "4:41:17"} +{"current_steps": 37575, "total_steps": 45204, "loss": 0.3546, "learning_rate": 1.3729460778229575e-06, "epoch": 0.831216425972149, "percentage": 83.12, "elapsed_time": "23:04:28", "remaining_time": "4:41:05"} +{"current_steps": 37580, "total_steps": 45204, "loss": 0.3689, "learning_rate": 1.3711893151919199e-06, "epoch": 0.8313270336136622, "percentage": 83.13, "elapsed_time": "23:04:41", "remaining_time": "4:40:55"} +{"current_steps": 37585, "total_steps": 45204, "loss": 0.3582, "learning_rate": 1.3694335944870751e-06, "epoch": 0.8314376412551755, "percentage": 83.15, "elapsed_time": "23:04:54", "remaining_time": "4:40:44"} +{"current_steps": 37590, "total_steps": 45204, "loss": 0.4018, "learning_rate": 1.367678915920433e-06, "epoch": 0.8315482488966888, "percentage": 83.16, "elapsed_time": "23:05:06", "remaining_time": "4:40:33"} +{"current_steps": 37595, "total_steps": 45204, "loss": 0.2478, "learning_rate": 1.3659252797038702e-06, "epoch": 0.831658856538202, "percentage": 83.17, "elapsed_time": "23:05:16", "remaining_time": "4:40:22"} +{"current_steps": 37600, "total_steps": 45204, "loss": 0.3559, "learning_rate": 1.3641726860491322e-06, "epoch": 0.8317694641797153, "percentage": 83.18, "elapsed_time": "23:05:27", "remaining_time": "4:40:11"} +{"current_steps": 37605, "total_steps": 45204, "loss": 0.3175, "learning_rate": 1.3624211351678495e-06, "epoch": 0.8318800718212286, "percentage": 83.19, "elapsed_time": "23:05:38", "remaining_time": "4:40:00"} +{"current_steps": 37610, "total_steps": 45204, "loss": 0.3022, "learning_rate": 1.360670627271522e-06, "epoch": 0.8319906794627419, "percentage": 83.2, "elapsed_time": "23:05:47", "remaining_time": "4:39:48"} +{"current_steps": 37615, "total_steps": 45204, "loss": 0.3359, "learning_rate": 1.358921162571516e-06, "epoch": 0.8321012871042551, "percentage": 83.21, "elapsed_time": "23:05:57", "remaining_time": "4:39:37"} +{"current_steps": 37620, "total_steps": 45204, "loss": 0.4029, "learning_rate": 1.3571727412790857e-06, "epoch": 0.8322118947457683, "percentage": 83.22, "elapsed_time": "23:06:10", "remaining_time": "4:39:26"} +{"current_steps": 37625, "total_steps": 45204, "loss": 0.2454, "learning_rate": 1.3554253636053505e-06, "epoch": 0.8323225023872816, "percentage": 83.23, "elapsed_time": "23:06:22", "remaining_time": "4:39:15"} +{"current_steps": 37630, "total_steps": 45204, "loss": 0.2767, "learning_rate": 1.3536790297613044e-06, "epoch": 0.8324331100287948, "percentage": 83.24, "elapsed_time": "23:06:33", "remaining_time": "4:39:04"} +{"current_steps": 37635, "total_steps": 45204, "loss": 0.2519, "learning_rate": 1.3519337399578202e-06, "epoch": 0.8325437176703081, "percentage": 83.26, "elapsed_time": "23:06:44", "remaining_time": "4:38:53"} +{"current_steps": 37640, "total_steps": 45204, "loss": 0.284, "learning_rate": 1.3501894944056348e-06, "epoch": 0.8326543253118214, "percentage": 83.27, "elapsed_time": "23:06:52", "remaining_time": "4:38:42"} +{"current_steps": 37645, "total_steps": 45204, "loss": 0.4207, "learning_rate": 1.3484462933153709e-06, "epoch": 0.8327649329533346, "percentage": 83.28, "elapsed_time": "23:07:05", "remaining_time": "4:38:31"} +{"current_steps": 37650, "total_steps": 45204, "loss": 0.3696, "learning_rate": 1.3467041368975198e-06, "epoch": 0.8328755405948479, "percentage": 83.29, "elapsed_time": "23:07:18", "remaining_time": "4:38:20"} +{"current_steps": 37655, "total_steps": 45204, "loss": 0.3345, "learning_rate": 1.3449630253624391e-06, "epoch": 0.8329861482363612, "percentage": 83.3, "elapsed_time": "23:07:28", "remaining_time": "4:38:09"} +{"current_steps": 37660, "total_steps": 45204, "loss": 0.4439, "learning_rate": 1.343222958920375e-06, "epoch": 0.8330967558778745, "percentage": 83.31, "elapsed_time": "23:07:38", "remaining_time": "4:37:58"} +{"current_steps": 37665, "total_steps": 45204, "loss": 0.3276, "learning_rate": 1.3414839377814405e-06, "epoch": 0.8332073635193876, "percentage": 83.32, "elapsed_time": "23:07:49", "remaining_time": "4:37:47"} +{"current_steps": 37670, "total_steps": 45204, "loss": 0.2958, "learning_rate": 1.339745962155613e-06, "epoch": 0.8333179711609009, "percentage": 83.33, "elapsed_time": "23:07:59", "remaining_time": "4:37:35"} +{"current_steps": 37675, "total_steps": 45204, "loss": 0.4185, "learning_rate": 1.3380090322527617e-06, "epoch": 0.8334285788024142, "percentage": 83.34, "elapsed_time": "23:08:09", "remaining_time": "4:37:24"} +{"current_steps": 37680, "total_steps": 45204, "loss": 0.325, "learning_rate": 1.3362731482826185e-06, "epoch": 0.8335391864439274, "percentage": 83.36, "elapsed_time": "23:08:22", "remaining_time": "4:37:13"} +{"current_steps": 37685, "total_steps": 45204, "loss": 0.3276, "learning_rate": 1.334538310454786e-06, "epoch": 0.8336497940854407, "percentage": 83.37, "elapsed_time": "23:08:32", "remaining_time": "4:37:02"} +{"current_steps": 37690, "total_steps": 45204, "loss": 0.377, "learning_rate": 1.3328045189787509e-06, "epoch": 0.833760401726954, "percentage": 83.38, "elapsed_time": "23:08:42", "remaining_time": "4:36:51"} +{"current_steps": 37695, "total_steps": 45204, "loss": 0.2405, "learning_rate": 1.3310717740638669e-06, "epoch": 0.8338710093684673, "percentage": 83.39, "elapsed_time": "23:08:53", "remaining_time": "4:36:40"} +{"current_steps": 37700, "total_steps": 45204, "loss": 0.4965, "learning_rate": 1.3293400759193576e-06, "epoch": 0.8339816170099805, "percentage": 83.4, "elapsed_time": "23:09:07", "remaining_time": "4:36:29"} +{"current_steps": 37705, "total_steps": 45204, "loss": 0.4268, "learning_rate": 1.3276094247543304e-06, "epoch": 0.8340922246514938, "percentage": 83.41, "elapsed_time": "23:09:19", "remaining_time": "4:36:18"} +{"current_steps": 37710, "total_steps": 45204, "loss": 0.2767, "learning_rate": 1.3258798207777613e-06, "epoch": 0.8342028322930071, "percentage": 83.42, "elapsed_time": "23:09:31", "remaining_time": "4:36:08"} +{"current_steps": 37715, "total_steps": 45204, "loss": 0.2764, "learning_rate": 1.3241512641984933e-06, "epoch": 0.8343134399345202, "percentage": 83.43, "elapsed_time": "23:09:41", "remaining_time": "4:35:56"} +{"current_steps": 37720, "total_steps": 45204, "loss": 0.2702, "learning_rate": 1.322423755225255e-06, "epoch": 0.8344240475760335, "percentage": 83.44, "elapsed_time": "23:09:51", "remaining_time": "4:35:45"} +{"current_steps": 37725, "total_steps": 45204, "loss": 0.3997, "learning_rate": 1.3206972940666418e-06, "epoch": 0.8345346552175468, "percentage": 83.46, "elapsed_time": "23:10:02", "remaining_time": "4:35:34"} +{"current_steps": 37730, "total_steps": 45204, "loss": 0.4255, "learning_rate": 1.3189718809311203e-06, "epoch": 0.83464526285906, "percentage": 83.47, "elapsed_time": "23:10:16", "remaining_time": "4:35:24"} +{"current_steps": 37735, "total_steps": 45204, "loss": 0.2768, "learning_rate": 1.3172475160270371e-06, "epoch": 0.8347558705005733, "percentage": 83.48, "elapsed_time": "23:10:27", "remaining_time": "4:35:12"} +{"current_steps": 37740, "total_steps": 45204, "loss": 0.3121, "learning_rate": 1.3155241995626066e-06, "epoch": 0.8348664781420866, "percentage": 83.49, "elapsed_time": "23:10:39", "remaining_time": "4:35:02"} +{"current_steps": 37745, "total_steps": 45204, "loss": 0.4381, "learning_rate": 1.3138019317459194e-06, "epoch": 0.8349770857835999, "percentage": 83.5, "elapsed_time": "23:10:53", "remaining_time": "4:34:51"} +{"current_steps": 37750, "total_steps": 45204, "loss": 0.4016, "learning_rate": 1.31208071278494e-06, "epoch": 0.8350876934251131, "percentage": 83.51, "elapsed_time": "23:11:02", "remaining_time": "4:34:40"} +{"current_steps": 37755, "total_steps": 45204, "loss": 0.3985, "learning_rate": 1.3103605428875e-06, "epoch": 0.8351983010666264, "percentage": 83.52, "elapsed_time": "23:11:13", "remaining_time": "4:34:29"} +{"current_steps": 37760, "total_steps": 45204, "loss": 0.2831, "learning_rate": 1.3086414222613153e-06, "epoch": 0.8353089087081396, "percentage": 83.53, "elapsed_time": "23:11:23", "remaining_time": "4:34:17"} +{"current_steps": 37765, "total_steps": 45204, "loss": 0.3065, "learning_rate": 1.306923351113969e-06, "epoch": 0.8354195163496528, "percentage": 83.54, "elapsed_time": "23:11:33", "remaining_time": "4:34:06"} +{"current_steps": 37770, "total_steps": 45204, "loss": 0.3654, "learning_rate": 1.3052063296529116e-06, "epoch": 0.8355301239911661, "percentage": 83.55, "elapsed_time": "23:11:45", "remaining_time": "4:33:55"} +{"current_steps": 37775, "total_steps": 45204, "loss": 0.2086, "learning_rate": 1.3034903580854786e-06, "epoch": 0.8356407316326794, "percentage": 83.57, "elapsed_time": "23:11:54", "remaining_time": "4:33:44"} +{"current_steps": 37780, "total_steps": 45204, "loss": 0.15, "learning_rate": 1.301775436618874e-06, "epoch": 0.8357513392741927, "percentage": 83.58, "elapsed_time": "23:12:03", "remaining_time": "4:33:32"} +{"current_steps": 37785, "total_steps": 45204, "loss": 0.3917, "learning_rate": 1.3000615654601666e-06, "epoch": 0.8358619469157059, "percentage": 83.59, "elapsed_time": "23:12:16", "remaining_time": "4:33:22"} +{"current_steps": 37790, "total_steps": 45204, "loss": 0.2463, "learning_rate": 1.2983487448163123e-06, "epoch": 0.8359725545572192, "percentage": 83.6, "elapsed_time": "23:12:28", "remaining_time": "4:33:11"} +{"current_steps": 37795, "total_steps": 45204, "loss": 0.4206, "learning_rate": 1.2966369748941355e-06, "epoch": 0.8360831621987325, "percentage": 83.61, "elapsed_time": "23:12:38", "remaining_time": "4:33:00"} +{"current_steps": 37800, "total_steps": 45204, "loss": 0.2178, "learning_rate": 1.294926255900323e-06, "epoch": 0.8361937698402457, "percentage": 83.62, "elapsed_time": "23:12:48", "remaining_time": "4:32:48"} +{"current_steps": 37805, "total_steps": 45204, "loss": 0.4651, "learning_rate": 1.2932165880414515e-06, "epoch": 0.836304377481759, "percentage": 83.63, "elapsed_time": "23:13:02", "remaining_time": "4:32:38"} +{"current_steps": 37810, "total_steps": 45204, "loss": 0.3323, "learning_rate": 1.291507971523962e-06, "epoch": 0.8364149851232722, "percentage": 83.64, "elapsed_time": "23:13:16", "remaining_time": "4:32:27"} +{"current_steps": 37815, "total_steps": 45204, "loss": 0.1975, "learning_rate": 1.2898004065541636e-06, "epoch": 0.8365255927647854, "percentage": 83.65, "elapsed_time": "23:13:25", "remaining_time": "4:32:16"} +{"current_steps": 37820, "total_steps": 45204, "loss": 0.2731, "learning_rate": 1.2880938933382503e-06, "epoch": 0.8366362004062987, "percentage": 83.67, "elapsed_time": "23:13:36", "remaining_time": "4:32:05"} +{"current_steps": 37825, "total_steps": 45204, "loss": 0.3638, "learning_rate": 1.286388432082284e-06, "epoch": 0.836746808047812, "percentage": 83.68, "elapsed_time": "23:13:46", "remaining_time": "4:31:54"} +{"current_steps": 37830, "total_steps": 45204, "loss": 0.3664, "learning_rate": 1.284684022992191e-06, "epoch": 0.8368574156893253, "percentage": 83.69, "elapsed_time": "23:13:56", "remaining_time": "4:31:42"} +{"current_steps": 37835, "total_steps": 45204, "loss": 0.344, "learning_rate": 1.2829806662737843e-06, "epoch": 0.8369680233308385, "percentage": 83.7, "elapsed_time": "23:14:06", "remaining_time": "4:31:31"} +{"current_steps": 37840, "total_steps": 45204, "loss": 0.2893, "learning_rate": 1.281278362132743e-06, "epoch": 0.8370786309723518, "percentage": 83.71, "elapsed_time": "23:14:16", "remaining_time": "4:31:20"} +{"current_steps": 37845, "total_steps": 45204, "loss": 0.4574, "learning_rate": 1.279577110774619e-06, "epoch": 0.8371892386138651, "percentage": 83.72, "elapsed_time": "23:14:29", "remaining_time": "4:31:09"} +{"current_steps": 37850, "total_steps": 45204, "loss": 0.2009, "learning_rate": 1.2778769124048396e-06, "epoch": 0.8372998462553783, "percentage": 83.73, "elapsed_time": "23:14:39", "remaining_time": "4:30:58"} +{"current_steps": 37855, "total_steps": 45204, "loss": 0.3902, "learning_rate": 1.276177767228698e-06, "epoch": 0.8374104538968915, "percentage": 83.74, "elapsed_time": "23:14:51", "remaining_time": "4:30:47"} +{"current_steps": 37860, "total_steps": 45204, "loss": 0.3711, "learning_rate": 1.27447967545137e-06, "epoch": 0.8375210615384048, "percentage": 83.75, "elapsed_time": "23:15:02", "remaining_time": "4:30:36"} +{"current_steps": 37865, "total_steps": 45204, "loss": 0.3336, "learning_rate": 1.2727826372779017e-06, "epoch": 0.837631669179918, "percentage": 83.76, "elapsed_time": "23:15:15", "remaining_time": "4:30:25"} +{"current_steps": 37870, "total_steps": 45204, "loss": 0.4073, "learning_rate": 1.2710866529132026e-06, "epoch": 0.8377422768214313, "percentage": 83.78, "elapsed_time": "23:15:27", "remaining_time": "4:30:14"} +{"current_steps": 37875, "total_steps": 45204, "loss": 0.3956, "learning_rate": 1.2693917225620677e-06, "epoch": 0.8378528844629446, "percentage": 83.79, "elapsed_time": "23:15:39", "remaining_time": "4:30:03"} +{"current_steps": 37880, "total_steps": 45204, "loss": 0.405, "learning_rate": 1.267697846429161e-06, "epoch": 0.8379634921044579, "percentage": 83.8, "elapsed_time": "23:15:50", "remaining_time": "4:29:53"} +{"current_steps": 37885, "total_steps": 45204, "loss": 0.314, "learning_rate": 1.2660050247190103e-06, "epoch": 0.8380740997459711, "percentage": 83.81, "elapsed_time": "23:16:01", "remaining_time": "4:29:41"} +{"current_steps": 37890, "total_steps": 45204, "loss": 0.3733, "learning_rate": 1.2643132576360307e-06, "epoch": 0.8381847073874844, "percentage": 83.82, "elapsed_time": "23:16:13", "remaining_time": "4:29:30"} +{"current_steps": 37895, "total_steps": 45204, "loss": 0.1412, "learning_rate": 1.2626225453844997e-06, "epoch": 0.8382953150289977, "percentage": 83.83, "elapsed_time": "23:16:23", "remaining_time": "4:29:19"} +{"current_steps": 37900, "total_steps": 45204, "loss": 0.3765, "learning_rate": 1.2609328881685678e-06, "epoch": 0.838405922670511, "percentage": 83.84, "elapsed_time": "23:16:34", "remaining_time": "4:29:08"} +{"current_steps": 37905, "total_steps": 45204, "loss": 0.2961, "learning_rate": 1.2592442861922639e-06, "epoch": 0.8385165303120241, "percentage": 83.85, "elapsed_time": "23:16:45", "remaining_time": "4:28:57"} +{"current_steps": 37910, "total_steps": 45204, "loss": 0.3287, "learning_rate": 1.2575567396594869e-06, "epoch": 0.8386271379535374, "percentage": 83.86, "elapsed_time": "23:16:58", "remaining_time": "4:28:46"} +{"current_steps": 37915, "total_steps": 45204, "loss": 0.2941, "learning_rate": 1.2558702487740026e-06, "epoch": 0.8387377455950507, "percentage": 83.88, "elapsed_time": "23:17:10", "remaining_time": "4:28:36"} +{"current_steps": 37920, "total_steps": 45204, "loss": 0.2449, "learning_rate": 1.2541848137394586e-06, "epoch": 0.8388483532365639, "percentage": 83.89, "elapsed_time": "23:17:21", "remaining_time": "4:28:25"} +{"current_steps": 37925, "total_steps": 45204, "loss": 0.3194, "learning_rate": 1.2525004347593716e-06, "epoch": 0.8389589608780772, "percentage": 83.9, "elapsed_time": "23:17:30", "remaining_time": "4:28:13"} +{"current_steps": 37930, "total_steps": 45204, "loss": 0.4091, "learning_rate": 1.2508171120371248e-06, "epoch": 0.8390695685195905, "percentage": 83.91, "elapsed_time": "23:17:41", "remaining_time": "4:28:02"} +{"current_steps": 37935, "total_steps": 45204, "loss": 0.4859, "learning_rate": 1.2491348457759823e-06, "epoch": 0.8391801761611037, "percentage": 83.92, "elapsed_time": "23:17:54", "remaining_time": "4:27:51"} +{"current_steps": 37940, "total_steps": 45204, "loss": 0.48, "learning_rate": 1.247453636179079e-06, "epoch": 0.839290783802617, "percentage": 83.93, "elapsed_time": "23:18:08", "remaining_time": "4:27:41"} +{"current_steps": 37945, "total_steps": 45204, "loss": 0.3235, "learning_rate": 1.245773483449415e-06, "epoch": 0.8394013914441303, "percentage": 83.94, "elapsed_time": "23:18:18", "remaining_time": "4:27:30"} +{"current_steps": 37950, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.2440943877898726e-06, "epoch": 0.8395119990856434, "percentage": 83.95, "elapsed_time": "23:18:26", "remaining_time": "4:27:18"} +{"current_steps": 37955, "total_steps": 45204, "loss": 0.2869, "learning_rate": 1.2424163494032005e-06, "epoch": 0.8396226067271567, "percentage": 83.96, "elapsed_time": "23:18:36", "remaining_time": "4:27:07"} +{"current_steps": 37960, "total_steps": 45204, "loss": 0.43, "learning_rate": 1.240739368492022e-06, "epoch": 0.83973321436867, "percentage": 83.97, "elapsed_time": "23:18:47", "remaining_time": "4:26:56"} +{"current_steps": 37965, "total_steps": 45204, "loss": 0.1578, "learning_rate": 1.2390634452588346e-06, "epoch": 0.8398438220101833, "percentage": 83.99, "elapsed_time": "23:18:57", "remaining_time": "4:26:44"} +{"current_steps": 37970, "total_steps": 45204, "loss": 0.3692, "learning_rate": 1.237388579905998e-06, "epoch": 0.8399544296516965, "percentage": 84.0, "elapsed_time": "23:19:09", "remaining_time": "4:26:33"} +{"current_steps": 37975, "total_steps": 45204, "loss": 0.3108, "learning_rate": 1.2357147726357576e-06, "epoch": 0.8400650372932098, "percentage": 84.01, "elapsed_time": "23:19:23", "remaining_time": "4:26:23"} +{"current_steps": 37980, "total_steps": 45204, "loss": 0.2285, "learning_rate": 1.234042023650226e-06, "epoch": 0.8401756449347231, "percentage": 84.02, "elapsed_time": "23:19:32", "remaining_time": "4:26:12"} +{"current_steps": 37985, "total_steps": 45204, "loss": 0.2726, "learning_rate": 1.2323703331513814e-06, "epoch": 0.8402862525762363, "percentage": 84.03, "elapsed_time": "23:19:44", "remaining_time": "4:26:01"} +{"current_steps": 37990, "total_steps": 45204, "loss": 0.2886, "learning_rate": 1.230699701341085e-06, "epoch": 0.8403968602177496, "percentage": 84.04, "elapsed_time": "23:19:55", "remaining_time": "4:25:50"} +{"current_steps": 37995, "total_steps": 45204, "loss": 0.2438, "learning_rate": 1.229030128421066e-06, "epoch": 0.8405074678592629, "percentage": 84.05, "elapsed_time": "23:20:06", "remaining_time": "4:25:39"} +{"current_steps": 38000, "total_steps": 45204, "loss": 0.2431, "learning_rate": 1.227361614592917e-06, "epoch": 0.840618075500776, "percentage": 84.06, "elapsed_time": "23:20:16", "remaining_time": "4:25:27"} +{"current_steps": 38005, "total_steps": 45204, "loss": 0.3226, "learning_rate": 1.2256941600581185e-06, "epoch": 0.8407286831422893, "percentage": 84.07, "elapsed_time": "23:20:28", "remaining_time": "4:25:16"} +{"current_steps": 38010, "total_steps": 45204, "loss": 0.2354, "learning_rate": 1.2240277650180144e-06, "epoch": 0.8408392907838026, "percentage": 84.09, "elapsed_time": "23:20:37", "remaining_time": "4:25:05"} +{"current_steps": 38015, "total_steps": 45204, "loss": 0.358, "learning_rate": 1.2223624296738157e-06, "epoch": 0.8409498984253159, "percentage": 84.1, "elapsed_time": "23:20:47", "remaining_time": "4:24:54"} +{"current_steps": 38020, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.2206981542266161e-06, "epoch": 0.8410605060668291, "percentage": 84.11, "elapsed_time": "23:20:59", "remaining_time": "4:24:43"} +{"current_steps": 38025, "total_steps": 45204, "loss": 0.1477, "learning_rate": 1.2190349388773781e-06, "epoch": 0.8411711137083424, "percentage": 84.12, "elapsed_time": "23:21:09", "remaining_time": "4:24:32"} +{"current_steps": 38030, "total_steps": 45204, "loss": 0.3561, "learning_rate": 1.2173727838269255e-06, "epoch": 0.8412817213498557, "percentage": 84.13, "elapsed_time": "23:21:19", "remaining_time": "4:24:20"} +{"current_steps": 38035, "total_steps": 45204, "loss": 0.2501, "learning_rate": 1.2157116892759725e-06, "epoch": 0.841392328991369, "percentage": 84.14, "elapsed_time": "23:21:29", "remaining_time": "4:24:09"} +{"current_steps": 38040, "total_steps": 45204, "loss": 0.2726, "learning_rate": 1.2140516554250937e-06, "epoch": 0.8415029366328822, "percentage": 84.15, "elapsed_time": "23:21:41", "remaining_time": "4:23:58"} +{"current_steps": 38045, "total_steps": 45204, "loss": 0.2949, "learning_rate": 1.2123926824747323e-06, "epoch": 0.8416135442743954, "percentage": 84.16, "elapsed_time": "23:21:49", "remaining_time": "4:23:47"} +{"current_steps": 38050, "total_steps": 45204, "loss": 0.3905, "learning_rate": 1.2107347706252137e-06, "epoch": 0.8417241519159087, "percentage": 84.17, "elapsed_time": "23:22:02", "remaining_time": "4:23:36"} +{"current_steps": 38055, "total_steps": 45204, "loss": 0.4621, "learning_rate": 1.20907792007673e-06, "epoch": 0.8418347595574219, "percentage": 84.19, "elapsed_time": "23:22:15", "remaining_time": "4:23:25"} +{"current_steps": 38060, "total_steps": 45204, "loss": 0.3427, "learning_rate": 1.2074221310293444e-06, "epoch": 0.8419453671989352, "percentage": 84.2, "elapsed_time": "23:22:26", "remaining_time": "4:23:14"} +{"current_steps": 38065, "total_steps": 45204, "loss": 0.2108, "learning_rate": 1.2057674036829946e-06, "epoch": 0.8420559748404485, "percentage": 84.21, "elapsed_time": "23:22:36", "remaining_time": "4:23:03"} +{"current_steps": 38070, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.2041137382374834e-06, "epoch": 0.8421665824819617, "percentage": 84.22, "elapsed_time": "23:22:48", "remaining_time": "4:22:52"} +{"current_steps": 38075, "total_steps": 45204, "loss": 0.3674, "learning_rate": 1.2024611348924953e-06, "epoch": 0.842277190123475, "percentage": 84.23, "elapsed_time": "23:22:59", "remaining_time": "4:22:41"} +{"current_steps": 38080, "total_steps": 45204, "loss": 0.3552, "learning_rate": 1.2008095938475816e-06, "epoch": 0.8423877977649883, "percentage": 84.24, "elapsed_time": "23:23:11", "remaining_time": "4:22:30"} +{"current_steps": 38085, "total_steps": 45204, "loss": 0.2653, "learning_rate": 1.199159115302161e-06, "epoch": 0.8424984054065016, "percentage": 84.25, "elapsed_time": "23:23:20", "remaining_time": "4:22:19"} +{"current_steps": 38090, "total_steps": 45204, "loss": 0.2369, "learning_rate": 1.1975096994555325e-06, "epoch": 0.8426090130480148, "percentage": 84.26, "elapsed_time": "23:23:31", "remaining_time": "4:22:07"} +{"current_steps": 38095, "total_steps": 45204, "loss": 0.3616, "learning_rate": 1.1958613465068635e-06, "epoch": 0.842719620689528, "percentage": 84.27, "elapsed_time": "23:23:43", "remaining_time": "4:21:57"} +{"current_steps": 38100, "total_steps": 45204, "loss": 0.3536, "learning_rate": 1.1942140566551862e-06, "epoch": 0.8428302283310413, "percentage": 84.28, "elapsed_time": "23:23:54", "remaining_time": "4:21:46"} +{"current_steps": 38105, "total_steps": 45204, "loss": 0.2544, "learning_rate": 1.1925678300994148e-06, "epoch": 0.8429408359725545, "percentage": 84.3, "elapsed_time": "23:24:05", "remaining_time": "4:21:35"} +{"current_steps": 38110, "total_steps": 45204, "loss": 0.2553, "learning_rate": 1.1909226670383323e-06, "epoch": 0.8430514436140678, "percentage": 84.31, "elapsed_time": "23:24:15", "remaining_time": "4:21:23"} +{"current_steps": 38115, "total_steps": 45204, "loss": 0.1541, "learning_rate": 1.1892785676705855e-06, "epoch": 0.8431620512555811, "percentage": 84.32, "elapsed_time": "23:24:25", "remaining_time": "4:21:12"} +{"current_steps": 38120, "total_steps": 45204, "loss": 0.2866, "learning_rate": 1.187635532194704e-06, "epoch": 0.8432726588970944, "percentage": 84.33, "elapsed_time": "23:24:35", "remaining_time": "4:21:01"} +{"current_steps": 38125, "total_steps": 45204, "loss": 0.3269, "learning_rate": 1.1859935608090855e-06, "epoch": 0.8433832665386076, "percentage": 84.34, "elapsed_time": "23:24:46", "remaining_time": "4:20:50"} +{"current_steps": 38130, "total_steps": 45204, "loss": 0.2736, "learning_rate": 1.1843526537119887e-06, "epoch": 0.8434938741801209, "percentage": 84.35, "elapsed_time": "23:24:56", "remaining_time": "4:20:38"} +{"current_steps": 38135, "total_steps": 45204, "loss": 0.3086, "learning_rate": 1.1827128111015617e-06, "epoch": 0.8436044818216342, "percentage": 84.36, "elapsed_time": "23:25:07", "remaining_time": "4:20:27"} +{"current_steps": 38140, "total_steps": 45204, "loss": 0.386, "learning_rate": 1.181074033175813e-06, "epoch": 0.8437150894631473, "percentage": 84.37, "elapsed_time": "23:25:21", "remaining_time": "4:20:17"} +{"current_steps": 38145, "total_steps": 45204, "loss": 0.2738, "learning_rate": 1.1794363201326186e-06, "epoch": 0.8438256971046606, "percentage": 84.38, "elapsed_time": "23:25:31", "remaining_time": "4:20:06"} +{"current_steps": 38150, "total_steps": 45204, "loss": 0.2632, "learning_rate": 1.1777996721697393e-06, "epoch": 0.8439363047461739, "percentage": 84.4, "elapsed_time": "23:25:39", "remaining_time": "4:19:54"} +{"current_steps": 38155, "total_steps": 45204, "loss": 0.3226, "learning_rate": 1.1761640894847982e-06, "epoch": 0.8440469123876871, "percentage": 84.41, "elapsed_time": "23:25:48", "remaining_time": "4:19:43"} +{"current_steps": 38160, "total_steps": 45204, "loss": 0.3856, "learning_rate": 1.1745295722752858e-06, "epoch": 0.8441575200292004, "percentage": 84.42, "elapsed_time": "23:25:59", "remaining_time": "4:19:32"} +{"current_steps": 38165, "total_steps": 45204, "loss": 0.5064, "learning_rate": 1.1728961207385758e-06, "epoch": 0.8442681276707137, "percentage": 84.43, "elapsed_time": "23:26:13", "remaining_time": "4:19:21"} +{"current_steps": 38170, "total_steps": 45204, "loss": 0.2822, "learning_rate": 1.1712637350719059e-06, "epoch": 0.844378735312227, "percentage": 84.44, "elapsed_time": "23:26:23", "remaining_time": "4:19:10"} +{"current_steps": 38175, "total_steps": 45204, "loss": 0.3137, "learning_rate": 1.1696324154723847e-06, "epoch": 0.8444893429537402, "percentage": 84.45, "elapsed_time": "23:26:34", "remaining_time": "4:18:59"} +{"current_steps": 38180, "total_steps": 45204, "loss": 0.3552, "learning_rate": 1.1680021621369964e-06, "epoch": 0.8445999505952535, "percentage": 84.46, "elapsed_time": "23:26:43", "remaining_time": "4:18:47"} +{"current_steps": 38185, "total_steps": 45204, "loss": 0.2714, "learning_rate": 1.1663729752625862e-06, "epoch": 0.8447105582367667, "percentage": 84.47, "elapsed_time": "23:26:52", "remaining_time": "4:18:36"} +{"current_steps": 38190, "total_steps": 45204, "loss": 0.3409, "learning_rate": 1.1647448550458861e-06, "epoch": 0.8448211658782799, "percentage": 84.48, "elapsed_time": "23:27:04", "remaining_time": "4:18:25"} +{"current_steps": 38195, "total_steps": 45204, "loss": 0.3622, "learning_rate": 1.1631178016834887e-06, "epoch": 0.8449317735197932, "percentage": 84.49, "elapsed_time": "23:27:15", "remaining_time": "4:18:14"} +{"current_steps": 38200, "total_steps": 45204, "loss": 0.2608, "learning_rate": 1.1614918153718569e-06, "epoch": 0.8450423811613065, "percentage": 84.51, "elapsed_time": "23:27:25", "remaining_time": "4:18:03"} +{"current_steps": 38205, "total_steps": 45204, "loss": 0.2905, "learning_rate": 1.1598668963073312e-06, "epoch": 0.8451529888028197, "percentage": 84.52, "elapsed_time": "23:27:34", "remaining_time": "4:17:51"} +{"current_steps": 38210, "total_steps": 45204, "loss": 0.2765, "learning_rate": 1.1582430446861226e-06, "epoch": 0.845263596444333, "percentage": 84.53, "elapsed_time": "23:27:45", "remaining_time": "4:17:40"} +{"current_steps": 38215, "total_steps": 45204, "loss": 0.3151, "learning_rate": 1.1566202607043031e-06, "epoch": 0.8453742040858463, "percentage": 84.54, "elapsed_time": "23:27:56", "remaining_time": "4:17:29"} +{"current_steps": 38220, "total_steps": 45204, "loss": 0.189, "learning_rate": 1.1549985445578294e-06, "epoch": 0.8454848117273596, "percentage": 84.55, "elapsed_time": "23:28:05", "remaining_time": "4:17:18"} +{"current_steps": 38225, "total_steps": 45204, "loss": 0.2904, "learning_rate": 1.1533778964425246e-06, "epoch": 0.8455954193688728, "percentage": 84.56, "elapsed_time": "23:28:17", "remaining_time": "4:17:07"} +{"current_steps": 38230, "total_steps": 45204, "loss": 0.3244, "learning_rate": 1.1517583165540736e-06, "epoch": 0.8457060270103861, "percentage": 84.57, "elapsed_time": "23:28:28", "remaining_time": "4:16:56"} +{"current_steps": 38235, "total_steps": 45204, "loss": 0.2742, "learning_rate": 1.1501398050880464e-06, "epoch": 0.8458166346518993, "percentage": 84.58, "elapsed_time": "23:28:38", "remaining_time": "4:16:45"} +{"current_steps": 38240, "total_steps": 45204, "loss": 0.4552, "learning_rate": 1.14852236223988e-06, "epoch": 0.8459272422934125, "percentage": 84.59, "elapsed_time": "23:28:50", "remaining_time": "4:16:34"} +{"current_steps": 38245, "total_steps": 45204, "loss": 0.2586, "learning_rate": 1.1469059882048717e-06, "epoch": 0.8460378499349258, "percentage": 84.61, "elapsed_time": "23:29:00", "remaining_time": "4:16:22"} +{"current_steps": 38250, "total_steps": 45204, "loss": 0.2737, "learning_rate": 1.1452906831782052e-06, "epoch": 0.8461484575764391, "percentage": 84.62, "elapsed_time": "23:29:09", "remaining_time": "4:16:11"} +{"current_steps": 38255, "total_steps": 45204, "loss": 0.3087, "learning_rate": 1.1436764473549267e-06, "epoch": 0.8462590652179524, "percentage": 84.63, "elapsed_time": "23:29:21", "remaining_time": "4:16:00"} +{"current_steps": 38260, "total_steps": 45204, "loss": 0.4946, "learning_rate": 1.1420632809299514e-06, "epoch": 0.8463696728594656, "percentage": 84.64, "elapsed_time": "23:29:36", "remaining_time": "4:15:50"} +{"current_steps": 38265, "total_steps": 45204, "loss": 0.4066, "learning_rate": 1.1404511840980725e-06, "epoch": 0.8464802805009789, "percentage": 84.65, "elapsed_time": "23:29:47", "remaining_time": "4:15:39"} +{"current_steps": 38270, "total_steps": 45204, "loss": 0.4345, "learning_rate": 1.1388401570539476e-06, "epoch": 0.8465908881424922, "percentage": 84.66, "elapsed_time": "23:29:59", "remaining_time": "4:15:28"} +{"current_steps": 38275, "total_steps": 45204, "loss": 0.2254, "learning_rate": 1.1372301999921098e-06, "epoch": 0.8467014957840054, "percentage": 84.67, "elapsed_time": "23:30:10", "remaining_time": "4:15:17"} +{"current_steps": 38280, "total_steps": 45204, "loss": 0.2163, "learning_rate": 1.1356213131069626e-06, "epoch": 0.8468121034255186, "percentage": 84.68, "elapsed_time": "23:30:20", "remaining_time": "4:15:06"} +{"current_steps": 38285, "total_steps": 45204, "loss": 0.2844, "learning_rate": 1.1340134965927718e-06, "epoch": 0.8469227110670319, "percentage": 84.69, "elapsed_time": "23:30:31", "remaining_time": "4:14:54"} +{"current_steps": 38290, "total_steps": 45204, "loss": 0.1687, "learning_rate": 1.1324067506436865e-06, "epoch": 0.8470333187085451, "percentage": 84.7, "elapsed_time": "23:30:40", "remaining_time": "4:14:43"} +{"current_steps": 38295, "total_steps": 45204, "loss": 0.3227, "learning_rate": 1.1308010754537202e-06, "epoch": 0.8471439263500584, "percentage": 84.72, "elapsed_time": "23:30:50", "remaining_time": "4:14:32"} +{"current_steps": 38300, "total_steps": 45204, "loss": 0.3178, "learning_rate": 1.1291964712167535e-06, "epoch": 0.8472545339915717, "percentage": 84.73, "elapsed_time": "23:31:02", "remaining_time": "4:14:21"} +{"current_steps": 38305, "total_steps": 45204, "loss": 0.2914, "learning_rate": 1.1275929381265472e-06, "epoch": 0.847365141633085, "percentage": 84.74, "elapsed_time": "23:31:12", "remaining_time": "4:14:10"} +{"current_steps": 38310, "total_steps": 45204, "loss": 0.2475, "learning_rate": 1.125990476376727e-06, "epoch": 0.8474757492745982, "percentage": 84.75, "elapsed_time": "23:31:22", "remaining_time": "4:13:58"} +{"current_steps": 38315, "total_steps": 45204, "loss": 0.309, "learning_rate": 1.1243890861607842e-06, "epoch": 0.8475863569161115, "percentage": 84.76, "elapsed_time": "23:31:32", "remaining_time": "4:13:47"} +{"current_steps": 38320, "total_steps": 45204, "loss": 0.2422, "learning_rate": 1.1227887676720917e-06, "epoch": 0.8476969645576248, "percentage": 84.77, "elapsed_time": "23:31:43", "remaining_time": "4:13:36"} +{"current_steps": 38325, "total_steps": 45204, "loss": 0.3492, "learning_rate": 1.1211895211038881e-06, "epoch": 0.847807572199138, "percentage": 84.78, "elapsed_time": "23:31:55", "remaining_time": "4:13:25"} +{"current_steps": 38330, "total_steps": 45204, "loss": 0.4136, "learning_rate": 1.1195913466492747e-06, "epoch": 0.8479181798406512, "percentage": 84.79, "elapsed_time": "23:32:07", "remaining_time": "4:13:14"} +{"current_steps": 38335, "total_steps": 45204, "loss": 0.3743, "learning_rate": 1.117994244501237e-06, "epoch": 0.8480287874821645, "percentage": 84.8, "elapsed_time": "23:32:18", "remaining_time": "4:13:03"} +{"current_steps": 38340, "total_steps": 45204, "loss": 0.3518, "learning_rate": 1.1163982148526264e-06, "epoch": 0.8481393951236778, "percentage": 84.82, "elapsed_time": "23:32:28", "remaining_time": "4:12:52"} +{"current_steps": 38345, "total_steps": 45204, "loss": 0.1445, "learning_rate": 1.1148032578961543e-06, "epoch": 0.848250002765191, "percentage": 84.83, "elapsed_time": "23:32:38", "remaining_time": "4:12:41"} +{"current_steps": 38350, "total_steps": 45204, "loss": 0.3851, "learning_rate": 1.1132093738244187e-06, "epoch": 0.8483606104067043, "percentage": 84.84, "elapsed_time": "23:32:51", "remaining_time": "4:12:30"} +{"current_steps": 38355, "total_steps": 45204, "loss": 0.3444, "learning_rate": 1.1116165628298803e-06, "epoch": 0.8484712180482176, "percentage": 84.85, "elapsed_time": "23:33:00", "remaining_time": "4:12:19"} +{"current_steps": 38360, "total_steps": 45204, "loss": 0.2747, "learning_rate": 1.110024825104864e-06, "epoch": 0.8485818256897308, "percentage": 84.86, "elapsed_time": "23:33:09", "remaining_time": "4:12:07"} +{"current_steps": 38365, "total_steps": 45204, "loss": 0.2786, "learning_rate": 1.1084341608415784e-06, "epoch": 0.8486924333312441, "percentage": 84.87, "elapsed_time": "23:33:19", "remaining_time": "4:11:56"} +{"current_steps": 38370, "total_steps": 45204, "loss": 0.3317, "learning_rate": 1.1068445702320962e-06, "epoch": 0.8488030409727574, "percentage": 84.88, "elapsed_time": "23:33:32", "remaining_time": "4:11:45"} +{"current_steps": 38375, "total_steps": 45204, "loss": 0.2645, "learning_rate": 1.1052560534683533e-06, "epoch": 0.8489136486142705, "percentage": 84.89, "elapsed_time": "23:33:42", "remaining_time": "4:11:34"} +{"current_steps": 38380, "total_steps": 45204, "loss": 0.3205, "learning_rate": 1.103668610742168e-06, "epoch": 0.8490242562557838, "percentage": 84.9, "elapsed_time": "23:33:53", "remaining_time": "4:11:23"} +{"current_steps": 38385, "total_steps": 45204, "loss": 0.3291, "learning_rate": 1.1020822422452215e-06, "epoch": 0.8491348638972971, "percentage": 84.92, "elapsed_time": "23:34:04", "remaining_time": "4:11:12"} +{"current_steps": 38390, "total_steps": 45204, "loss": 0.3987, "learning_rate": 1.1004969481690687e-06, "epoch": 0.8492454715388104, "percentage": 84.93, "elapsed_time": "23:34:14", "remaining_time": "4:11:01"} +{"current_steps": 38395, "total_steps": 45204, "loss": 0.4466, "learning_rate": 1.0989127287051348e-06, "epoch": 0.8493560791803236, "percentage": 84.94, "elapsed_time": "23:34:26", "remaining_time": "4:10:50"} +{"current_steps": 38400, "total_steps": 45204, "loss": 0.3475, "learning_rate": 1.0973295840447073e-06, "epoch": 0.8494666868218369, "percentage": 84.95, "elapsed_time": "23:34:38", "remaining_time": "4:10:39"} +{"current_steps": 38405, "total_steps": 45204, "loss": 0.3805, "learning_rate": 1.0957475143789563e-06, "epoch": 0.8495772944633502, "percentage": 84.96, "elapsed_time": "23:34:50", "remaining_time": "4:10:28"} +{"current_steps": 38410, "total_steps": 45204, "loss": 0.2658, "learning_rate": 1.0941665198989171e-06, "epoch": 0.8496879021048634, "percentage": 84.97, "elapsed_time": "23:35:02", "remaining_time": "4:10:17"} +{"current_steps": 38415, "total_steps": 45204, "loss": 0.2317, "learning_rate": 1.0925866007954876e-06, "epoch": 0.8497985097463767, "percentage": 84.98, "elapsed_time": "23:35:13", "remaining_time": "4:10:06"} +{"current_steps": 38420, "total_steps": 45204, "loss": 0.2375, "learning_rate": 1.091007757259449e-06, "epoch": 0.84990911738789, "percentage": 84.99, "elapsed_time": "23:35:23", "remaining_time": "4:09:55"} +{"current_steps": 38425, "total_steps": 45204, "loss": 0.3791, "learning_rate": 1.0894299894814465e-06, "epoch": 0.8500197250294032, "percentage": 85.0, "elapsed_time": "23:35:33", "remaining_time": "4:09:44"} +{"current_steps": 38430, "total_steps": 45204, "loss": 0.3441, "learning_rate": 1.0878532976519874e-06, "epoch": 0.8501303326709164, "percentage": 85.01, "elapsed_time": "23:35:44", "remaining_time": "4:09:32"} +{"current_steps": 38435, "total_steps": 45204, "loss": 0.3061, "learning_rate": 1.086277681961464e-06, "epoch": 0.8502409403124297, "percentage": 85.03, "elapsed_time": "23:35:55", "remaining_time": "4:09:22"} +{"current_steps": 38440, "total_steps": 45204, "loss": 0.3885, "learning_rate": 1.0847031426001308e-06, "epoch": 0.850351547953943, "percentage": 85.04, "elapsed_time": "23:36:07", "remaining_time": "4:09:11"} +{"current_steps": 38445, "total_steps": 45204, "loss": 0.2737, "learning_rate": 1.083129679758108e-06, "epoch": 0.8504621555954562, "percentage": 85.05, "elapsed_time": "23:36:18", "remaining_time": "4:08:59"} +{"current_steps": 38450, "total_steps": 45204, "loss": 0.2141, "learning_rate": 1.081557293625396e-06, "epoch": 0.8505727632369695, "percentage": 85.06, "elapsed_time": "23:36:27", "remaining_time": "4:08:48"} +{"current_steps": 38455, "total_steps": 45204, "loss": 0.3053, "learning_rate": 1.0799859843918603e-06, "epoch": 0.8506833708784828, "percentage": 85.07, "elapsed_time": "23:36:38", "remaining_time": "4:08:37"} +{"current_steps": 38460, "total_steps": 45204, "loss": 0.3061, "learning_rate": 1.0784157522472293e-06, "epoch": 0.850793978519996, "percentage": 85.08, "elapsed_time": "23:36:49", "remaining_time": "4:08:26"} +{"current_steps": 38465, "total_steps": 45204, "loss": 0.2881, "learning_rate": 1.0768465973811148e-06, "epoch": 0.8509045861615093, "percentage": 85.09, "elapsed_time": "23:37:02", "remaining_time": "4:08:15"} +{"current_steps": 38470, "total_steps": 45204, "loss": 0.2546, "learning_rate": 1.0752785199829906e-06, "epoch": 0.8510151938030225, "percentage": 85.1, "elapsed_time": "23:37:10", "remaining_time": "4:08:04"} +{"current_steps": 38475, "total_steps": 45204, "loss": 0.3428, "learning_rate": 1.0737115202421977e-06, "epoch": 0.8511258014445358, "percentage": 85.11, "elapsed_time": "23:37:23", "remaining_time": "4:07:53"} +{"current_steps": 38480, "total_steps": 45204, "loss": 0.3693, "learning_rate": 1.0721455983479545e-06, "epoch": 0.851236409086049, "percentage": 85.13, "elapsed_time": "23:37:35", "remaining_time": "4:07:42"} +{"current_steps": 38485, "total_steps": 45204, "loss": 0.3056, "learning_rate": 1.0705807544893477e-06, "epoch": 0.8513470167275623, "percentage": 85.14, "elapsed_time": "23:37:48", "remaining_time": "4:07:31"} +{"current_steps": 38490, "total_steps": 45204, "loss": 0.2813, "learning_rate": 1.0690169888553238e-06, "epoch": 0.8514576243690756, "percentage": 85.15, "elapsed_time": "23:37:59", "remaining_time": "4:07:20"} +{"current_steps": 38495, "total_steps": 45204, "loss": 0.4043, "learning_rate": 1.0674543016347162e-06, "epoch": 0.8515682320105888, "percentage": 85.16, "elapsed_time": "23:38:09", "remaining_time": "4:07:09"} +{"current_steps": 38500, "total_steps": 45204, "loss": 0.3203, "learning_rate": 1.0658926930162094e-06, "epoch": 0.8516788396521021, "percentage": 85.17, "elapsed_time": "23:38:21", "remaining_time": "4:06:58"} +{"current_steps": 38505, "total_steps": 45204, "loss": 0.2559, "learning_rate": 1.0643321631883753e-06, "epoch": 0.8517894472936154, "percentage": 85.18, "elapsed_time": "23:38:35", "remaining_time": "4:06:48"} +{"current_steps": 38510, "total_steps": 45204, "loss": 0.4552, "learning_rate": 1.062772712339647e-06, "epoch": 0.8519000549351287, "percentage": 85.19, "elapsed_time": "23:38:46", "remaining_time": "4:06:37"} +{"current_steps": 38515, "total_steps": 45204, "loss": 0.2906, "learning_rate": 1.0612143406583198e-06, "epoch": 0.8520106625766419, "percentage": 85.2, "elapsed_time": "23:38:58", "remaining_time": "4:06:26"} +{"current_steps": 38520, "total_steps": 45204, "loss": 0.2955, "learning_rate": 1.0596570483325742e-06, "epoch": 0.8521212702181551, "percentage": 85.21, "elapsed_time": "23:39:09", "remaining_time": "4:06:15"} +{"current_steps": 38525, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.0581008355504529e-06, "epoch": 0.8522318778596684, "percentage": 85.22, "elapsed_time": "23:39:19", "remaining_time": "4:06:04"} +{"current_steps": 38530, "total_steps": 45204, "loss": 0.3763, "learning_rate": 1.0565457024998616e-06, "epoch": 0.8523424855011816, "percentage": 85.24, "elapsed_time": "23:39:34", "remaining_time": "4:05:53"} +{"current_steps": 38535, "total_steps": 45204, "loss": 0.4521, "learning_rate": 1.0549916493685874e-06, "epoch": 0.8524530931426949, "percentage": 85.25, "elapsed_time": "23:39:46", "remaining_time": "4:05:42"} +{"current_steps": 38540, "total_steps": 45204, "loss": 0.359, "learning_rate": 1.0534386763442827e-06, "epoch": 0.8525637007842082, "percentage": 85.26, "elapsed_time": "23:39:58", "remaining_time": "4:05:31"} +{"current_steps": 38545, "total_steps": 45204, "loss": 0.2656, "learning_rate": 1.051886783614463e-06, "epoch": 0.8526743084257214, "percentage": 85.27, "elapsed_time": "23:40:10", "remaining_time": "4:05:20"} +{"current_steps": 38550, "total_steps": 45204, "loss": 0.3581, "learning_rate": 1.050335971366524e-06, "epoch": 0.8527849160672347, "percentage": 85.28, "elapsed_time": "23:40:22", "remaining_time": "4:05:09"} +{"current_steps": 38555, "total_steps": 45204, "loss": 0.2847, "learning_rate": 1.0487862397877258e-06, "epoch": 0.852895523708748, "percentage": 85.29, "elapsed_time": "23:40:35", "remaining_time": "4:04:59"} +{"current_steps": 38560, "total_steps": 45204, "loss": 0.3926, "learning_rate": 1.047237589065192e-06, "epoch": 0.8530061313502613, "percentage": 85.3, "elapsed_time": "23:40:48", "remaining_time": "4:04:48"} +{"current_steps": 38565, "total_steps": 45204, "loss": 0.3249, "learning_rate": 1.0456900193859276e-06, "epoch": 0.8531167389917744, "percentage": 85.31, "elapsed_time": "23:41:00", "remaining_time": "4:04:37"} +{"current_steps": 38570, "total_steps": 45204, "loss": 0.3373, "learning_rate": 1.044143530936802e-06, "epoch": 0.8532273466332877, "percentage": 85.32, "elapsed_time": "23:41:14", "remaining_time": "4:04:27"} +{"current_steps": 38575, "total_steps": 45204, "loss": 0.203, "learning_rate": 1.0425981239045457e-06, "epoch": 0.853337954274801, "percentage": 85.34, "elapsed_time": "23:41:22", "remaining_time": "4:04:15"} +{"current_steps": 38580, "total_steps": 45204, "loss": 0.2945, "learning_rate": 1.041053798475774e-06, "epoch": 0.8534485619163142, "percentage": 85.35, "elapsed_time": "23:41:32", "remaining_time": "4:04:04"} +{"current_steps": 38585, "total_steps": 45204, "loss": 0.321, "learning_rate": 1.0395105548369623e-06, "epoch": 0.8535591695578275, "percentage": 85.36, "elapsed_time": "23:41:44", "remaining_time": "4:03:53"} +{"current_steps": 38590, "total_steps": 45204, "loss": 0.3315, "learning_rate": 1.0379683931744512e-06, "epoch": 0.8536697771993408, "percentage": 85.37, "elapsed_time": "23:41:56", "remaining_time": "4:03:42"} +{"current_steps": 38595, "total_steps": 45204, "loss": 0.3122, "learning_rate": 1.036427313674463e-06, "epoch": 0.8537803848408541, "percentage": 85.38, "elapsed_time": "23:42:07", "remaining_time": "4:03:31"} +{"current_steps": 38600, "total_steps": 45204, "loss": 0.202, "learning_rate": 1.0348873165230788e-06, "epoch": 0.8538909924823673, "percentage": 85.39, "elapsed_time": "23:42:16", "remaining_time": "4:03:20"} +{"current_steps": 38605, "total_steps": 45204, "loss": 0.246, "learning_rate": 1.0333484019062546e-06, "epoch": 0.8540016001238806, "percentage": 85.4, "elapsed_time": "23:42:27", "remaining_time": "4:03:08"} +{"current_steps": 38610, "total_steps": 45204, "loss": 0.3232, "learning_rate": 1.0318105700098146e-06, "epoch": 0.8541122077653939, "percentage": 85.41, "elapsed_time": "23:42:37", "remaining_time": "4:02:57"} +{"current_steps": 38615, "total_steps": 45204, "loss": 0.3157, "learning_rate": 1.0302738210194463e-06, "epoch": 0.854222815406907, "percentage": 85.42, "elapsed_time": "23:42:49", "remaining_time": "4:02:46"} +{"current_steps": 38620, "total_steps": 45204, "loss": 0.3447, "learning_rate": 1.0287381551207166e-06, "epoch": 0.8543334230484203, "percentage": 85.43, "elapsed_time": "23:43:01", "remaining_time": "4:02:35"} +{"current_steps": 38625, "total_steps": 45204, "loss": 0.3781, "learning_rate": 1.0272035724990582e-06, "epoch": 0.8544440306899336, "percentage": 85.45, "elapsed_time": "23:43:12", "remaining_time": "4:02:24"} +{"current_steps": 38630, "total_steps": 45204, "loss": 0.2202, "learning_rate": 1.025670073339764e-06, "epoch": 0.8545546383314468, "percentage": 85.46, "elapsed_time": "23:43:22", "remaining_time": "4:02:13"} +{"current_steps": 38635, "total_steps": 45204, "loss": 0.4397, "learning_rate": 1.0241376578280115e-06, "epoch": 0.8546652459729601, "percentage": 85.47, "elapsed_time": "23:43:35", "remaining_time": "4:02:02"} +{"current_steps": 38640, "total_steps": 45204, "loss": 0.3987, "learning_rate": 1.0226063261488373e-06, "epoch": 0.8547758536144734, "percentage": 85.48, "elapsed_time": "23:43:45", "remaining_time": "4:01:51"} +{"current_steps": 38645, "total_steps": 45204, "loss": 0.2853, "learning_rate": 1.0210760784871442e-06, "epoch": 0.8548864612559867, "percentage": 85.49, "elapsed_time": "23:43:55", "remaining_time": "4:01:40"} +{"current_steps": 38650, "total_steps": 45204, "loss": 0.4105, "learning_rate": 1.0195469150277149e-06, "epoch": 0.8549970688974999, "percentage": 85.5, "elapsed_time": "23:44:06", "remaining_time": "4:01:29"} +{"current_steps": 38655, "total_steps": 45204, "loss": 0.3704, "learning_rate": 1.0180188359551957e-06, "epoch": 0.8551076765390132, "percentage": 85.51, "elapsed_time": "23:44:16", "remaining_time": "4:01:18"} +{"current_steps": 38660, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.0164918414540947e-06, "epoch": 0.8552182841805264, "percentage": 85.52, "elapsed_time": "23:44:27", "remaining_time": "4:01:07"} +{"current_steps": 38665, "total_steps": 45204, "loss": 0.2508, "learning_rate": 1.0149659317088035e-06, "epoch": 0.8553288918220396, "percentage": 85.53, "elapsed_time": "23:44:38", "remaining_time": "4:00:56"} +{"current_steps": 38670, "total_steps": 45204, "loss": 0.2624, "learning_rate": 1.0134411069035742e-06, "epoch": 0.8554394994635529, "percentage": 85.55, "elapsed_time": "23:44:50", "remaining_time": "4:00:45"} +{"current_steps": 38675, "total_steps": 45204, "loss": 0.3699, "learning_rate": 1.0119173672225236e-06, "epoch": 0.8555501071050662, "percentage": 85.56, "elapsed_time": "23:45:01", "remaining_time": "4:00:34"} +{"current_steps": 38680, "total_steps": 45204, "loss": 0.3191, "learning_rate": 1.0103947128496484e-06, "epoch": 0.8556607147465795, "percentage": 85.57, "elapsed_time": "23:45:12", "remaining_time": "4:00:23"} +{"current_steps": 38685, "total_steps": 45204, "loss": 0.3625, "learning_rate": 1.0088731439688082e-06, "epoch": 0.8557713223880927, "percentage": 85.58, "elapsed_time": "23:45:24", "remaining_time": "4:00:12"} +{"current_steps": 38690, "total_steps": 45204, "loss": 0.3383, "learning_rate": 1.0073526607637274e-06, "epoch": 0.855881930029606, "percentage": 85.59, "elapsed_time": "23:45:37", "remaining_time": "4:00:01"} +{"current_steps": 38695, "total_steps": 45204, "loss": 0.4706, "learning_rate": 1.0058332634180078e-06, "epoch": 0.8559925376711193, "percentage": 85.6, "elapsed_time": "23:45:50", "remaining_time": "3:59:50"} +{"current_steps": 38700, "total_steps": 45204, "loss": 0.2261, "learning_rate": 1.0043149521151184e-06, "epoch": 0.8561031453126325, "percentage": 85.61, "elapsed_time": "23:46:01", "remaining_time": "3:59:39"} +{"current_steps": 38705, "total_steps": 45204, "loss": 0.3318, "learning_rate": 1.002797727038387e-06, "epoch": 0.8562137529541458, "percentage": 85.62, "elapsed_time": "23:46:13", "remaining_time": "3:59:28"} +{"current_steps": 38710, "total_steps": 45204, "loss": 0.3231, "learning_rate": 1.0012815883710269e-06, "epoch": 0.856324360595659, "percentage": 85.63, "elapsed_time": "23:46:23", "remaining_time": "3:59:17"} +{"current_steps": 38715, "total_steps": 45204, "loss": 0.3731, "learning_rate": 9.99766536296103e-07, "epoch": 0.8564349682371722, "percentage": 85.65, "elapsed_time": "23:46:35", "remaining_time": "3:59:06"} +{"current_steps": 38720, "total_steps": 45204, "loss": 0.4125, "learning_rate": 9.98252570996563e-07, "epoch": 0.8565455758786855, "percentage": 85.66, "elapsed_time": "23:46:47", "remaining_time": "3:58:55"} +{"current_steps": 38725, "total_steps": 45204, "loss": 0.3749, "learning_rate": 9.967396926552186e-07, "epoch": 0.8566561835201988, "percentage": 85.67, "elapsed_time": "23:46:59", "remaining_time": "3:58:44"} +{"current_steps": 38730, "total_steps": 45204, "loss": 0.2397, "learning_rate": 9.95227901454744e-07, "epoch": 0.8567667911617121, "percentage": 85.68, "elapsed_time": "23:47:09", "remaining_time": "3:58:33"} +{"current_steps": 38735, "total_steps": 45204, "loss": 0.3554, "learning_rate": 9.937171975776916e-07, "epoch": 0.8568773988032253, "percentage": 85.69, "elapsed_time": "23:47:22", "remaining_time": "3:58:22"} +{"current_steps": 38740, "total_steps": 45204, "loss": 0.2512, "learning_rate": 9.922075812064802e-07, "epoch": 0.8569880064447386, "percentage": 85.7, "elapsed_time": "23:47:31", "remaining_time": "3:58:11"} +{"current_steps": 38745, "total_steps": 45204, "loss": 0.2082, "learning_rate": 9.906990525233885e-07, "epoch": 0.8570986140862519, "percentage": 85.71, "elapsed_time": "23:47:41", "remaining_time": "3:58:00"} +{"current_steps": 38750, "total_steps": 45204, "loss": 0.2382, "learning_rate": 9.891916117105772e-07, "epoch": 0.8572092217277651, "percentage": 85.72, "elapsed_time": "23:47:49", "remaining_time": "3:57:48"} +{"current_steps": 38755, "total_steps": 45204, "loss": 0.2885, "learning_rate": 9.876852589500686e-07, "epoch": 0.8573198293692783, "percentage": 85.73, "elapsed_time": "23:48:00", "remaining_time": "3:57:37"} +{"current_steps": 38760, "total_steps": 45204, "loss": 0.4383, "learning_rate": 9.861799944237494e-07, "epoch": 0.8574304370107916, "percentage": 85.74, "elapsed_time": "23:48:11", "remaining_time": "3:57:26"} +{"current_steps": 38765, "total_steps": 45204, "loss": 0.3537, "learning_rate": 9.846758183133853e-07, "epoch": 0.8575410446523049, "percentage": 85.76, "elapsed_time": "23:48:21", "remaining_time": "3:57:15"} +{"current_steps": 38770, "total_steps": 45204, "loss": 0.2635, "learning_rate": 9.831727308006045e-07, "epoch": 0.8576516522938181, "percentage": 85.77, "elapsed_time": "23:48:30", "remaining_time": "3:57:03"} +{"current_steps": 38775, "total_steps": 45204, "loss": 0.2081, "learning_rate": 9.816707320669006e-07, "epoch": 0.8577622599353314, "percentage": 85.78, "elapsed_time": "23:48:40", "remaining_time": "3:56:52"} +{"current_steps": 38780, "total_steps": 45204, "loss": 0.406, "learning_rate": 9.801698222936428e-07, "epoch": 0.8578728675768447, "percentage": 85.79, "elapsed_time": "23:48:52", "remaining_time": "3:56:41"} +{"current_steps": 38785, "total_steps": 45204, "loss": 0.4107, "learning_rate": 9.786700016620665e-07, "epoch": 0.8579834752183579, "percentage": 85.8, "elapsed_time": "23:49:08", "remaining_time": "3:56:31"} +{"current_steps": 38790, "total_steps": 45204, "loss": 0.401, "learning_rate": 9.771712703532688e-07, "epoch": 0.8580940828598712, "percentage": 85.81, "elapsed_time": "23:49:18", "remaining_time": "3:56:20"} +{"current_steps": 38795, "total_steps": 45204, "loss": 0.2451, "learning_rate": 9.756736285482271e-07, "epoch": 0.8582046905013845, "percentage": 85.82, "elapsed_time": "23:49:27", "remaining_time": "3:56:08"} +{"current_steps": 38800, "total_steps": 45204, "loss": 0.3326, "learning_rate": 9.741770764277802e-07, "epoch": 0.8583152981428978, "percentage": 85.83, "elapsed_time": "23:49:38", "remaining_time": "3:55:57"} +{"current_steps": 38805, "total_steps": 45204, "loss": 0.2853, "learning_rate": 9.726816141726315e-07, "epoch": 0.8584259057844109, "percentage": 85.84, "elapsed_time": "23:49:49", "remaining_time": "3:55:46"} +{"current_steps": 38810, "total_steps": 45204, "loss": 0.2827, "learning_rate": 9.71187241963364e-07, "epoch": 0.8585365134259242, "percentage": 85.86, "elapsed_time": "23:50:00", "remaining_time": "3:55:35"} +{"current_steps": 38815, "total_steps": 45204, "loss": 0.3574, "learning_rate": 9.696939599804188e-07, "epoch": 0.8586471210674375, "percentage": 85.87, "elapsed_time": "23:50:10", "remaining_time": "3:55:24"} +{"current_steps": 38820, "total_steps": 45204, "loss": 0.2069, "learning_rate": 9.682017684041111e-07, "epoch": 0.8587577287089507, "percentage": 85.88, "elapsed_time": "23:50:19", "remaining_time": "3:55:13"} +{"current_steps": 38825, "total_steps": 45204, "loss": 0.3924, "learning_rate": 9.66710667414623e-07, "epoch": 0.858868336350464, "percentage": 85.89, "elapsed_time": "23:50:28", "remaining_time": "3:55:01"} +{"current_steps": 38830, "total_steps": 45204, "loss": 0.3486, "learning_rate": 9.652206571919997e-07, "epoch": 0.8589789439919773, "percentage": 85.9, "elapsed_time": "23:50:40", "remaining_time": "3:54:50"} +{"current_steps": 38835, "total_steps": 45204, "loss": 0.2649, "learning_rate": 9.637317379161648e-07, "epoch": 0.8590895516334905, "percentage": 85.91, "elapsed_time": "23:50:52", "remaining_time": "3:54:39"} +{"current_steps": 38840, "total_steps": 45204, "loss": 0.3262, "learning_rate": 9.622439097669045e-07, "epoch": 0.8592001592750038, "percentage": 85.92, "elapsed_time": "23:51:04", "remaining_time": "3:54:29"} +{"current_steps": 38845, "total_steps": 45204, "loss": 0.3148, "learning_rate": 9.607571729238684e-07, "epoch": 0.8593107669165171, "percentage": 85.93, "elapsed_time": "23:51:16", "remaining_time": "3:54:18"} +{"current_steps": 38850, "total_steps": 45204, "loss": 0.4213, "learning_rate": 9.592715275665854e-07, "epoch": 0.8594213745580302, "percentage": 85.94, "elapsed_time": "23:51:28", "remaining_time": "3:54:07"} +{"current_steps": 38855, "total_steps": 45204, "loss": 0.3429, "learning_rate": 9.577869738744461e-07, "epoch": 0.8595319821995435, "percentage": 85.95, "elapsed_time": "23:51:37", "remaining_time": "3:53:55"} +{"current_steps": 38860, "total_steps": 45204, "loss": 0.3964, "learning_rate": 9.56303512026705e-07, "epoch": 0.8596425898410568, "percentage": 85.97, "elapsed_time": "23:51:48", "remaining_time": "3:53:44"} +{"current_steps": 38865, "total_steps": 45204, "loss": 0.311, "learning_rate": 9.548211422024955e-07, "epoch": 0.8597531974825701, "percentage": 85.98, "elapsed_time": "23:51:59", "remaining_time": "3:53:33"} +{"current_steps": 38870, "total_steps": 45204, "loss": 0.2542, "learning_rate": 9.533398645808111e-07, "epoch": 0.8598638051240833, "percentage": 85.99, "elapsed_time": "23:52:08", "remaining_time": "3:53:22"} +{"current_steps": 38875, "total_steps": 45204, "loss": 0.3367, "learning_rate": 9.518596793405121e-07, "epoch": 0.8599744127655966, "percentage": 86.0, "elapsed_time": "23:52:20", "remaining_time": "3:53:11"} +{"current_steps": 38880, "total_steps": 45204, "loss": 0.3817, "learning_rate": 9.503805866603366e-07, "epoch": 0.8600850204071099, "percentage": 86.01, "elapsed_time": "23:52:32", "remaining_time": "3:53:00"} +{"current_steps": 38885, "total_steps": 45204, "loss": 0.3314, "learning_rate": 9.489025867188828e-07, "epoch": 0.8601956280486232, "percentage": 86.02, "elapsed_time": "23:52:45", "remaining_time": "3:52:49"} +{"current_steps": 38890, "total_steps": 45204, "loss": 0.2948, "learning_rate": 9.474256796946124e-07, "epoch": 0.8603062356901364, "percentage": 86.03, "elapsed_time": "23:52:56", "remaining_time": "3:52:38"} +{"current_steps": 38895, "total_steps": 45204, "loss": 0.4259, "learning_rate": 9.459498657658705e-07, "epoch": 0.8604168433316497, "percentage": 86.04, "elapsed_time": "23:53:07", "remaining_time": "3:52:27"} +{"current_steps": 38900, "total_steps": 45204, "loss": 0.4071, "learning_rate": 9.44475145110858e-07, "epoch": 0.8605274509731629, "percentage": 86.05, "elapsed_time": "23:53:19", "remaining_time": "3:52:16"} +{"current_steps": 38905, "total_steps": 45204, "loss": 0.3323, "learning_rate": 9.430015179076424e-07, "epoch": 0.8606380586146761, "percentage": 86.07, "elapsed_time": "23:53:33", "remaining_time": "3:52:06"} +{"current_steps": 38910, "total_steps": 45204, "loss": 0.2842, "learning_rate": 9.415289843341702e-07, "epoch": 0.8607486662561894, "percentage": 86.08, "elapsed_time": "23:53:43", "remaining_time": "3:51:54"} +{"current_steps": 38915, "total_steps": 45204, "loss": 0.3947, "learning_rate": 9.400575445682469e-07, "epoch": 0.8608592738977027, "percentage": 86.09, "elapsed_time": "23:53:56", "remaining_time": "3:51:44"} +{"current_steps": 38920, "total_steps": 45204, "loss": 0.2469, "learning_rate": 9.385871987875461e-07, "epoch": 0.8609698815392159, "percentage": 86.1, "elapsed_time": "23:54:09", "remaining_time": "3:51:33"} +{"current_steps": 38925, "total_steps": 45204, "loss": 0.3286, "learning_rate": 9.371179471696167e-07, "epoch": 0.8610804891807292, "percentage": 86.11, "elapsed_time": "23:54:19", "remaining_time": "3:51:22"} +{"current_steps": 38930, "total_steps": 45204, "loss": 0.3176, "learning_rate": 9.356497898918637e-07, "epoch": 0.8611910968222425, "percentage": 86.12, "elapsed_time": "23:54:29", "remaining_time": "3:51:11"} +{"current_steps": 38935, "total_steps": 45204, "loss": 0.2871, "learning_rate": 9.341827271315729e-07, "epoch": 0.8613017044637558, "percentage": 86.13, "elapsed_time": "23:54:41", "remaining_time": "3:51:00"} +{"current_steps": 38940, "total_steps": 45204, "loss": 0.2484, "learning_rate": 9.327167590658892e-07, "epoch": 0.861412312105269, "percentage": 86.14, "elapsed_time": "23:54:51", "remaining_time": "3:50:48"} +{"current_steps": 38945, "total_steps": 45204, "loss": 0.338, "learning_rate": 9.312518858718255e-07, "epoch": 0.8615229197467822, "percentage": 86.15, "elapsed_time": "23:55:02", "remaining_time": "3:50:37"} +{"current_steps": 38950, "total_steps": 45204, "loss": 0.3084, "learning_rate": 9.297881077262683e-07, "epoch": 0.8616335273882955, "percentage": 86.16, "elapsed_time": "23:55:14", "remaining_time": "3:50:27"} +{"current_steps": 38955, "total_steps": 45204, "loss": 0.3054, "learning_rate": 9.283254248059692e-07, "epoch": 0.8617441350298087, "percentage": 86.18, "elapsed_time": "23:55:28", "remaining_time": "3:50:16"} +{"current_steps": 38960, "total_steps": 45204, "loss": 0.3642, "learning_rate": 9.268638372875394e-07, "epoch": 0.861854742671322, "percentage": 86.19, "elapsed_time": "23:55:41", "remaining_time": "3:50:05"} +{"current_steps": 38965, "total_steps": 45204, "loss": 0.3181, "learning_rate": 9.254033453474732e-07, "epoch": 0.8619653503128353, "percentage": 86.2, "elapsed_time": "23:55:50", "remaining_time": "3:49:54"} +{"current_steps": 38970, "total_steps": 45204, "loss": 0.3686, "learning_rate": 9.239439491621238e-07, "epoch": 0.8620759579543485, "percentage": 86.21, "elapsed_time": "23:56:01", "remaining_time": "3:49:43"} +{"current_steps": 38975, "total_steps": 45204, "loss": 0.2997, "learning_rate": 9.224856489077061e-07, "epoch": 0.8621865655958618, "percentage": 86.22, "elapsed_time": "23:56:12", "remaining_time": "3:49:32"} +{"current_steps": 38980, "total_steps": 45204, "loss": 0.2749, "learning_rate": 9.210284447603157e-07, "epoch": 0.8622971732373751, "percentage": 86.23, "elapsed_time": "23:56:23", "remaining_time": "3:49:21"} +{"current_steps": 38985, "total_steps": 45204, "loss": 0.2603, "learning_rate": 9.195723368959108e-07, "epoch": 0.8624077808788884, "percentage": 86.24, "elapsed_time": "23:56:33", "remaining_time": "3:49:09"} +{"current_steps": 38990, "total_steps": 45204, "loss": 0.2084, "learning_rate": 9.181173254903076e-07, "epoch": 0.8625183885204015, "percentage": 86.25, "elapsed_time": "23:56:41", "remaining_time": "3:48:58"} +{"current_steps": 38995, "total_steps": 45204, "loss": 0.3394, "learning_rate": 9.166634107192062e-07, "epoch": 0.8626289961619148, "percentage": 86.26, "elapsed_time": "23:56:52", "remaining_time": "3:48:47"} +{"current_steps": 39000, "total_steps": 45204, "loss": 0.2511, "learning_rate": 9.152105927581656e-07, "epoch": 0.8627396038034281, "percentage": 86.28, "elapsed_time": "23:57:03", "remaining_time": "3:48:36"} +{"current_steps": 39005, "total_steps": 45204, "loss": 0.291, "learning_rate": 9.137588717826073e-07, "epoch": 0.8628502114449413, "percentage": 86.29, "elapsed_time": "23:57:13", "remaining_time": "3:48:24"} +{"current_steps": 39010, "total_steps": 45204, "loss": 0.2635, "learning_rate": 9.123082479678324e-07, "epoch": 0.8629608190864546, "percentage": 86.3, "elapsed_time": "23:57:25", "remaining_time": "3:48:14"} +{"current_steps": 39015, "total_steps": 45204, "loss": 0.4259, "learning_rate": 9.10858721489003e-07, "epoch": 0.8630714267279679, "percentage": 86.31, "elapsed_time": "23:57:36", "remaining_time": "3:48:03"} +{"current_steps": 39020, "total_steps": 45204, "loss": 0.2977, "learning_rate": 9.094102925211423e-07, "epoch": 0.8631820343694812, "percentage": 86.32, "elapsed_time": "23:57:46", "remaining_time": "3:47:51"} +{"current_steps": 39025, "total_steps": 45204, "loss": 0.2272, "learning_rate": 9.079629612391549e-07, "epoch": 0.8632926420109944, "percentage": 86.33, "elapsed_time": "23:57:55", "remaining_time": "3:47:40"} +{"current_steps": 39030, "total_steps": 45204, "loss": 0.2504, "learning_rate": 9.065167278178056e-07, "epoch": 0.8634032496525077, "percentage": 86.34, "elapsed_time": "23:58:05", "remaining_time": "3:47:29"} +{"current_steps": 39035, "total_steps": 45204, "loss": 0.2967, "learning_rate": 9.050715924317188e-07, "epoch": 0.863513857294021, "percentage": 86.35, "elapsed_time": "23:58:15", "remaining_time": "3:47:17"} +{"current_steps": 39040, "total_steps": 45204, "loss": 0.2491, "learning_rate": 9.036275552554042e-07, "epoch": 0.8636244649355341, "percentage": 86.36, "elapsed_time": "23:58:24", "remaining_time": "3:47:06"} +{"current_steps": 39045, "total_steps": 45204, "loss": 0.3258, "learning_rate": 9.021846164632198e-07, "epoch": 0.8637350725770474, "percentage": 86.38, "elapsed_time": "23:58:35", "remaining_time": "3:46:55"} +{"current_steps": 39050, "total_steps": 45204, "loss": 0.2813, "learning_rate": 9.007427762294063e-07, "epoch": 0.8638456802185607, "percentage": 86.39, "elapsed_time": "23:58:45", "remaining_time": "3:46:44"} +{"current_steps": 39055, "total_steps": 45204, "loss": 0.3677, "learning_rate": 8.993020347280645e-07, "epoch": 0.863956287860074, "percentage": 86.4, "elapsed_time": "23:58:57", "remaining_time": "3:46:33"} +{"current_steps": 39060, "total_steps": 45204, "loss": 0.3056, "learning_rate": 8.978623921331597e-07, "epoch": 0.8640668955015872, "percentage": 86.41, "elapsed_time": "23:59:09", "remaining_time": "3:46:22"} +{"current_steps": 39065, "total_steps": 45204, "loss": 0.3006, "learning_rate": 8.964238486185328e-07, "epoch": 0.8641775031431005, "percentage": 86.42, "elapsed_time": "23:59:22", "remaining_time": "3:46:11"} +{"current_steps": 39070, "total_steps": 45204, "loss": 0.2139, "learning_rate": 8.949864043578871e-07, "epoch": 0.8642881107846138, "percentage": 86.43, "elapsed_time": "23:59:32", "remaining_time": "3:46:00"} +{"current_steps": 39075, "total_steps": 45204, "loss": 0.3337, "learning_rate": 8.935500595247882e-07, "epoch": 0.864398718426127, "percentage": 86.44, "elapsed_time": "23:59:43", "remaining_time": "3:45:49"} +{"current_steps": 39080, "total_steps": 45204, "loss": 0.532, "learning_rate": 8.921148142926805e-07, "epoch": 0.8645093260676403, "percentage": 86.45, "elapsed_time": "23:59:57", "remaining_time": "3:45:38"} +{"current_steps": 39085, "total_steps": 45204, "loss": 0.3868, "learning_rate": 8.90680668834869e-07, "epoch": 0.8646199337091535, "percentage": 86.46, "elapsed_time": "1 day, 0:00:09", "remaining_time": "3:45:27"} +{"current_steps": 39090, "total_steps": 45204, "loss": 0.1699, "learning_rate": 8.892476233245206e-07, "epoch": 0.8647305413506667, "percentage": 86.47, "elapsed_time": "1 day, 0:00:19", "remaining_time": "3:45:16"} +{"current_steps": 39095, "total_steps": 45204, "loss": 0.3769, "learning_rate": 8.878156779346802e-07, "epoch": 0.86484114899218, "percentage": 86.49, "elapsed_time": "1 day, 0:00:31", "remaining_time": "3:45:05"} +{"current_steps": 39100, "total_steps": 45204, "loss": 0.4177, "learning_rate": 8.863848328382552e-07, "epoch": 0.8649517566336933, "percentage": 86.5, "elapsed_time": "1 day, 0:00:44", "remaining_time": "3:44:55"} +{"current_steps": 39105, "total_steps": 45204, "loss": 0.3215, "learning_rate": 8.849550882080149e-07, "epoch": 0.8650623642752066, "percentage": 86.51, "elapsed_time": "1 day, 0:00:54", "remaining_time": "3:44:43"} +{"current_steps": 39110, "total_steps": 45204, "loss": 0.2736, "learning_rate": 8.835264442166058e-07, "epoch": 0.8651729719167198, "percentage": 86.52, "elapsed_time": "1 day, 0:01:05", "remaining_time": "3:44:32"} +{"current_steps": 39115, "total_steps": 45204, "loss": 0.344, "learning_rate": 8.820989010365355e-07, "epoch": 0.8652835795582331, "percentage": 86.53, "elapsed_time": "1 day, 0:01:16", "remaining_time": "3:44:21"} +{"current_steps": 39120, "total_steps": 45204, "loss": 0.4205, "learning_rate": 8.806724588401738e-07, "epoch": 0.8653941871997464, "percentage": 86.54, "elapsed_time": "1 day, 0:01:31", "remaining_time": "3:44:11"} +{"current_steps": 39125, "total_steps": 45204, "loss": 0.3346, "learning_rate": 8.792471177997697e-07, "epoch": 0.8655047948412596, "percentage": 86.55, "elapsed_time": "1 day, 0:01:41", "remaining_time": "3:44:00"} +{"current_steps": 39130, "total_steps": 45204, "loss": 0.2823, "learning_rate": 8.778228780874321e-07, "epoch": 0.8656154024827729, "percentage": 86.56, "elapsed_time": "1 day, 0:01:50", "remaining_time": "3:43:48"} +{"current_steps": 39135, "total_steps": 45204, "loss": 0.3116, "learning_rate": 8.763997398751323e-07, "epoch": 0.8657260101242861, "percentage": 86.57, "elapsed_time": "1 day, 0:02:02", "remaining_time": "3:43:37"} +{"current_steps": 39140, "total_steps": 45204, "loss": 0.3339, "learning_rate": 8.749777033347196e-07, "epoch": 0.8658366177657993, "percentage": 86.59, "elapsed_time": "1 day, 0:02:13", "remaining_time": "3:43:26"} +{"current_steps": 39145, "total_steps": 45204, "loss": 0.4065, "learning_rate": 8.735567686378987e-07, "epoch": 0.8659472254073126, "percentage": 86.6, "elapsed_time": "1 day, 0:02:24", "remaining_time": "3:43:15"} +{"current_steps": 39150, "total_steps": 45204, "loss": 0.4309, "learning_rate": 8.721369359562526e-07, "epoch": 0.8660578330488259, "percentage": 86.61, "elapsed_time": "1 day, 0:02:35", "remaining_time": "3:43:04"} +{"current_steps": 39155, "total_steps": 45204, "loss": 0.4112, "learning_rate": 8.707182054612251e-07, "epoch": 0.8661684406903392, "percentage": 86.62, "elapsed_time": "1 day, 0:02:46", "remaining_time": "3:42:53"} +{"current_steps": 39160, "total_steps": 45204, "loss": 0.3604, "learning_rate": 8.693005773241225e-07, "epoch": 0.8662790483318524, "percentage": 86.63, "elapsed_time": "1 day, 0:02:55", "remaining_time": "3:42:42"} +{"current_steps": 39165, "total_steps": 45204, "loss": 0.3202, "learning_rate": 8.67884051716128e-07, "epoch": 0.8663896559733657, "percentage": 86.64, "elapsed_time": "1 day, 0:03:04", "remaining_time": "3:42:30"} +{"current_steps": 39170, "total_steps": 45204, "loss": 0.2461, "learning_rate": 8.664686288082857e-07, "epoch": 0.866500263614879, "percentage": 86.65, "elapsed_time": "1 day, 0:03:13", "remaining_time": "3:42:19"} +{"current_steps": 39175, "total_steps": 45204, "loss": 0.2727, "learning_rate": 8.650543087715035e-07, "epoch": 0.8666108712563922, "percentage": 86.66, "elapsed_time": "1 day, 0:03:24", "remaining_time": "3:42:08"} +{"current_steps": 39180, "total_steps": 45204, "loss": 0.385, "learning_rate": 8.636410917765647e-07, "epoch": 0.8667214788979054, "percentage": 86.67, "elapsed_time": "1 day, 0:03:34", "remaining_time": "3:41:57"} +{"current_steps": 39185, "total_steps": 45204, "loss": 0.4041, "learning_rate": 8.622289779941161e-07, "epoch": 0.8668320865394187, "percentage": 86.68, "elapsed_time": "1 day, 0:03:47", "remaining_time": "3:41:46"} +{"current_steps": 39190, "total_steps": 45204, "loss": 0.2611, "learning_rate": 8.608179675946626e-07, "epoch": 0.866942694180932, "percentage": 86.7, "elapsed_time": "1 day, 0:03:57", "remaining_time": "3:41:35"} +{"current_steps": 39195, "total_steps": 45204, "loss": 0.2444, "learning_rate": 8.594080607485899e-07, "epoch": 0.8670533018224452, "percentage": 86.71, "elapsed_time": "1 day, 0:04:08", "remaining_time": "3:41:24"} +{"current_steps": 39200, "total_steps": 45204, "loss": 0.2126, "learning_rate": 8.579992576261443e-07, "epoch": 0.8671639094639585, "percentage": 86.72, "elapsed_time": "1 day, 0:04:19", "remaining_time": "3:41:13"} +{"current_steps": 39205, "total_steps": 45204, "loss": 0.3392, "learning_rate": 8.565915583974316e-07, "epoch": 0.8672745171054718, "percentage": 86.73, "elapsed_time": "1 day, 0:04:32", "remaining_time": "3:41:02"} +{"current_steps": 39210, "total_steps": 45204, "loss": 0.2935, "learning_rate": 8.551849632324371e-07, "epoch": 0.867385124746985, "percentage": 86.74, "elapsed_time": "1 day, 0:04:42", "remaining_time": "3:40:51"} +{"current_steps": 39215, "total_steps": 45204, "loss": 0.3904, "learning_rate": 8.537794723010062e-07, "epoch": 0.8674957323884983, "percentage": 86.75, "elapsed_time": "1 day, 0:04:52", "remaining_time": "3:40:39"} +{"current_steps": 39220, "total_steps": 45204, "loss": 0.2425, "learning_rate": 8.523750857728474e-07, "epoch": 0.8676063400300116, "percentage": 86.76, "elapsed_time": "1 day, 0:05:00", "remaining_time": "3:40:28"} +{"current_steps": 39225, "total_steps": 45204, "loss": 0.3353, "learning_rate": 8.509718038175441e-07, "epoch": 0.8677169476715249, "percentage": 86.77, "elapsed_time": "1 day, 0:05:10", "remaining_time": "3:40:17"} +{"current_steps": 39230, "total_steps": 45204, "loss": 0.273, "learning_rate": 8.495696266045428e-07, "epoch": 0.867827555313038, "percentage": 86.78, "elapsed_time": "1 day, 0:05:19", "remaining_time": "3:40:05"} +{"current_steps": 39235, "total_steps": 45204, "loss": 0.4532, "learning_rate": 8.481685543031504e-07, "epoch": 0.8679381629545513, "percentage": 86.8, "elapsed_time": "1 day, 0:05:30", "remaining_time": "3:39:54"} +{"current_steps": 39240, "total_steps": 45204, "loss": 0.2318, "learning_rate": 8.467685870825515e-07, "epoch": 0.8680487705960646, "percentage": 86.81, "elapsed_time": "1 day, 0:05:40", "remaining_time": "3:39:43"} +{"current_steps": 39245, "total_steps": 45204, "loss": 0.5218, "learning_rate": 8.453697251117909e-07, "epoch": 0.8681593782375778, "percentage": 86.82, "elapsed_time": "1 day, 0:05:51", "remaining_time": "3:39:32"} +{"current_steps": 39250, "total_steps": 45204, "loss": 0.3649, "learning_rate": 8.439719685597759e-07, "epoch": 0.8682699858790911, "percentage": 86.83, "elapsed_time": "1 day, 0:06:01", "remaining_time": "3:39:21"} +{"current_steps": 39255, "total_steps": 45204, "loss": 0.2488, "learning_rate": 8.425753175952933e-07, "epoch": 0.8683805935206044, "percentage": 86.84, "elapsed_time": "1 day, 0:06:13", "remaining_time": "3:39:10"} +{"current_steps": 39260, "total_steps": 45204, "loss": 0.4166, "learning_rate": 8.411797723869797e-07, "epoch": 0.8684912011621176, "percentage": 86.85, "elapsed_time": "1 day, 0:06:24", "remaining_time": "3:38:59"} +{"current_steps": 39265, "total_steps": 45204, "loss": 0.4146, "learning_rate": 8.397853331033524e-07, "epoch": 0.8686018088036309, "percentage": 86.86, "elapsed_time": "1 day, 0:06:36", "remaining_time": "3:38:48"} +{"current_steps": 39270, "total_steps": 45204, "loss": 0.3176, "learning_rate": 8.383919999127899e-07, "epoch": 0.8687124164451442, "percentage": 86.87, "elapsed_time": "1 day, 0:06:47", "remaining_time": "3:38:37"} +{"current_steps": 39275, "total_steps": 45204, "loss": 0.2737, "learning_rate": 8.36999772983531e-07, "epoch": 0.8688230240866573, "percentage": 86.88, "elapsed_time": "1 day, 0:06:58", "remaining_time": "3:38:26"} +{"current_steps": 39280, "total_steps": 45204, "loss": 0.4007, "learning_rate": 8.356086524836926e-07, "epoch": 0.8689336317281706, "percentage": 86.89, "elapsed_time": "1 day, 0:07:10", "remaining_time": "3:38:15"} +{"current_steps": 39285, "total_steps": 45204, "loss": 0.3309, "learning_rate": 8.342186385812512e-07, "epoch": 0.8690442393696839, "percentage": 86.91, "elapsed_time": "1 day, 0:07:20", "remaining_time": "3:38:04"} +{"current_steps": 39290, "total_steps": 45204, "loss": 0.2865, "learning_rate": 8.328297314440459e-07, "epoch": 0.8691548470111972, "percentage": 86.92, "elapsed_time": "1 day, 0:07:31", "remaining_time": "3:37:53"} +{"current_steps": 39295, "total_steps": 45204, "loss": 0.3357, "learning_rate": 8.314419312397925e-07, "epoch": 0.8692654546527104, "percentage": 86.93, "elapsed_time": "1 day, 0:07:45", "remaining_time": "3:37:42"} +{"current_steps": 39300, "total_steps": 45204, "loss": 0.4147, "learning_rate": 8.30055238136066e-07, "epoch": 0.8693760622942237, "percentage": 86.94, "elapsed_time": "1 day, 0:07:58", "remaining_time": "3:37:31"} +{"current_steps": 39305, "total_steps": 45204, "loss": 0.3035, "learning_rate": 8.286696523003057e-07, "epoch": 0.869486669935737, "percentage": 86.95, "elapsed_time": "1 day, 0:08:08", "remaining_time": "3:37:20"} +{"current_steps": 39310, "total_steps": 45204, "loss": 0.2102, "learning_rate": 8.272851738998244e-07, "epoch": 0.8695972775772502, "percentage": 86.96, "elapsed_time": "1 day, 0:08:18", "remaining_time": "3:37:09"} +{"current_steps": 39315, "total_steps": 45204, "loss": 0.3177, "learning_rate": 8.259018031017974e-07, "epoch": 0.8697078852187635, "percentage": 86.97, "elapsed_time": "1 day, 0:08:30", "remaining_time": "3:36:58"} +{"current_steps": 39320, "total_steps": 45204, "loss": 0.3303, "learning_rate": 8.245195400732619e-07, "epoch": 0.8698184928602768, "percentage": 86.98, "elapsed_time": "1 day, 0:08:44", "remaining_time": "3:36:47"} +{"current_steps": 39325, "total_steps": 45204, "loss": 0.3624, "learning_rate": 8.231383849811314e-07, "epoch": 0.86992910050179, "percentage": 86.99, "elapsed_time": "1 day, 0:08:55", "remaining_time": "3:36:36"} +{"current_steps": 39330, "total_steps": 45204, "loss": 0.1924, "learning_rate": 8.21758337992179e-07, "epoch": 0.8700397081433032, "percentage": 87.01, "elapsed_time": "1 day, 0:09:05", "remaining_time": "3:36:25"} +{"current_steps": 39335, "total_steps": 45204, "loss": 0.3546, "learning_rate": 8.203793992730403e-07, "epoch": 0.8701503157848165, "percentage": 87.02, "elapsed_time": "1 day, 0:09:17", "remaining_time": "3:36:14"} +{"current_steps": 39340, "total_steps": 45204, "loss": 0.4003, "learning_rate": 8.190015689902264e-07, "epoch": 0.8702609234263298, "percentage": 87.03, "elapsed_time": "1 day, 0:09:29", "remaining_time": "3:36:03"} +{"current_steps": 39345, "total_steps": 45204, "loss": 0.4532, "learning_rate": 8.1762484731011e-07, "epoch": 0.870371531067843, "percentage": 87.04, "elapsed_time": "1 day, 0:09:44", "remaining_time": "3:35:53"} +{"current_steps": 39350, "total_steps": 45204, "loss": 0.3178, "learning_rate": 8.162492343989248e-07, "epoch": 0.8704821387093563, "percentage": 87.05, "elapsed_time": "1 day, 0:09:55", "remaining_time": "3:35:42"} +{"current_steps": 39355, "total_steps": 45204, "loss": 0.353, "learning_rate": 8.148747304227823e-07, "epoch": 0.8705927463508696, "percentage": 87.06, "elapsed_time": "1 day, 0:10:08", "remaining_time": "3:35:31"} +{"current_steps": 39360, "total_steps": 45204, "loss": 0.2772, "learning_rate": 8.135013355476462e-07, "epoch": 0.8707033539923829, "percentage": 87.07, "elapsed_time": "1 day, 0:10:18", "remaining_time": "3:35:20"} +{"current_steps": 39365, "total_steps": 45204, "loss": 0.2699, "learning_rate": 8.121290499393597e-07, "epoch": 0.8708139616338961, "percentage": 87.08, "elapsed_time": "1 day, 0:10:28", "remaining_time": "3:35:08"} +{"current_steps": 39370, "total_steps": 45204, "loss": 0.317, "learning_rate": 8.107578737636257e-07, "epoch": 0.8709245692754093, "percentage": 87.09, "elapsed_time": "1 day, 0:10:40", "remaining_time": "3:34:57"} +{"current_steps": 39375, "total_steps": 45204, "loss": 0.316, "learning_rate": 8.093878071860073e-07, "epoch": 0.8710351769169226, "percentage": 87.11, "elapsed_time": "1 day, 0:10:53", "remaining_time": "3:34:47"} +{"current_steps": 39380, "total_steps": 45204, "loss": 0.2963, "learning_rate": 8.080188503719455e-07, "epoch": 0.8711457845584358, "percentage": 87.12, "elapsed_time": "1 day, 0:11:02", "remaining_time": "3:34:35"} +{"current_steps": 39385, "total_steps": 45204, "loss": 0.2258, "learning_rate": 8.066510034867403e-07, "epoch": 0.8712563921999491, "percentage": 87.13, "elapsed_time": "1 day, 0:11:12", "remaining_time": "3:34:24"} +{"current_steps": 39390, "total_steps": 45204, "loss": 0.4159, "learning_rate": 8.052842666955551e-07, "epoch": 0.8713669998414624, "percentage": 87.14, "elapsed_time": "1 day, 0:11:24", "remaining_time": "3:34:13"} +{"current_steps": 39395, "total_steps": 45204, "loss": 0.2194, "learning_rate": 8.03918640163428e-07, "epoch": 0.8714776074829756, "percentage": 87.15, "elapsed_time": "1 day, 0:11:34", "remaining_time": "3:34:02"} +{"current_steps": 39400, "total_steps": 45204, "loss": 0.2831, "learning_rate": 8.02554124055257e-07, "epoch": 0.8715882151244889, "percentage": 87.16, "elapsed_time": "1 day, 0:11:43", "remaining_time": "3:33:51"} +{"current_steps": 39405, "total_steps": 45204, "loss": 0.3364, "learning_rate": 8.011907185358014e-07, "epoch": 0.8716988227660022, "percentage": 87.17, "elapsed_time": "1 day, 0:11:55", "remaining_time": "3:33:40"} +{"current_steps": 39410, "total_steps": 45204, "loss": 0.2346, "learning_rate": 7.998284237696996e-07, "epoch": 0.8718094304075155, "percentage": 87.18, "elapsed_time": "1 day, 0:12:05", "remaining_time": "3:33:29"} +{"current_steps": 39415, "total_steps": 45204, "loss": 0.3179, "learning_rate": 7.984672399214454e-07, "epoch": 0.8719200380490287, "percentage": 87.19, "elapsed_time": "1 day, 0:12:16", "remaining_time": "3:33:18"} +{"current_steps": 39420, "total_steps": 45204, "loss": 0.3038, "learning_rate": 7.971071671553976e-07, "epoch": 0.8720306456905419, "percentage": 87.2, "elapsed_time": "1 day, 0:12:27", "remaining_time": "3:33:07"} +{"current_steps": 39425, "total_steps": 45204, "loss": 0.2056, "learning_rate": 7.957482056357901e-07, "epoch": 0.8721412533320552, "percentage": 87.22, "elapsed_time": "1 day, 0:12:38", "remaining_time": "3:32:55"} +{"current_steps": 39430, "total_steps": 45204, "loss": 0.2439, "learning_rate": 7.943903555267162e-07, "epoch": 0.8722518609735684, "percentage": 87.23, "elapsed_time": "1 day, 0:12:48", "remaining_time": "3:32:44"} +{"current_steps": 39435, "total_steps": 45204, "loss": 0.3563, "learning_rate": 7.930336169921315e-07, "epoch": 0.8723624686150817, "percentage": 87.24, "elapsed_time": "1 day, 0:12:59", "remaining_time": "3:32:33"} +{"current_steps": 39440, "total_steps": 45204, "loss": 0.2149, "learning_rate": 7.91677990195866e-07, "epoch": 0.872473076256595, "percentage": 87.25, "elapsed_time": "1 day, 0:13:08", "remaining_time": "3:32:22"} +{"current_steps": 39445, "total_steps": 45204, "loss": 0.3333, "learning_rate": 7.90323475301612e-07, "epoch": 0.8725836838981083, "percentage": 87.26, "elapsed_time": "1 day, 0:13:18", "remaining_time": "3:32:10"} +{"current_steps": 39450, "total_steps": 45204, "loss": 0.3218, "learning_rate": 7.88970072472921e-07, "epoch": 0.8726942915396215, "percentage": 87.27, "elapsed_time": "1 day, 0:13:28", "remaining_time": "3:31:59"} +{"current_steps": 39455, "total_steps": 45204, "loss": 0.4042, "learning_rate": 7.876177818732223e-07, "epoch": 0.8728048991811348, "percentage": 87.28, "elapsed_time": "1 day, 0:13:41", "remaining_time": "3:31:49"} +{"current_steps": 39460, "total_steps": 45204, "loss": 0.3735, "learning_rate": 7.862666036658029e-07, "epoch": 0.8729155068226481, "percentage": 87.29, "elapsed_time": "1 day, 0:13:54", "remaining_time": "3:31:38"} +{"current_steps": 39465, "total_steps": 45204, "loss": 0.2997, "learning_rate": 7.849165380138124e-07, "epoch": 0.8730261144641612, "percentage": 87.3, "elapsed_time": "1 day, 0:14:04", "remaining_time": "3:31:27"} +{"current_steps": 39470, "total_steps": 45204, "loss": 0.2365, "learning_rate": 7.835675850802782e-07, "epoch": 0.8731367221056745, "percentage": 87.32, "elapsed_time": "1 day, 0:14:16", "remaining_time": "3:31:16"} +{"current_steps": 39475, "total_steps": 45204, "loss": 0.2698, "learning_rate": 7.822197450280799e-07, "epoch": 0.8732473297471878, "percentage": 87.33, "elapsed_time": "1 day, 0:14:27", "remaining_time": "3:31:05"} +{"current_steps": 39480, "total_steps": 45204, "loss": 0.3519, "learning_rate": 7.808730180199719e-07, "epoch": 0.873357937388701, "percentage": 87.34, "elapsed_time": "1 day, 0:14:36", "remaining_time": "3:30:53"} +{"current_steps": 39485, "total_steps": 45204, "loss": 0.3478, "learning_rate": 7.795274042185729e-07, "epoch": 0.8734685450302143, "percentage": 87.35, "elapsed_time": "1 day, 0:14:49", "remaining_time": "3:30:42"} +{"current_steps": 39490, "total_steps": 45204, "loss": 0.434, "learning_rate": 7.781829037863586e-07, "epoch": 0.8735791526717276, "percentage": 87.36, "elapsed_time": "1 day, 0:14:59", "remaining_time": "3:30:31"} +{"current_steps": 39495, "total_steps": 45204, "loss": 0.373, "learning_rate": 7.768395168856835e-07, "epoch": 0.8736897603132409, "percentage": 87.37, "elapsed_time": "1 day, 0:15:10", "remaining_time": "3:30:20"} +{"current_steps": 39500, "total_steps": 45204, "loss": 0.3097, "learning_rate": 7.754972436787612e-07, "epoch": 0.8738003679547541, "percentage": 87.38, "elapsed_time": "1 day, 0:15:22", "remaining_time": "3:30:09"} +{"current_steps": 39505, "total_steps": 45204, "loss": 0.2597, "learning_rate": 7.741560843276641e-07, "epoch": 0.8739109755962674, "percentage": 87.39, "elapsed_time": "1 day, 0:15:32", "remaining_time": "3:29:58"} +{"current_steps": 39510, "total_steps": 45204, "loss": 0.335, "learning_rate": 7.728160389943429e-07, "epoch": 0.8740215832377807, "percentage": 87.4, "elapsed_time": "1 day, 0:15:40", "remaining_time": "3:29:47"} +{"current_steps": 39515, "total_steps": 45204, "loss": 0.2346, "learning_rate": 7.71477107840608e-07, "epoch": 0.8741321908792938, "percentage": 87.41, "elapsed_time": "1 day, 0:15:51", "remaining_time": "3:29:36"} +{"current_steps": 39520, "total_steps": 45204, "loss": 0.367, "learning_rate": 7.701392910281291e-07, "epoch": 0.8742427985208071, "percentage": 87.43, "elapsed_time": "1 day, 0:16:01", "remaining_time": "3:29:24"} +{"current_steps": 39525, "total_steps": 45204, "loss": 0.3084, "learning_rate": 7.688025887184525e-07, "epoch": 0.8743534061623204, "percentage": 87.44, "elapsed_time": "1 day, 0:16:10", "remaining_time": "3:29:13"} +{"current_steps": 39530, "total_steps": 45204, "loss": 0.2864, "learning_rate": 7.674670010729846e-07, "epoch": 0.8744640138038337, "percentage": 87.45, "elapsed_time": "1 day, 0:16:21", "remaining_time": "3:29:02"} +{"current_steps": 39535, "total_steps": 45204, "loss": 0.3963, "learning_rate": 7.66132528252993e-07, "epoch": 0.8745746214453469, "percentage": 87.46, "elapsed_time": "1 day, 0:16:33", "remaining_time": "3:28:51"} +{"current_steps": 39540, "total_steps": 45204, "loss": 0.2535, "learning_rate": 7.64799170419619e-07, "epoch": 0.8746852290868602, "percentage": 87.47, "elapsed_time": "1 day, 0:16:42", "remaining_time": "3:28:40"} +{"current_steps": 39545, "total_steps": 45204, "loss": 0.3123, "learning_rate": 7.634669277338647e-07, "epoch": 0.8747958367283735, "percentage": 87.48, "elapsed_time": "1 day, 0:16:51", "remaining_time": "3:28:28"} +{"current_steps": 39550, "total_steps": 45204, "loss": 0.2299, "learning_rate": 7.621358003565937e-07, "epoch": 0.8749064443698867, "percentage": 87.49, "elapsed_time": "1 day, 0:17:00", "remaining_time": "3:28:17"} +{"current_steps": 39555, "total_steps": 45204, "loss": 0.3045, "learning_rate": 7.608057884485431e-07, "epoch": 0.8750170520114, "percentage": 87.5, "elapsed_time": "1 day, 0:17:12", "remaining_time": "3:28:06"} +{"current_steps": 39560, "total_steps": 45204, "loss": 0.2603, "learning_rate": 7.594768921703133e-07, "epoch": 0.8751276596529132, "percentage": 87.51, "elapsed_time": "1 day, 0:17:22", "remaining_time": "3:27:55"} +{"current_steps": 39565, "total_steps": 45204, "loss": 0.4078, "learning_rate": 7.581491116823625e-07, "epoch": 0.8752382672944264, "percentage": 87.53, "elapsed_time": "1 day, 0:17:32", "remaining_time": "3:27:44"} +{"current_steps": 39570, "total_steps": 45204, "loss": 0.4174, "learning_rate": 7.568224471450258e-07, "epoch": 0.8753488749359397, "percentage": 87.54, "elapsed_time": "1 day, 0:17:45", "remaining_time": "3:27:33"} +{"current_steps": 39575, "total_steps": 45204, "loss": 0.2659, "learning_rate": 7.554968987184929e-07, "epoch": 0.875459482577453, "percentage": 87.55, "elapsed_time": "1 day, 0:17:56", "remaining_time": "3:27:22"} +{"current_steps": 39580, "total_steps": 45204, "loss": 0.1895, "learning_rate": 7.541724665628236e-07, "epoch": 0.8755700902189663, "percentage": 87.56, "elapsed_time": "1 day, 0:18:06", "remaining_time": "3:27:11"} +{"current_steps": 39585, "total_steps": 45204, "loss": 0.211, "learning_rate": 7.528491508379465e-07, "epoch": 0.8756806978604795, "percentage": 87.57, "elapsed_time": "1 day, 0:18:16", "remaining_time": "3:26:59"} +{"current_steps": 39590, "total_steps": 45204, "loss": 0.3787, "learning_rate": 7.515269517036472e-07, "epoch": 0.8757913055019928, "percentage": 87.58, "elapsed_time": "1 day, 0:18:29", "remaining_time": "3:26:49"} +{"current_steps": 39595, "total_steps": 45204, "loss": 0.4415, "learning_rate": 7.502058693195835e-07, "epoch": 0.8759019131435061, "percentage": 87.59, "elapsed_time": "1 day, 0:18:39", "remaining_time": "3:26:37"} +{"current_steps": 39600, "total_steps": 45204, "loss": 0.3374, "learning_rate": 7.488859038452767e-07, "epoch": 0.8760125207850193, "percentage": 87.6, "elapsed_time": "1 day, 0:18:50", "remaining_time": "3:26:26"} +{"current_steps": 39605, "total_steps": 45204, "loss": 0.2002, "learning_rate": 7.475670554401071e-07, "epoch": 0.8761231284265326, "percentage": 87.61, "elapsed_time": "1 day, 0:18:59", "remaining_time": "3:26:15"} +{"current_steps": 39610, "total_steps": 45204, "loss": 0.3096, "learning_rate": 7.462493242633296e-07, "epoch": 0.8762337360680458, "percentage": 87.62, "elapsed_time": "1 day, 0:19:10", "remaining_time": "3:26:04"} +{"current_steps": 39615, "total_steps": 45204, "loss": 0.3571, "learning_rate": 7.449327104740612e-07, "epoch": 0.876344343709559, "percentage": 87.64, "elapsed_time": "1 day, 0:19:23", "remaining_time": "3:25:53"} +{"current_steps": 39620, "total_steps": 45204, "loss": 0.3321, "learning_rate": 7.43617214231277e-07, "epoch": 0.8764549513510723, "percentage": 87.65, "elapsed_time": "1 day, 0:19:36", "remaining_time": "3:25:42"} +{"current_steps": 39625, "total_steps": 45204, "loss": 0.1696, "learning_rate": 7.423028356938278e-07, "epoch": 0.8765655589925856, "percentage": 87.66, "elapsed_time": "1 day, 0:19:46", "remaining_time": "3:25:31"} +{"current_steps": 39630, "total_steps": 45204, "loss": 0.3631, "learning_rate": 7.409895750204232e-07, "epoch": 0.8766761666340989, "percentage": 87.67, "elapsed_time": "1 day, 0:19:57", "remaining_time": "3:25:20"} +{"current_steps": 39635, "total_steps": 45204, "loss": 0.179, "learning_rate": 7.396774323696366e-07, "epoch": 0.8767867742756121, "percentage": 87.68, "elapsed_time": "1 day, 0:20:08", "remaining_time": "3:25:09"} +{"current_steps": 39640, "total_steps": 45204, "loss": 0.3602, "learning_rate": 7.383664078999109e-07, "epoch": 0.8768973819171254, "percentage": 87.69, "elapsed_time": "1 day, 0:20:18", "remaining_time": "3:24:58"} +{"current_steps": 39645, "total_steps": 45204, "loss": 0.3878, "learning_rate": 7.370565017695541e-07, "epoch": 0.8770079895586387, "percentage": 87.7, "elapsed_time": "1 day, 0:20:29", "remaining_time": "3:24:47"} +{"current_steps": 39650, "total_steps": 45204, "loss": 0.3359, "learning_rate": 7.357477141367309e-07, "epoch": 0.877118597200152, "percentage": 87.71, "elapsed_time": "1 day, 0:20:42", "remaining_time": "3:24:36"} +{"current_steps": 39655, "total_steps": 45204, "loss": 0.4205, "learning_rate": 7.344400451594824e-07, "epoch": 0.8772292048416651, "percentage": 87.72, "elapsed_time": "1 day, 0:20:54", "remaining_time": "3:24:25"} +{"current_steps": 39660, "total_steps": 45204, "loss": 0.3005, "learning_rate": 7.331334949957081e-07, "epoch": 0.8773398124831784, "percentage": 87.74, "elapsed_time": "1 day, 0:21:05", "remaining_time": "3:24:14"} +{"current_steps": 39665, "total_steps": 45204, "loss": 0.4756, "learning_rate": 7.318280638031705e-07, "epoch": 0.8774504201246917, "percentage": 87.75, "elapsed_time": "1 day, 0:21:17", "remaining_time": "3:24:03"} +{"current_steps": 39670, "total_steps": 45204, "loss": 0.1896, "learning_rate": 7.305237517395058e-07, "epoch": 0.8775610277662049, "percentage": 87.76, "elapsed_time": "1 day, 0:21:28", "remaining_time": "3:23:52"} +{"current_steps": 39675, "total_steps": 45204, "loss": 0.3065, "learning_rate": 7.292205589622037e-07, "epoch": 0.8776716354077182, "percentage": 87.77, "elapsed_time": "1 day, 0:21:38", "remaining_time": "3:23:41"} +{"current_steps": 39680, "total_steps": 45204, "loss": 0.4244, "learning_rate": 7.279184856286247e-07, "epoch": 0.8777822430492315, "percentage": 87.78, "elapsed_time": "1 day, 0:21:49", "remaining_time": "3:23:30"} +{"current_steps": 39685, "total_steps": 45204, "loss": 0.3609, "learning_rate": 7.266175318959989e-07, "epoch": 0.8778928506907447, "percentage": 87.79, "elapsed_time": "1 day, 0:22:03", "remaining_time": "3:23:19"} +{"current_steps": 39690, "total_steps": 45204, "loss": 0.3241, "learning_rate": 7.253176979214083e-07, "epoch": 0.878003458332258, "percentage": 87.8, "elapsed_time": "1 day, 0:22:15", "remaining_time": "3:23:08"} +{"current_steps": 39695, "total_steps": 45204, "loss": 0.3064, "learning_rate": 7.240189838618151e-07, "epoch": 0.8781140659737713, "percentage": 87.81, "elapsed_time": "1 day, 0:22:25", "remaining_time": "3:22:57"} +{"current_steps": 39700, "total_steps": 45204, "loss": 0.2928, "learning_rate": 7.22721389874036e-07, "epoch": 0.8782246736152846, "percentage": 87.82, "elapsed_time": "1 day, 0:22:38", "remaining_time": "3:22:46"} +{"current_steps": 39705, "total_steps": 45204, "loss": 0.3586, "learning_rate": 7.214249161147513e-07, "epoch": 0.8783352812567977, "percentage": 87.84, "elapsed_time": "1 day, 0:22:50", "remaining_time": "3:22:35"} +{"current_steps": 39710, "total_steps": 45204, "loss": 0.3171, "learning_rate": 7.201295627405136e-07, "epoch": 0.878445888898311, "percentage": 87.85, "elapsed_time": "1 day, 0:23:00", "remaining_time": "3:22:24"} +{"current_steps": 39715, "total_steps": 45204, "loss": 0.3301, "learning_rate": 7.188353299077389e-07, "epoch": 0.8785564965398243, "percentage": 87.86, "elapsed_time": "1 day, 0:23:12", "remaining_time": "3:22:13"} +{"current_steps": 39720, "total_steps": 45204, "loss": 0.2335, "learning_rate": 7.175422177726976e-07, "epoch": 0.8786671041813375, "percentage": 87.87, "elapsed_time": "1 day, 0:23:23", "remaining_time": "3:22:02"} +{"current_steps": 39725, "total_steps": 45204, "loss": 0.3691, "learning_rate": 7.162502264915395e-07, "epoch": 0.8787777118228508, "percentage": 87.88, "elapsed_time": "1 day, 0:23:36", "remaining_time": "3:21:51"} +{"current_steps": 39730, "total_steps": 45204, "loss": 0.254, "learning_rate": 7.149593562202716e-07, "epoch": 0.8788883194643641, "percentage": 87.89, "elapsed_time": "1 day, 0:23:47", "remaining_time": "3:21:40"} +{"current_steps": 39735, "total_steps": 45204, "loss": 0.259, "learning_rate": 7.136696071147608e-07, "epoch": 0.8789989271058773, "percentage": 87.9, "elapsed_time": "1 day, 0:23:59", "remaining_time": "3:21:29"} +{"current_steps": 39740, "total_steps": 45204, "loss": 0.2717, "learning_rate": 7.12380979330749e-07, "epoch": 0.8791095347473906, "percentage": 87.91, "elapsed_time": "1 day, 0:24:09", "remaining_time": "3:21:18"} +{"current_steps": 39745, "total_steps": 45204, "loss": 0.2915, "learning_rate": 7.110934730238372e-07, "epoch": 0.8792201423889039, "percentage": 87.92, "elapsed_time": "1 day, 0:24:22", "remaining_time": "3:21:08"} +{"current_steps": 39750, "total_steps": 45204, "loss": 0.4057, "learning_rate": 7.098070883494879e-07, "epoch": 0.879330750030417, "percentage": 87.93, "elapsed_time": "1 day, 0:24:32", "remaining_time": "3:20:56"} +{"current_steps": 39755, "total_steps": 45204, "loss": 0.4105, "learning_rate": 7.085218254630344e-07, "epoch": 0.8794413576719303, "percentage": 87.95, "elapsed_time": "1 day, 0:24:46", "remaining_time": "3:20:46"} +{"current_steps": 39760, "total_steps": 45204, "loss": 0.3315, "learning_rate": 7.072376845196738e-07, "epoch": 0.8795519653134436, "percentage": 87.96, "elapsed_time": "1 day, 0:24:58", "remaining_time": "3:20:35"} +{"current_steps": 39765, "total_steps": 45204, "loss": 0.2574, "learning_rate": 7.059546656744598e-07, "epoch": 0.8796625729549569, "percentage": 87.97, "elapsed_time": "1 day, 0:25:07", "remaining_time": "3:20:23"} +{"current_steps": 39770, "total_steps": 45204, "loss": 0.3319, "learning_rate": 7.046727690823207e-07, "epoch": 0.8797731805964701, "percentage": 87.98, "elapsed_time": "1 day, 0:25:17", "remaining_time": "3:20:12"} +{"current_steps": 39775, "total_steps": 45204, "loss": 0.2943, "learning_rate": 7.033919948980472e-07, "epoch": 0.8798837882379834, "percentage": 87.99, "elapsed_time": "1 day, 0:25:26", "remaining_time": "3:20:01"} +{"current_steps": 39780, "total_steps": 45204, "loss": 0.357, "learning_rate": 7.021123432762855e-07, "epoch": 0.8799943958794967, "percentage": 88.0, "elapsed_time": "1 day, 0:25:37", "remaining_time": "3:19:50"} +{"current_steps": 39785, "total_steps": 45204, "loss": 0.3734, "learning_rate": 7.008338143715609e-07, "epoch": 0.88010500352101, "percentage": 88.01, "elapsed_time": "1 day, 0:25:47", "remaining_time": "3:19:39"} +{"current_steps": 39790, "total_steps": 45204, "loss": 0.4425, "learning_rate": 6.9955640833825e-07, "epoch": 0.8802156111625232, "percentage": 88.02, "elapsed_time": "1 day, 0:25:59", "remaining_time": "3:19:28"} +{"current_steps": 39795, "total_steps": 45204, "loss": 0.2918, "learning_rate": 6.982801253305993e-07, "epoch": 0.8803262188040364, "percentage": 88.03, "elapsed_time": "1 day, 0:26:09", "remaining_time": "3:19:16"} +{"current_steps": 39800, "total_steps": 45204, "loss": 0.2995, "learning_rate": 6.970049655027245e-07, "epoch": 0.8804368264455497, "percentage": 88.05, "elapsed_time": "1 day, 0:26:19", "remaining_time": "3:19:05"} +{"current_steps": 39805, "total_steps": 45204, "loss": 0.212, "learning_rate": 6.957309290085934e-07, "epoch": 0.8805474340870629, "percentage": 88.06, "elapsed_time": "1 day, 0:26:29", "remaining_time": "3:18:54"} +{"current_steps": 39810, "total_steps": 45204, "loss": 0.2652, "learning_rate": 6.94458016002052e-07, "epoch": 0.8806580417285762, "percentage": 88.07, "elapsed_time": "1 day, 0:26:38", "remaining_time": "3:18:43"} +{"current_steps": 39815, "total_steps": 45204, "loss": 0.3568, "learning_rate": 6.931862266368028e-07, "epoch": 0.8807686493700895, "percentage": 88.08, "elapsed_time": "1 day, 0:26:50", "remaining_time": "3:18:32"} +{"current_steps": 39820, "total_steps": 45204, "loss": 0.3167, "learning_rate": 6.919155610664097e-07, "epoch": 0.8808792570116027, "percentage": 88.09, "elapsed_time": "1 day, 0:26:59", "remaining_time": "3:18:21"} +{"current_steps": 39825, "total_steps": 45204, "loss": 0.3312, "learning_rate": 6.906460194443098e-07, "epoch": 0.880989864653116, "percentage": 88.1, "elapsed_time": "1 day, 0:27:11", "remaining_time": "3:18:10"} +{"current_steps": 39830, "total_steps": 45204, "loss": 0.347, "learning_rate": 6.893776019237996e-07, "epoch": 0.8811004722946293, "percentage": 88.11, "elapsed_time": "1 day, 0:27:21", "remaining_time": "3:17:58"} +{"current_steps": 39835, "total_steps": 45204, "loss": 0.148, "learning_rate": 6.881103086580365e-07, "epoch": 0.8812110799361426, "percentage": 88.12, "elapsed_time": "1 day, 0:27:31", "remaining_time": "3:17:47"} +{"current_steps": 39840, "total_steps": 45204, "loss": 0.2869, "learning_rate": 6.868441398000491e-07, "epoch": 0.8813216875776558, "percentage": 88.13, "elapsed_time": "1 day, 0:27:40", "remaining_time": "3:17:36"} +{"current_steps": 39845, "total_steps": 45204, "loss": 0.3756, "learning_rate": 6.855790955027275e-07, "epoch": 0.881432295219169, "percentage": 88.14, "elapsed_time": "1 day, 0:27:49", "remaining_time": "3:17:25"} +{"current_steps": 39850, "total_steps": 45204, "loss": 0.3454, "learning_rate": 6.843151759188204e-07, "epoch": 0.8815429028606823, "percentage": 88.16, "elapsed_time": "1 day, 0:28:00", "remaining_time": "3:17:13"} +{"current_steps": 39855, "total_steps": 45204, "loss": 0.3131, "learning_rate": 6.830523812009515e-07, "epoch": 0.8816535105021955, "percentage": 88.17, "elapsed_time": "1 day, 0:28:12", "remaining_time": "3:17:03"} +{"current_steps": 39860, "total_steps": 45204, "loss": 0.3416, "learning_rate": 6.817907115016009e-07, "epoch": 0.8817641181437088, "percentage": 88.18, "elapsed_time": "1 day, 0:28:23", "remaining_time": "3:16:51"} +{"current_steps": 39865, "total_steps": 45204, "loss": 0.44, "learning_rate": 6.805301669731124e-07, "epoch": 0.8818747257852221, "percentage": 88.19, "elapsed_time": "1 day, 0:28:39", "remaining_time": "3:16:41"} +{"current_steps": 39870, "total_steps": 45204, "loss": 0.2942, "learning_rate": 6.792707477676996e-07, "epoch": 0.8819853334267354, "percentage": 88.2, "elapsed_time": "1 day, 0:28:49", "remaining_time": "3:16:30"} +{"current_steps": 39875, "total_steps": 45204, "loss": 0.3087, "learning_rate": 6.780124540374366e-07, "epoch": 0.8820959410682486, "percentage": 88.21, "elapsed_time": "1 day, 0:29:01", "remaining_time": "3:16:19"} +{"current_steps": 39880, "total_steps": 45204, "loss": 0.3294, "learning_rate": 6.767552859342585e-07, "epoch": 0.8822065487097619, "percentage": 88.22, "elapsed_time": "1 day, 0:29:10", "remaining_time": "3:16:08"} +{"current_steps": 39885, "total_steps": 45204, "loss": 0.33, "learning_rate": 6.754992436099739e-07, "epoch": 0.8823171563512752, "percentage": 88.23, "elapsed_time": "1 day, 0:29:19", "remaining_time": "3:15:56"} +{"current_steps": 39890, "total_steps": 45204, "loss": 0.2303, "learning_rate": 6.742443272162447e-07, "epoch": 0.8824277639927883, "percentage": 88.24, "elapsed_time": "1 day, 0:29:29", "remaining_time": "3:15:45"} +{"current_steps": 39895, "total_steps": 45204, "loss": 0.3181, "learning_rate": 6.729905369046008e-07, "epoch": 0.8825383716343016, "percentage": 88.26, "elapsed_time": "1 day, 0:29:40", "remaining_time": "3:15:34"} +{"current_steps": 39900, "total_steps": 45204, "loss": 0.3049, "learning_rate": 6.717378728264434e-07, "epoch": 0.8826489792758149, "percentage": 88.27, "elapsed_time": "1 day, 0:29:50", "remaining_time": "3:15:23"} +{"current_steps": 39905, "total_steps": 45204, "loss": 0.3226, "learning_rate": 6.704863351330227e-07, "epoch": 0.8827595869173281, "percentage": 88.28, "elapsed_time": "1 day, 0:30:02", "remaining_time": "3:15:12"} +{"current_steps": 39910, "total_steps": 45204, "loss": 0.3159, "learning_rate": 6.692359239754686e-07, "epoch": 0.8828701945588414, "percentage": 88.29, "elapsed_time": "1 day, 0:30:13", "remaining_time": "3:15:01"} +{"current_steps": 39915, "total_steps": 45204, "loss": 0.3206, "learning_rate": 6.679866395047674e-07, "epoch": 0.8829808022003547, "percentage": 88.3, "elapsed_time": "1 day, 0:30:25", "remaining_time": "3:14:50"} +{"current_steps": 39920, "total_steps": 45204, "loss": 0.3805, "learning_rate": 6.667384818717637e-07, "epoch": 0.883091409841868, "percentage": 88.31, "elapsed_time": "1 day, 0:30:38", "remaining_time": "3:14:39"} +{"current_steps": 39925, "total_steps": 45204, "loss": 0.2348, "learning_rate": 6.654914512271782e-07, "epoch": 0.8832020174833812, "percentage": 88.32, "elapsed_time": "1 day, 0:30:47", "remaining_time": "3:14:28"} +{"current_steps": 39930, "total_steps": 45204, "loss": 0.4051, "learning_rate": 6.642455477215881e-07, "epoch": 0.8833126251248945, "percentage": 88.33, "elapsed_time": "1 day, 0:30:56", "remaining_time": "3:14:17"} +{"current_steps": 39935, "total_steps": 45204, "loss": 0.3443, "learning_rate": 6.630007715054321e-07, "epoch": 0.8834232327664078, "percentage": 88.34, "elapsed_time": "1 day, 0:31:07", "remaining_time": "3:14:05"} +{"current_steps": 39940, "total_steps": 45204, "loss": 0.324, "learning_rate": 6.61757122729022e-07, "epoch": 0.8835338404079209, "percentage": 88.36, "elapsed_time": "1 day, 0:31:17", "remaining_time": "3:13:54"} +{"current_steps": 39945, "total_steps": 45204, "loss": 0.2801, "learning_rate": 6.605146015425268e-07, "epoch": 0.8836444480494342, "percentage": 88.37, "elapsed_time": "1 day, 0:31:31", "remaining_time": "3:13:44"} +{"current_steps": 39950, "total_steps": 45204, "loss": 0.3154, "learning_rate": 6.592732080959762e-07, "epoch": 0.8837550556909475, "percentage": 88.38, "elapsed_time": "1 day, 0:31:42", "remaining_time": "3:13:33"} +{"current_steps": 39955, "total_steps": 45204, "loss": 0.254, "learning_rate": 6.580329425392729e-07, "epoch": 0.8838656633324607, "percentage": 88.39, "elapsed_time": "1 day, 0:31:53", "remaining_time": "3:13:21"} +{"current_steps": 39960, "total_steps": 45204, "loss": 0.2907, "learning_rate": 6.567938050221778e-07, "epoch": 0.883976270973974, "percentage": 88.4, "elapsed_time": "1 day, 0:32:01", "remaining_time": "3:13:10"} +{"current_steps": 39965, "total_steps": 45204, "loss": 0.3337, "learning_rate": 6.555557956943126e-07, "epoch": 0.8840868786154873, "percentage": 88.41, "elapsed_time": "1 day, 0:32:12", "remaining_time": "3:12:59"} +{"current_steps": 39970, "total_steps": 45204, "loss": 0.3312, "learning_rate": 6.543189147051709e-07, "epoch": 0.8841974862570006, "percentage": 88.42, "elapsed_time": "1 day, 0:32:23", "remaining_time": "3:12:48"} +{"current_steps": 39975, "total_steps": 45204, "loss": 0.3599, "learning_rate": 6.530831622041067e-07, "epoch": 0.8843080938985138, "percentage": 88.43, "elapsed_time": "1 day, 0:32:39", "remaining_time": "3:12:37"} +{"current_steps": 39980, "total_steps": 45204, "loss": 0.3795, "learning_rate": 6.518485383403306e-07, "epoch": 0.8844187015400271, "percentage": 88.44, "elapsed_time": "1 day, 0:32:49", "remaining_time": "3:12:26"} +{"current_steps": 39985, "total_steps": 45204, "loss": 0.3526, "learning_rate": 6.506150432629277e-07, "epoch": 0.8845293091815403, "percentage": 88.45, "elapsed_time": "1 day, 0:33:00", "remaining_time": "3:12:15"} +{"current_steps": 39990, "total_steps": 45204, "loss": 0.3637, "learning_rate": 6.493826771208434e-07, "epoch": 0.8846399168230535, "percentage": 88.47, "elapsed_time": "1 day, 0:33:10", "remaining_time": "3:12:04"} +{"current_steps": 39995, "total_steps": 45204, "loss": 0.3868, "learning_rate": 6.481514400628786e-07, "epoch": 0.8847505244645668, "percentage": 88.48, "elapsed_time": "1 day, 0:33:19", "remaining_time": "3:11:53"} +{"current_steps": 40000, "total_steps": 45204, "loss": 0.3408, "learning_rate": 6.469213322377144e-07, "epoch": 0.8848611321060801, "percentage": 88.49, "elapsed_time": "1 day, 0:33:29", "remaining_time": "3:11:42"} +{"current_steps": 40005, "total_steps": 45204, "loss": 0.2615, "learning_rate": 6.456923537938786e-07, "epoch": 0.8849717397475934, "percentage": 88.5, "elapsed_time": "1 day, 0:33:41", "remaining_time": "3:11:31"} +{"current_steps": 40010, "total_steps": 45204, "loss": 0.2527, "learning_rate": 6.444645048797704e-07, "epoch": 0.8850823473891066, "percentage": 88.51, "elapsed_time": "1 day, 0:33:49", "remaining_time": "3:11:19"} +{"current_steps": 40015, "total_steps": 45204, "loss": 0.3364, "learning_rate": 6.432377856436578e-07, "epoch": 0.8851929550306199, "percentage": 88.52, "elapsed_time": "1 day, 0:33:59", "remaining_time": "3:11:08"} +{"current_steps": 40020, "total_steps": 45204, "loss": 0.2226, "learning_rate": 6.420121962336601e-07, "epoch": 0.8853035626721332, "percentage": 88.53, "elapsed_time": "1 day, 0:34:08", "remaining_time": "3:10:57"} +{"current_steps": 40025, "total_steps": 45204, "loss": 0.3159, "learning_rate": 6.40787736797771e-07, "epoch": 0.8854141703136464, "percentage": 88.54, "elapsed_time": "1 day, 0:34:21", "remaining_time": "3:10:46"} +{"current_steps": 40030, "total_steps": 45204, "loss": 0.3112, "learning_rate": 6.395644074838436e-07, "epoch": 0.8855247779551597, "percentage": 88.55, "elapsed_time": "1 day, 0:34:32", "remaining_time": "3:10:35"} +{"current_steps": 40035, "total_steps": 45204, "loss": 0.2962, "learning_rate": 6.383422084395907e-07, "epoch": 0.8856353855966729, "percentage": 88.57, "elapsed_time": "1 day, 0:34:45", "remaining_time": "3:10:24"} +{"current_steps": 40040, "total_steps": 45204, "loss": 0.2431, "learning_rate": 6.371211398125965e-07, "epoch": 0.8857459932381861, "percentage": 88.58, "elapsed_time": "1 day, 0:34:56", "remaining_time": "3:10:13"} +{"current_steps": 40045, "total_steps": 45204, "loss": 0.3023, "learning_rate": 6.359012017503042e-07, "epoch": 0.8858566008796994, "percentage": 88.59, "elapsed_time": "1 day, 0:35:05", "remaining_time": "3:10:02"} +{"current_steps": 40050, "total_steps": 45204, "loss": 0.4695, "learning_rate": 6.34682394400018e-07, "epoch": 0.8859672085212127, "percentage": 88.6, "elapsed_time": "1 day, 0:35:19", "remaining_time": "3:09:51"} +{"current_steps": 40055, "total_steps": 45204, "loss": 0.4764, "learning_rate": 6.334647179089115e-07, "epoch": 0.886077816162726, "percentage": 88.61, "elapsed_time": "1 day, 0:35:31", "remaining_time": "3:09:40"} +{"current_steps": 40060, "total_steps": 45204, "loss": 0.3, "learning_rate": 6.322481724240193e-07, "epoch": 0.8861884238042392, "percentage": 88.62, "elapsed_time": "1 day, 0:35:41", "remaining_time": "3:09:29"} +{"current_steps": 40065, "total_steps": 45204, "loss": 0.3691, "learning_rate": 6.310327580922337e-07, "epoch": 0.8862990314457525, "percentage": 88.63, "elapsed_time": "1 day, 0:35:50", "remaining_time": "3:09:18"} +{"current_steps": 40070, "total_steps": 45204, "loss": 0.3428, "learning_rate": 6.29818475060322e-07, "epoch": 0.8864096390872658, "percentage": 88.64, "elapsed_time": "1 day, 0:36:02", "remaining_time": "3:09:07"} +{"current_steps": 40075, "total_steps": 45204, "loss": 0.3557, "learning_rate": 6.286053234749057e-07, "epoch": 0.886520246728779, "percentage": 88.65, "elapsed_time": "1 day, 0:36:11", "remaining_time": "3:08:55"} +{"current_steps": 40080, "total_steps": 45204, "loss": 0.2517, "learning_rate": 6.273933034824709e-07, "epoch": 0.8866308543702922, "percentage": 88.66, "elapsed_time": "1 day, 0:36:23", "remaining_time": "3:08:44"} +{"current_steps": 40085, "total_steps": 45204, "loss": 0.1958, "learning_rate": 6.261824152293705e-07, "epoch": 0.8867414620118055, "percentage": 88.68, "elapsed_time": "1 day, 0:36:34", "remaining_time": "3:08:33"} +{"current_steps": 40090, "total_steps": 45204, "loss": 0.2747, "learning_rate": 6.249726588618211e-07, "epoch": 0.8868520696533188, "percentage": 88.69, "elapsed_time": "1 day, 0:36:45", "remaining_time": "3:08:22"} +{"current_steps": 40095, "total_steps": 45204, "loss": 0.3942, "learning_rate": 6.237640345258944e-07, "epoch": 0.886962677294832, "percentage": 88.7, "elapsed_time": "1 day, 0:36:57", "remaining_time": "3:08:11"} +{"current_steps": 40100, "total_steps": 45204, "loss": 0.268, "learning_rate": 6.225565423675384e-07, "epoch": 0.8870732849363453, "percentage": 88.71, "elapsed_time": "1 day, 0:37:08", "remaining_time": "3:08:00"} +{"current_steps": 40105, "total_steps": 45204, "loss": 0.3537, "learning_rate": 6.213501825325529e-07, "epoch": 0.8871838925778586, "percentage": 88.72, "elapsed_time": "1 day, 0:37:19", "remaining_time": "3:07:49"} +{"current_steps": 40110, "total_steps": 45204, "loss": 0.2489, "learning_rate": 6.201449551666039e-07, "epoch": 0.8872945002193718, "percentage": 88.73, "elapsed_time": "1 day, 0:37:30", "remaining_time": "3:07:38"} +{"current_steps": 40115, "total_steps": 45204, "loss": 0.4152, "learning_rate": 6.18940860415228e-07, "epoch": 0.8874051078608851, "percentage": 88.74, "elapsed_time": "1 day, 0:37:41", "remaining_time": "3:07:27"} +{"current_steps": 40120, "total_steps": 45204, "loss": 0.3805, "learning_rate": 6.177378984238136e-07, "epoch": 0.8875157155023984, "percentage": 88.75, "elapsed_time": "1 day, 0:37:50", "remaining_time": "3:07:16"} +{"current_steps": 40125, "total_steps": 45204, "loss": 0.2959, "learning_rate": 6.16536069337621e-07, "epoch": 0.8876263231439117, "percentage": 88.76, "elapsed_time": "1 day, 0:38:01", "remaining_time": "3:07:05"} +{"current_steps": 40130, "total_steps": 45204, "loss": 0.3752, "learning_rate": 6.153353733017731e-07, "epoch": 0.8877369307854248, "percentage": 88.78, "elapsed_time": "1 day, 0:38:14", "remaining_time": "3:06:54"} +{"current_steps": 40135, "total_steps": 45204, "loss": 0.1823, "learning_rate": 6.141358104612472e-07, "epoch": 0.8878475384269381, "percentage": 88.79, "elapsed_time": "1 day, 0:38:23", "remaining_time": "3:06:43"} +{"current_steps": 40140, "total_steps": 45204, "loss": 0.2245, "learning_rate": 6.12937380960894e-07, "epoch": 0.8879581460684514, "percentage": 88.8, "elapsed_time": "1 day, 0:38:34", "remaining_time": "3:06:32"} +{"current_steps": 40145, "total_steps": 45204, "loss": 0.4087, "learning_rate": 6.117400849454258e-07, "epoch": 0.8880687537099646, "percentage": 88.81, "elapsed_time": "1 day, 0:38:46", "remaining_time": "3:06:21"} +{"current_steps": 40150, "total_steps": 45204, "loss": 0.2248, "learning_rate": 6.105439225594101e-07, "epoch": 0.8881793613514779, "percentage": 88.82, "elapsed_time": "1 day, 0:38:56", "remaining_time": "3:06:09"} +{"current_steps": 40155, "total_steps": 45204, "loss": 0.3878, "learning_rate": 6.093488939472869e-07, "epoch": 0.8882899689929912, "percentage": 88.83, "elapsed_time": "1 day, 0:39:07", "remaining_time": "3:05:58"} +{"current_steps": 40160, "total_steps": 45204, "loss": 0.3843, "learning_rate": 6.081549992533553e-07, "epoch": 0.8884005766345044, "percentage": 88.84, "elapsed_time": "1 day, 0:39:18", "remaining_time": "3:05:47"} +{"current_steps": 40165, "total_steps": 45204, "loss": 0.2407, "learning_rate": 6.069622386217755e-07, "epoch": 0.8885111842760177, "percentage": 88.85, "elapsed_time": "1 day, 0:39:28", "remaining_time": "3:05:36"} +{"current_steps": 40170, "total_steps": 45204, "loss": 0.2653, "learning_rate": 6.057706121965756e-07, "epoch": 0.888621791917531, "percentage": 88.86, "elapsed_time": "1 day, 0:39:36", "remaining_time": "3:05:25"} +{"current_steps": 40175, "total_steps": 45204, "loss": 0.391, "learning_rate": 6.04580120121645e-07, "epoch": 0.8887323995590442, "percentage": 88.87, "elapsed_time": "1 day, 0:39:51", "remaining_time": "3:05:14"} +{"current_steps": 40180, "total_steps": 45204, "loss": 0.2257, "learning_rate": 6.033907625407298e-07, "epoch": 0.8888430072005574, "percentage": 88.89, "elapsed_time": "1 day, 0:40:04", "remaining_time": "3:05:03"} +{"current_steps": 40185, "total_steps": 45204, "loss": 0.3163, "learning_rate": 6.022025395974495e-07, "epoch": 0.8889536148420707, "percentage": 88.9, "elapsed_time": "1 day, 0:40:17", "remaining_time": "3:04:53"} +{"current_steps": 40190, "total_steps": 45204, "loss": 0.3213, "learning_rate": 6.010154514352817e-07, "epoch": 0.889064222483584, "percentage": 88.91, "elapsed_time": "1 day, 0:40:27", "remaining_time": "3:04:41"} +{"current_steps": 40195, "total_steps": 45204, "loss": 0.4454, "learning_rate": 5.998294981975627e-07, "epoch": 0.8891748301250972, "percentage": 88.92, "elapsed_time": "1 day, 0:40:40", "remaining_time": "3:04:31"} +{"current_steps": 40200, "total_steps": 45204, "loss": 0.3887, "learning_rate": 5.986446800275004e-07, "epoch": 0.8892854377666105, "percentage": 88.93, "elapsed_time": "1 day, 0:40:51", "remaining_time": "3:04:20"} +{"current_steps": 40205, "total_steps": 45204, "loss": 0.3277, "learning_rate": 5.9746099706816e-07, "epoch": 0.8893960454081238, "percentage": 88.94, "elapsed_time": "1 day, 0:41:03", "remaining_time": "3:04:09"} +{"current_steps": 40210, "total_steps": 45204, "loss": 0.3268, "learning_rate": 5.962784494624685e-07, "epoch": 0.889506653049637, "percentage": 88.95, "elapsed_time": "1 day, 0:41:15", "remaining_time": "3:03:58"} +{"current_steps": 40215, "total_steps": 45204, "loss": 0.4451, "learning_rate": 5.950970373532228e-07, "epoch": 0.8896172606911503, "percentage": 88.96, "elapsed_time": "1 day, 0:41:26", "remaining_time": "3:03:47"} +{"current_steps": 40220, "total_steps": 45204, "loss": 0.396, "learning_rate": 5.939167608830731e-07, "epoch": 0.8897278683326636, "percentage": 88.97, "elapsed_time": "1 day, 0:41:35", "remaining_time": "3:03:35"} +{"current_steps": 40225, "total_steps": 45204, "loss": 0.2809, "learning_rate": 5.92737620194539e-07, "epoch": 0.8898384759741768, "percentage": 88.99, "elapsed_time": "1 day, 0:41:45", "remaining_time": "3:03:24"} +{"current_steps": 40230, "total_steps": 45204, "loss": 0.3121, "learning_rate": 5.915596154300052e-07, "epoch": 0.88994908361569, "percentage": 89.0, "elapsed_time": "1 day, 0:41:56", "remaining_time": "3:03:13"} +{"current_steps": 40235, "total_steps": 45204, "loss": 0.3721, "learning_rate": 5.90382746731708e-07, "epoch": 0.8900596912572033, "percentage": 89.01, "elapsed_time": "1 day, 0:42:06", "remaining_time": "3:03:02"} +{"current_steps": 40240, "total_steps": 45204, "loss": 0.3132, "learning_rate": 5.892070142417605e-07, "epoch": 0.8901702988987166, "percentage": 89.02, "elapsed_time": "1 day, 0:42:17", "remaining_time": "3:02:51"} +{"current_steps": 40245, "total_steps": 45204, "loss": 0.2288, "learning_rate": 5.880324181021313e-07, "epoch": 0.8902809065402298, "percentage": 89.03, "elapsed_time": "1 day, 0:42:26", "remaining_time": "3:02:40"} +{"current_steps": 40250, "total_steps": 45204, "loss": 0.2024, "learning_rate": 5.86858958454648e-07, "epoch": 0.8903915141817431, "percentage": 89.04, "elapsed_time": "1 day, 0:42:36", "remaining_time": "3:02:28"} +{"current_steps": 40255, "total_steps": 45204, "loss": 0.3437, "learning_rate": 5.856866354410084e-07, "epoch": 0.8905021218232564, "percentage": 89.05, "elapsed_time": "1 day, 0:42:46", "remaining_time": "3:02:17"} +{"current_steps": 40260, "total_steps": 45204, "loss": 0.2279, "learning_rate": 5.845154492027727e-07, "epoch": 0.8906127294647697, "percentage": 89.06, "elapsed_time": "1 day, 0:42:57", "remaining_time": "3:02:06"} +{"current_steps": 40265, "total_steps": 45204, "loss": 0.3503, "learning_rate": 5.833453998813566e-07, "epoch": 0.8907233371062829, "percentage": 89.07, "elapsed_time": "1 day, 0:43:07", "remaining_time": "3:01:55"} +{"current_steps": 40270, "total_steps": 45204, "loss": 0.2639, "learning_rate": 5.821764876180446e-07, "epoch": 0.8908339447477961, "percentage": 89.09, "elapsed_time": "1 day, 0:43:18", "remaining_time": "3:01:44"} +{"current_steps": 40275, "total_steps": 45204, "loss": 0.392, "learning_rate": 5.810087125539865e-07, "epoch": 0.8909445523893094, "percentage": 89.1, "elapsed_time": "1 day, 0:43:27", "remaining_time": "3:01:33"} +{"current_steps": 40280, "total_steps": 45204, "loss": 0.4089, "learning_rate": 5.798420748301837e-07, "epoch": 0.8910551600308226, "percentage": 89.11, "elapsed_time": "1 day, 0:43:39", "remaining_time": "3:01:22"} +{"current_steps": 40285, "total_steps": 45204, "loss": 0.3277, "learning_rate": 5.786765745875122e-07, "epoch": 0.8911657676723359, "percentage": 89.12, "elapsed_time": "1 day, 0:43:51", "remaining_time": "3:01:11"} +{"current_steps": 40290, "total_steps": 45204, "loss": 0.3472, "learning_rate": 5.775122119667064e-07, "epoch": 0.8912763753138492, "percentage": 89.13, "elapsed_time": "1 day, 0:44:03", "remaining_time": "3:01:00"} +{"current_steps": 40295, "total_steps": 45204, "loss": 0.316, "learning_rate": 5.763489871083583e-07, "epoch": 0.8913869829553625, "percentage": 89.14, "elapsed_time": "1 day, 0:44:16", "remaining_time": "3:00:49"} +{"current_steps": 40300, "total_steps": 45204, "loss": 0.3051, "learning_rate": 5.751869001529309e-07, "epoch": 0.8914975905968757, "percentage": 89.15, "elapsed_time": "1 day, 0:44:27", "remaining_time": "3:00:38"} +{"current_steps": 40305, "total_steps": 45204, "loss": 0.2444, "learning_rate": 5.740259512407465e-07, "epoch": 0.891608198238389, "percentage": 89.16, "elapsed_time": "1 day, 0:44:36", "remaining_time": "3:00:27"} +{"current_steps": 40310, "total_steps": 45204, "loss": 0.3004, "learning_rate": 5.728661405119829e-07, "epoch": 0.8917188058799023, "percentage": 89.17, "elapsed_time": "1 day, 0:44:46", "remaining_time": "3:00:15"} +{"current_steps": 40315, "total_steps": 45204, "loss": 0.2563, "learning_rate": 5.717074681066958e-07, "epoch": 0.8918294135214155, "percentage": 89.18, "elapsed_time": "1 day, 0:44:58", "remaining_time": "3:00:04"} +{"current_steps": 40320, "total_steps": 45204, "loss": 0.1994, "learning_rate": 5.70549934164788e-07, "epoch": 0.8919400211629287, "percentage": 89.2, "elapsed_time": "1 day, 0:45:07", "remaining_time": "2:59:53"} +{"current_steps": 40325, "total_steps": 45204, "loss": 0.2687, "learning_rate": 5.693935388260319e-07, "epoch": 0.892050628804442, "percentage": 89.21, "elapsed_time": "1 day, 0:45:17", "remaining_time": "2:59:42"} +{"current_steps": 40330, "total_steps": 45204, "loss": 0.2514, "learning_rate": 5.682382822300669e-07, "epoch": 0.8921612364459552, "percentage": 89.22, "elapsed_time": "1 day, 0:45:27", "remaining_time": "2:59:31"} +{"current_steps": 40335, "total_steps": 45204, "loss": 0.4199, "learning_rate": 5.670841645163849e-07, "epoch": 0.8922718440874685, "percentage": 89.23, "elapsed_time": "1 day, 0:45:43", "remaining_time": "2:59:20"} +{"current_steps": 40340, "total_steps": 45204, "loss": 0.3196, "learning_rate": 5.659311858243443e-07, "epoch": 0.8923824517289818, "percentage": 89.24, "elapsed_time": "1 day, 0:45:54", "remaining_time": "2:59:09"} +{"current_steps": 40345, "total_steps": 45204, "loss": 0.2865, "learning_rate": 5.647793462931739e-07, "epoch": 0.8924930593704951, "percentage": 89.25, "elapsed_time": "1 day, 0:46:04", "remaining_time": "2:58:58"} +{"current_steps": 40350, "total_steps": 45204, "loss": 0.1527, "learning_rate": 5.636286460619489e-07, "epoch": 0.8926036670120083, "percentage": 89.26, "elapsed_time": "1 day, 0:46:12", "remaining_time": "2:58:47"} +{"current_steps": 40355, "total_steps": 45204, "loss": 0.3388, "learning_rate": 5.624790852696227e-07, "epoch": 0.8927142746535216, "percentage": 89.27, "elapsed_time": "1 day, 0:46:21", "remaining_time": "2:58:35"} +{"current_steps": 40360, "total_steps": 45204, "loss": 0.194, "learning_rate": 5.613306640550043e-07, "epoch": 0.8928248822950349, "percentage": 89.28, "elapsed_time": "1 day, 0:46:29", "remaining_time": "2:58:24"} +{"current_steps": 40365, "total_steps": 45204, "loss": 0.1521, "learning_rate": 5.601833825567593e-07, "epoch": 0.892935489936548, "percentage": 89.3, "elapsed_time": "1 day, 0:46:39", "remaining_time": "2:58:13"} +{"current_steps": 40370, "total_steps": 45204, "loss": 0.3883, "learning_rate": 5.59037240913427e-07, "epoch": 0.8930460975780613, "percentage": 89.31, "elapsed_time": "1 day, 0:46:50", "remaining_time": "2:58:02"} +{"current_steps": 40375, "total_steps": 45204, "loss": 0.2715, "learning_rate": 5.578922392634034e-07, "epoch": 0.8931567052195746, "percentage": 89.32, "elapsed_time": "1 day, 0:47:00", "remaining_time": "2:57:51"} +{"current_steps": 40380, "total_steps": 45204, "loss": 0.2123, "learning_rate": 5.567483777449434e-07, "epoch": 0.8932673128610878, "percentage": 89.33, "elapsed_time": "1 day, 0:47:10", "remaining_time": "2:57:39"} +{"current_steps": 40385, "total_steps": 45204, "loss": 0.3582, "learning_rate": 5.55605656496172e-07, "epoch": 0.8933779205026011, "percentage": 89.34, "elapsed_time": "1 day, 0:47:22", "remaining_time": "2:57:28"} +{"current_steps": 40390, "total_steps": 45204, "loss": 0.3229, "learning_rate": 5.544640756550712e-07, "epoch": 0.8934885281441144, "percentage": 89.35, "elapsed_time": "1 day, 0:47:32", "remaining_time": "2:57:17"} +{"current_steps": 40395, "total_steps": 45204, "loss": 0.3811, "learning_rate": 5.53323635359484e-07, "epoch": 0.8935991357856277, "percentage": 89.36, "elapsed_time": "1 day, 0:47:43", "remaining_time": "2:57:06"} +{"current_steps": 40400, "total_steps": 45204, "loss": 0.4146, "learning_rate": 5.521843357471213e-07, "epoch": 0.8937097434271409, "percentage": 89.37, "elapsed_time": "1 day, 0:47:55", "remaining_time": "2:56:55"} +{"current_steps": 40405, "total_steps": 45204, "loss": 0.3311, "learning_rate": 5.510461769555531e-07, "epoch": 0.8938203510686542, "percentage": 89.38, "elapsed_time": "1 day, 0:48:07", "remaining_time": "2:56:44"} +{"current_steps": 40410, "total_steps": 45204, "loss": 0.2197, "learning_rate": 5.499091591222083e-07, "epoch": 0.8939309587101675, "percentage": 89.39, "elapsed_time": "1 day, 0:48:17", "remaining_time": "2:56:33"} +{"current_steps": 40415, "total_steps": 45204, "loss": 0.348, "learning_rate": 5.48773282384385e-07, "epoch": 0.8940415663516806, "percentage": 89.41, "elapsed_time": "1 day, 0:48:30", "remaining_time": "2:56:22"} +{"current_steps": 40420, "total_steps": 45204, "loss": 0.2809, "learning_rate": 5.476385468792411e-07, "epoch": 0.8941521739931939, "percentage": 89.42, "elapsed_time": "1 day, 0:48:41", "remaining_time": "2:56:11"} +{"current_steps": 40425, "total_steps": 45204, "loss": 0.2776, "learning_rate": 5.465049527437893e-07, "epoch": 0.8942627816347072, "percentage": 89.43, "elapsed_time": "1 day, 0:48:51", "remaining_time": "2:56:00"} +{"current_steps": 40430, "total_steps": 45204, "loss": 0.2748, "learning_rate": 5.453725001149191e-07, "epoch": 0.8943733892762205, "percentage": 89.44, "elapsed_time": "1 day, 0:49:02", "remaining_time": "2:55:49"} +{"current_steps": 40435, "total_steps": 45204, "loss": 0.3744, "learning_rate": 5.442411891293675e-07, "epoch": 0.8944839969177337, "percentage": 89.45, "elapsed_time": "1 day, 0:49:15", "remaining_time": "2:55:38"} +{"current_steps": 40440, "total_steps": 45204, "loss": 0.4615, "learning_rate": 5.431110199237399e-07, "epoch": 0.894594604559247, "percentage": 89.46, "elapsed_time": "1 day, 0:49:26", "remaining_time": "2:55:27"} +{"current_steps": 40445, "total_steps": 45204, "loss": 0.3166, "learning_rate": 5.419819926345094e-07, "epoch": 0.8947052122007603, "percentage": 89.47, "elapsed_time": "1 day, 0:49:37", "remaining_time": "2:55:16"} +{"current_steps": 40450, "total_steps": 45204, "loss": 0.2923, "learning_rate": 5.408541073979979e-07, "epoch": 0.8948158198422735, "percentage": 89.48, "elapsed_time": "1 day, 0:49:47", "remaining_time": "2:55:05"} +{"current_steps": 40455, "total_steps": 45204, "loss": 0.5343, "learning_rate": 5.397273643504041e-07, "epoch": 0.8949264274837868, "percentage": 89.49, "elapsed_time": "1 day, 0:50:00", "remaining_time": "2:54:54"} +{"current_steps": 40460, "total_steps": 45204, "loss": 0.2159, "learning_rate": 5.386017636277808e-07, "epoch": 0.8950370351253, "percentage": 89.51, "elapsed_time": "1 day, 0:50:09", "remaining_time": "2:54:43"} +{"current_steps": 40465, "total_steps": 45204, "loss": 0.3906, "learning_rate": 5.374773053660387e-07, "epoch": 0.8951476427668132, "percentage": 89.52, "elapsed_time": "1 day, 0:50:20", "remaining_time": "2:54:32"} +{"current_steps": 40470, "total_steps": 45204, "loss": 0.3848, "learning_rate": 5.363539897009617e-07, "epoch": 0.8952582504083265, "percentage": 89.53, "elapsed_time": "1 day, 0:50:32", "remaining_time": "2:54:21"} +{"current_steps": 40475, "total_steps": 45204, "loss": 0.4127, "learning_rate": 5.352318167681891e-07, "epoch": 0.8953688580498398, "percentage": 89.54, "elapsed_time": "1 day, 0:50:46", "remaining_time": "2:54:10"} +{"current_steps": 40480, "total_steps": 45204, "loss": 0.2988, "learning_rate": 5.34110786703218e-07, "epoch": 0.8954794656913531, "percentage": 89.55, "elapsed_time": "1 day, 0:50:57", "remaining_time": "2:53:59"} +{"current_steps": 40485, "total_steps": 45204, "loss": 0.2759, "learning_rate": 5.32990899641418e-07, "epoch": 0.8955900733328663, "percentage": 89.56, "elapsed_time": "1 day, 0:51:07", "remaining_time": "2:53:48"} +{"current_steps": 40490, "total_steps": 45204, "loss": 0.4428, "learning_rate": 5.318721557180128e-07, "epoch": 0.8957006809743796, "percentage": 89.57, "elapsed_time": "1 day, 0:51:21", "remaining_time": "2:53:37"} +{"current_steps": 40495, "total_steps": 45204, "loss": 0.4655, "learning_rate": 5.307545550680892e-07, "epoch": 0.8958112886158929, "percentage": 89.58, "elapsed_time": "1 day, 0:51:29", "remaining_time": "2:53:26"} +{"current_steps": 40500, "total_steps": 45204, "loss": 0.2849, "learning_rate": 5.296380978265991e-07, "epoch": 0.8959218962574061, "percentage": 89.59, "elapsed_time": "1 day, 0:51:42", "remaining_time": "2:53:15"} +{"current_steps": 40505, "total_steps": 45204, "loss": 0.2414, "learning_rate": 5.285227841283557e-07, "epoch": 0.8960325038989193, "percentage": 89.6, "elapsed_time": "1 day, 0:51:52", "remaining_time": "2:53:04"} +{"current_steps": 40510, "total_steps": 45204, "loss": 0.2331, "learning_rate": 5.27408614108027e-07, "epoch": 0.8961431115404326, "percentage": 89.62, "elapsed_time": "1 day, 0:52:03", "remaining_time": "2:52:53"} +{"current_steps": 40515, "total_steps": 45204, "loss": 0.3988, "learning_rate": 5.262955879001552e-07, "epoch": 0.8962537191819459, "percentage": 89.63, "elapsed_time": "1 day, 0:52:14", "remaining_time": "2:52:42"} +{"current_steps": 40520, "total_steps": 45204, "loss": 0.344, "learning_rate": 5.251837056391363e-07, "epoch": 0.8963643268234591, "percentage": 89.64, "elapsed_time": "1 day, 0:52:26", "remaining_time": "2:52:31"} +{"current_steps": 40525, "total_steps": 45204, "loss": 0.3553, "learning_rate": 5.240729674592249e-07, "epoch": 0.8964749344649724, "percentage": 89.65, "elapsed_time": "1 day, 0:52:38", "remaining_time": "2:52:20"} +{"current_steps": 40530, "total_steps": 45204, "loss": 0.3588, "learning_rate": 5.229633734945494e-07, "epoch": 0.8965855421064857, "percentage": 89.66, "elapsed_time": "1 day, 0:52:50", "remaining_time": "2:52:09"} +{"current_steps": 40535, "total_steps": 45204, "loss": 0.2244, "learning_rate": 5.218549238790882e-07, "epoch": 0.8966961497479989, "percentage": 89.67, "elapsed_time": "1 day, 0:53:01", "remaining_time": "2:51:58"} +{"current_steps": 40540, "total_steps": 45204, "loss": 0.3691, "learning_rate": 5.207476187466854e-07, "epoch": 0.8968067573895122, "percentage": 89.68, "elapsed_time": "1 day, 0:53:13", "remaining_time": "2:51:47"} +{"current_steps": 40545, "total_steps": 45204, "loss": 0.2769, "learning_rate": 5.196414582310527e-07, "epoch": 0.8969173650310255, "percentage": 89.69, "elapsed_time": "1 day, 0:53:26", "remaining_time": "2:51:36"} +{"current_steps": 40550, "total_steps": 45204, "loss": 0.2938, "learning_rate": 5.185364424657557e-07, "epoch": 0.8970279726725388, "percentage": 89.7, "elapsed_time": "1 day, 0:53:38", "remaining_time": "2:51:25"} +{"current_steps": 40555, "total_steps": 45204, "loss": 0.3454, "learning_rate": 5.174325715842221e-07, "epoch": 0.8971385803140519, "percentage": 89.72, "elapsed_time": "1 day, 0:53:50", "remaining_time": "2:51:14"} +{"current_steps": 40560, "total_steps": 45204, "loss": 0.1722, "learning_rate": 5.163298457197508e-07, "epoch": 0.8972491879555652, "percentage": 89.73, "elapsed_time": "1 day, 0:53:58", "remaining_time": "2:51:03"} +{"current_steps": 40565, "total_steps": 45204, "loss": 0.4131, "learning_rate": 5.152282650054874e-07, "epoch": 0.8973597955970785, "percentage": 89.74, "elapsed_time": "1 day, 0:54:08", "remaining_time": "2:50:52"} +{"current_steps": 40570, "total_steps": 45204, "loss": 0.2855, "learning_rate": 5.141278295744534e-07, "epoch": 0.8974704032385917, "percentage": 89.75, "elapsed_time": "1 day, 0:54:20", "remaining_time": "2:50:41"} +{"current_steps": 40575, "total_steps": 45204, "loss": 0.3131, "learning_rate": 5.130285395595258e-07, "epoch": 0.897581010880105, "percentage": 89.76, "elapsed_time": "1 day, 0:54:30", "remaining_time": "2:50:30"} +{"current_steps": 40580, "total_steps": 45204, "loss": 0.3753, "learning_rate": 5.119303950934395e-07, "epoch": 0.8976916185216183, "percentage": 89.77, "elapsed_time": "1 day, 0:54:42", "remaining_time": "2:50:19"} +{"current_steps": 40585, "total_steps": 45204, "loss": 0.346, "learning_rate": 5.108333963087986e-07, "epoch": 0.8978022261631315, "percentage": 89.78, "elapsed_time": "1 day, 0:54:52", "remaining_time": "2:50:08"} +{"current_steps": 40590, "total_steps": 45204, "loss": 0.4808, "learning_rate": 5.097375433380647e-07, "epoch": 0.8979128338046448, "percentage": 89.79, "elapsed_time": "1 day, 0:55:05", "remaining_time": "2:49:57"} +{"current_steps": 40595, "total_steps": 45204, "loss": 0.4447, "learning_rate": 5.086428363135598e-07, "epoch": 0.8980234414461581, "percentage": 89.8, "elapsed_time": "1 day, 0:55:18", "remaining_time": "2:49:46"} +{"current_steps": 40600, "total_steps": 45204, "loss": 0.3811, "learning_rate": 5.075492753674715e-07, "epoch": 0.8981340490876712, "percentage": 89.82, "elapsed_time": "1 day, 0:55:28", "remaining_time": "2:49:35"} +{"current_steps": 40605, "total_steps": 45204, "loss": 0.2443, "learning_rate": 5.064568606318477e-07, "epoch": 0.8982446567291845, "percentage": 89.83, "elapsed_time": "1 day, 0:55:39", "remaining_time": "2:49:24"} +{"current_steps": 40610, "total_steps": 45204, "loss": 0.2557, "learning_rate": 5.053655922385936e-07, "epoch": 0.8983552643706978, "percentage": 89.84, "elapsed_time": "1 day, 0:55:51", "remaining_time": "2:49:13"} +{"current_steps": 40615, "total_steps": 45204, "loss": 0.4214, "learning_rate": 5.04275470319483e-07, "epoch": 0.8984658720122111, "percentage": 89.85, "elapsed_time": "1 day, 0:56:00", "remaining_time": "2:49:01"} +{"current_steps": 40620, "total_steps": 45204, "loss": 0.2646, "learning_rate": 5.031864950061472e-07, "epoch": 0.8985764796537243, "percentage": 89.86, "elapsed_time": "1 day, 0:56:10", "remaining_time": "2:48:50"} +{"current_steps": 40625, "total_steps": 45204, "loss": 0.3626, "learning_rate": 5.020986664300764e-07, "epoch": 0.8986870872952376, "percentage": 89.87, "elapsed_time": "1 day, 0:56:23", "remaining_time": "2:48:39"} +{"current_steps": 40630, "total_steps": 45204, "loss": 0.3402, "learning_rate": 5.010119847226303e-07, "epoch": 0.8987976949367509, "percentage": 89.88, "elapsed_time": "1 day, 0:56:34", "remaining_time": "2:48:28"} +{"current_steps": 40635, "total_steps": 45204, "loss": 0.2177, "learning_rate": 4.999264500150236e-07, "epoch": 0.8989083025782642, "percentage": 89.89, "elapsed_time": "1 day, 0:56:42", "remaining_time": "2:48:17"} +{"current_steps": 40640, "total_steps": 45204, "loss": 0.3025, "learning_rate": 4.988420624383306e-07, "epoch": 0.8990189102197774, "percentage": 89.9, "elapsed_time": "1 day, 0:56:53", "remaining_time": "2:48:06"} +{"current_steps": 40645, "total_steps": 45204, "loss": 0.2239, "learning_rate": 4.977588221234975e-07, "epoch": 0.8991295178612907, "percentage": 89.91, "elapsed_time": "1 day, 0:57:05", "remaining_time": "2:47:55"} +{"current_steps": 40650, "total_steps": 45204, "loss": 0.2913, "learning_rate": 4.966767292013208e-07, "epoch": 0.8992401255028039, "percentage": 89.93, "elapsed_time": "1 day, 0:57:15", "remaining_time": "2:47:44"} +{"current_steps": 40655, "total_steps": 45204, "loss": 0.4851, "learning_rate": 4.955957838024617e-07, "epoch": 0.8993507331443171, "percentage": 89.94, "elapsed_time": "1 day, 0:57:27", "remaining_time": "2:47:33"} +{"current_steps": 40660, "total_steps": 45204, "loss": 0.4165, "learning_rate": 4.945159860574489e-07, "epoch": 0.8994613407858304, "percentage": 89.95, "elapsed_time": "1 day, 0:57:42", "remaining_time": "2:47:22"} +{"current_steps": 40665, "total_steps": 45204, "loss": 0.3355, "learning_rate": 4.934373360966627e-07, "epoch": 0.8995719484273437, "percentage": 89.96, "elapsed_time": "1 day, 0:57:53", "remaining_time": "2:47:11"} +{"current_steps": 40670, "total_steps": 45204, "loss": 0.2048, "learning_rate": 4.923598340503521e-07, "epoch": 0.8996825560688569, "percentage": 89.97, "elapsed_time": "1 day, 0:58:03", "remaining_time": "2:47:00"} +{"current_steps": 40675, "total_steps": 45204, "loss": 0.1519, "learning_rate": 4.912834800486277e-07, "epoch": 0.8997931637103702, "percentage": 89.98, "elapsed_time": "1 day, 0:58:13", "remaining_time": "2:46:49"} +{"current_steps": 40680, "total_steps": 45204, "loss": 0.181, "learning_rate": 4.90208274221452e-07, "epoch": 0.8999037713518835, "percentage": 89.99, "elapsed_time": "1 day, 0:58:24", "remaining_time": "2:46:38"} +{"current_steps": 40685, "total_steps": 45204, "loss": 0.2189, "learning_rate": 4.891342166986623e-07, "epoch": 0.9000143789933968, "percentage": 90.0, "elapsed_time": "1 day, 0:58:34", "remaining_time": "2:46:27"} +{"current_steps": 40690, "total_steps": 45204, "loss": 0.4251, "learning_rate": 4.880613076099495e-07, "epoch": 0.90012498663491, "percentage": 90.01, "elapsed_time": "1 day, 0:58:45", "remaining_time": "2:46:16"} +{"current_steps": 40695, "total_steps": 45204, "loss": 0.4287, "learning_rate": 4.869895470848629e-07, "epoch": 0.9002355942764232, "percentage": 90.03, "elapsed_time": "1 day, 0:58:55", "remaining_time": "2:46:04"} +{"current_steps": 40700, "total_steps": 45204, "loss": 0.3729, "learning_rate": 4.859189352528215e-07, "epoch": 0.9003462019179365, "percentage": 90.04, "elapsed_time": "1 day, 0:59:07", "remaining_time": "2:45:53"} +{"current_steps": 40705, "total_steps": 45204, "loss": 0.3233, "learning_rate": 4.848494722431018e-07, "epoch": 0.9004568095594497, "percentage": 90.05, "elapsed_time": "1 day, 0:59:16", "remaining_time": "2:45:42"} +{"current_steps": 40710, "total_steps": 45204, "loss": 0.3323, "learning_rate": 4.837811581848373e-07, "epoch": 0.900567417200963, "percentage": 90.06, "elapsed_time": "1 day, 0:59:28", "remaining_time": "2:45:31"} +{"current_steps": 40715, "total_steps": 45204, "loss": 0.2732, "learning_rate": 4.82713993207029e-07, "epoch": 0.9006780248424763, "percentage": 90.07, "elapsed_time": "1 day, 0:59:38", "remaining_time": "2:45:20"} +{"current_steps": 40720, "total_steps": 45204, "loss": 0.3193, "learning_rate": 4.816479774385374e-07, "epoch": 0.9007886324839895, "percentage": 90.08, "elapsed_time": "1 day, 0:59:50", "remaining_time": "2:45:09"} +{"current_steps": 40725, "total_steps": 45204, "loss": 0.3675, "learning_rate": 4.805831110080805e-07, "epoch": 0.9008992401255028, "percentage": 90.09, "elapsed_time": "1 day, 1:00:02", "remaining_time": "2:44:58"} +{"current_steps": 40730, "total_steps": 45204, "loss": 0.1746, "learning_rate": 4.795193940442444e-07, "epoch": 0.9010098477670161, "percentage": 90.1, "elapsed_time": "1 day, 1:00:10", "remaining_time": "2:44:47"} +{"current_steps": 40735, "total_steps": 45204, "loss": 0.3697, "learning_rate": 4.784568266754719e-07, "epoch": 0.9011204554085294, "percentage": 90.11, "elapsed_time": "1 day, 1:00:24", "remaining_time": "2:44:36"} +{"current_steps": 40740, "total_steps": 45204, "loss": 0.3221, "learning_rate": 4.773954090300637e-07, "epoch": 0.9012310630500426, "percentage": 90.12, "elapsed_time": "1 day, 1:00:36", "remaining_time": "2:44:25"} +{"current_steps": 40745, "total_steps": 45204, "loss": 0.1811, "learning_rate": 4.7633514123619164e-07, "epoch": 0.9013416706915558, "percentage": 90.14, "elapsed_time": "1 day, 1:00:45", "remaining_time": "2:44:14"} +{"current_steps": 40750, "total_steps": 45204, "loss": 0.4528, "learning_rate": 4.7527602342187787e-07, "epoch": 0.9014522783330691, "percentage": 90.15, "elapsed_time": "1 day, 1:00:57", "remaining_time": "2:44:03"} +{"current_steps": 40755, "total_steps": 45204, "loss": 0.378, "learning_rate": 4.742180557150111e-07, "epoch": 0.9015628859745823, "percentage": 90.16, "elapsed_time": "1 day, 1:01:08", "remaining_time": "2:43:52"} +{"current_steps": 40760, "total_steps": 45204, "loss": 0.3829, "learning_rate": 4.731612382433448e-07, "epoch": 0.9016734936160956, "percentage": 90.17, "elapsed_time": "1 day, 1:01:19", "remaining_time": "2:43:41"} +{"current_steps": 40765, "total_steps": 45204, "loss": 0.2774, "learning_rate": 4.7210557113448574e-07, "epoch": 0.9017841012576089, "percentage": 90.18, "elapsed_time": "1 day, 1:01:30", "remaining_time": "2:43:30"} +{"current_steps": 40770, "total_steps": 45204, "loss": 0.2141, "learning_rate": 4.7105105451590414e-07, "epoch": 0.9018947088991222, "percentage": 90.19, "elapsed_time": "1 day, 1:01:39", "remaining_time": "2:43:18"} +{"current_steps": 40775, "total_steps": 45204, "loss": 0.2519, "learning_rate": 4.69997688514936e-07, "epoch": 0.9020053165406354, "percentage": 90.2, "elapsed_time": "1 day, 1:01:49", "remaining_time": "2:43:07"} +{"current_steps": 40780, "total_steps": 45204, "loss": 0.3486, "learning_rate": 4.689454732587717e-07, "epoch": 0.9021159241821487, "percentage": 90.21, "elapsed_time": "1 day, 1:02:01", "remaining_time": "2:42:56"} +{"current_steps": 40785, "total_steps": 45204, "loss": 0.2041, "learning_rate": 4.6789440887446966e-07, "epoch": 0.902226531823662, "percentage": 90.22, "elapsed_time": "1 day, 1:02:15", "remaining_time": "2:42:46"} +{"current_steps": 40790, "total_steps": 45204, "loss": 0.1894, "learning_rate": 4.6684449548894396e-07, "epoch": 0.9023371394651751, "percentage": 90.24, "elapsed_time": "1 day, 1:02:25", "remaining_time": "2:42:34"} +{"current_steps": 40795, "total_steps": 45204, "loss": 0.2347, "learning_rate": 4.6579573322896755e-07, "epoch": 0.9024477471066884, "percentage": 90.25, "elapsed_time": "1 day, 1:02:37", "remaining_time": "2:42:23"} +{"current_steps": 40800, "total_steps": 45204, "loss": 0.421, "learning_rate": 4.647481222211836e-07, "epoch": 0.9025583547482017, "percentage": 90.26, "elapsed_time": "1 day, 1:02:48", "remaining_time": "2:42:12"} +{"current_steps": 40805, "total_steps": 45204, "loss": 0.3913, "learning_rate": 4.637016625920909e-07, "epoch": 0.902668962389715, "percentage": 90.27, "elapsed_time": "1 day, 1:02:59", "remaining_time": "2:42:01"} +{"current_steps": 40810, "total_steps": 45204, "loss": 0.3316, "learning_rate": 4.6265635446804293e-07, "epoch": 0.9027795700312282, "percentage": 90.28, "elapsed_time": "1 day, 1:03:11", "remaining_time": "2:41:50"} +{"current_steps": 40815, "total_steps": 45204, "loss": 0.3321, "learning_rate": 4.6161219797526637e-07, "epoch": 0.9028901776727415, "percentage": 90.29, "elapsed_time": "1 day, 1:03:21", "remaining_time": "2:41:39"} +{"current_steps": 40820, "total_steps": 45204, "loss": 0.4926, "learning_rate": 4.605691932398415e-07, "epoch": 0.9030007853142548, "percentage": 90.3, "elapsed_time": "1 day, 1:03:35", "remaining_time": "2:41:29"} +{"current_steps": 40825, "total_steps": 45204, "loss": 0.2834, "learning_rate": 4.5952734038770765e-07, "epoch": 0.903111392955768, "percentage": 90.31, "elapsed_time": "1 day, 1:03:46", "remaining_time": "2:41:17"} +{"current_steps": 40830, "total_steps": 45204, "loss": 0.4148, "learning_rate": 4.584866395446719e-07, "epoch": 0.9032220005972813, "percentage": 90.32, "elapsed_time": "1 day, 1:03:58", "remaining_time": "2:41:06"} +{"current_steps": 40835, "total_steps": 45204, "loss": 0.2092, "learning_rate": 4.5744709083639817e-07, "epoch": 0.9033326082387946, "percentage": 90.33, "elapsed_time": "1 day, 1:04:07", "remaining_time": "2:40:55"} +{"current_steps": 40840, "total_steps": 45204, "loss": 0.2942, "learning_rate": 4.564086943884083e-07, "epoch": 0.9034432158803077, "percentage": 90.35, "elapsed_time": "1 day, 1:04:19", "remaining_time": "2:40:44"} +{"current_steps": 40845, "total_steps": 45204, "loss": 0.4137, "learning_rate": 4.5537145032609196e-07, "epoch": 0.903553823521821, "percentage": 90.36, "elapsed_time": "1 day, 1:04:32", "remaining_time": "2:40:33"} +{"current_steps": 40850, "total_steps": 45204, "loss": 0.1983, "learning_rate": 4.5433535877469684e-07, "epoch": 0.9036644311633343, "percentage": 90.37, "elapsed_time": "1 day, 1:04:40", "remaining_time": "2:40:22"} +{"current_steps": 40855, "total_steps": 45204, "loss": 0.3391, "learning_rate": 4.5330041985932604e-07, "epoch": 0.9037750388048476, "percentage": 90.38, "elapsed_time": "1 day, 1:04:52", "remaining_time": "2:40:11"} +{"current_steps": 40860, "total_steps": 45204, "loss": 0.1897, "learning_rate": 4.5226663370495193e-07, "epoch": 0.9038856464463608, "percentage": 90.39, "elapsed_time": "1 day, 1:05:02", "remaining_time": "2:40:00"} +{"current_steps": 40865, "total_steps": 45204, "loss": 0.1994, "learning_rate": 4.5123400043640355e-07, "epoch": 0.9039962540878741, "percentage": 90.4, "elapsed_time": "1 day, 1:05:11", "remaining_time": "2:39:49"} +{"current_steps": 40870, "total_steps": 45204, "loss": 0.2801, "learning_rate": 4.5020252017836664e-07, "epoch": 0.9041068617293874, "percentage": 90.41, "elapsed_time": "1 day, 1:05:22", "remaining_time": "2:39:38"} +{"current_steps": 40875, "total_steps": 45204, "loss": 0.4345, "learning_rate": 4.491721930554005e-07, "epoch": 0.9042174693709006, "percentage": 90.42, "elapsed_time": "1 day, 1:05:36", "remaining_time": "2:39:27"} +{"current_steps": 40880, "total_steps": 45204, "loss": 0.3449, "learning_rate": 4.4814301919190895e-07, "epoch": 0.9043280770124139, "percentage": 90.43, "elapsed_time": "1 day, 1:05:44", "remaining_time": "2:39:16"} +{"current_steps": 40885, "total_steps": 45204, "loss": 0.4094, "learning_rate": 4.47114998712167e-07, "epoch": 0.9044386846539271, "percentage": 90.45, "elapsed_time": "1 day, 1:05:57", "remaining_time": "2:39:05"} +{"current_steps": 40890, "total_steps": 45204, "loss": 0.3482, "learning_rate": 4.4608813174030986e-07, "epoch": 0.9045492922954403, "percentage": 90.46, "elapsed_time": "1 day, 1:06:10", "remaining_time": "2:38:54"} +{"current_steps": 40895, "total_steps": 45204, "loss": 0.3458, "learning_rate": 4.450624184003283e-07, "epoch": 0.9046598999369536, "percentage": 90.47, "elapsed_time": "1 day, 1:06:20", "remaining_time": "2:38:43"} +{"current_steps": 40900, "total_steps": 45204, "loss": 0.3452, "learning_rate": 4.440378588160799e-07, "epoch": 0.9047705075784669, "percentage": 90.48, "elapsed_time": "1 day, 1:06:29", "remaining_time": "2:38:31"} +{"current_steps": 40905, "total_steps": 45204, "loss": 0.235, "learning_rate": 4.43014453111279e-07, "epoch": 0.9048811152199802, "percentage": 90.49, "elapsed_time": "1 day, 1:06:38", "remaining_time": "2:38:20"} +{"current_steps": 40910, "total_steps": 45204, "loss": 0.2778, "learning_rate": 4.4199220140949797e-07, "epoch": 0.9049917228614934, "percentage": 90.5, "elapsed_time": "1 day, 1:06:49", "remaining_time": "2:38:09"} +{"current_steps": 40915, "total_steps": 45204, "loss": 0.3516, "learning_rate": 4.4097110383417794e-07, "epoch": 0.9051023305030067, "percentage": 90.51, "elapsed_time": "1 day, 1:07:01", "remaining_time": "2:37:58"} +{"current_steps": 40920, "total_steps": 45204, "loss": 0.3648, "learning_rate": 4.3995116050861596e-07, "epoch": 0.90521293814452, "percentage": 90.52, "elapsed_time": "1 day, 1:07:11", "remaining_time": "2:37:47"} +{"current_steps": 40925, "total_steps": 45204, "loss": 0.3206, "learning_rate": 4.389323715559657e-07, "epoch": 0.9053235457860332, "percentage": 90.53, "elapsed_time": "1 day, 1:07:23", "remaining_time": "2:37:36"} +{"current_steps": 40930, "total_steps": 45204, "loss": 0.3383, "learning_rate": 4.3791473709924983e-07, "epoch": 0.9054341534275465, "percentage": 90.55, "elapsed_time": "1 day, 1:07:34", "remaining_time": "2:37:25"} +{"current_steps": 40935, "total_steps": 45204, "loss": 0.1942, "learning_rate": 4.368982572613467e-07, "epoch": 0.9055447610690597, "percentage": 90.56, "elapsed_time": "1 day, 1:07:44", "remaining_time": "2:37:14"} +{"current_steps": 40940, "total_steps": 45204, "loss": 0.3387, "learning_rate": 4.3588293216499265e-07, "epoch": 0.905655368710573, "percentage": 90.57, "elapsed_time": "1 day, 1:07:55", "remaining_time": "2:37:03"} +{"current_steps": 40945, "total_steps": 45204, "loss": 0.3766, "learning_rate": 4.3486876193279184e-07, "epoch": 0.9057659763520862, "percentage": 90.58, "elapsed_time": "1 day, 1:08:09", "remaining_time": "2:36:52"} +{"current_steps": 40950, "total_steps": 45204, "loss": 0.2502, "learning_rate": 4.33855746687204e-07, "epoch": 0.9058765839935995, "percentage": 90.59, "elapsed_time": "1 day, 1:08:20", "remaining_time": "2:36:41"} +{"current_steps": 40955, "total_steps": 45204, "loss": 0.3068, "learning_rate": 4.32843886550548e-07, "epoch": 0.9059871916351128, "percentage": 90.6, "elapsed_time": "1 day, 1:08:33", "remaining_time": "2:36:30"} +{"current_steps": 40960, "total_steps": 45204, "loss": 0.3579, "learning_rate": 4.3183318164501053e-07, "epoch": 0.906097799276626, "percentage": 90.61, "elapsed_time": "1 day, 1:08:44", "remaining_time": "2:36:19"} +{"current_steps": 40965, "total_steps": 45204, "loss": 0.2327, "learning_rate": 4.3082363209262843e-07, "epoch": 0.9062084069181393, "percentage": 90.62, "elapsed_time": "1 day, 1:08:53", "remaining_time": "2:36:08"} +{"current_steps": 40970, "total_steps": 45204, "loss": 0.426, "learning_rate": 4.2981523801530647e-07, "epoch": 0.9063190145596526, "percentage": 90.63, "elapsed_time": "1 day, 1:09:03", "remaining_time": "2:35:57"} +{"current_steps": 40975, "total_steps": 45204, "loss": 0.377, "learning_rate": 4.2880799953481044e-07, "epoch": 0.9064296222011659, "percentage": 90.64, "elapsed_time": "1 day, 1:09:16", "remaining_time": "2:35:46"} +{"current_steps": 40980, "total_steps": 45204, "loss": 0.3291, "learning_rate": 4.2780191677276205e-07, "epoch": 0.906540229842679, "percentage": 90.66, "elapsed_time": "1 day, 1:09:27", "remaining_time": "2:35:35"} +{"current_steps": 40985, "total_steps": 45204, "loss": 0.2591, "learning_rate": 4.26796989850643e-07, "epoch": 0.9066508374841923, "percentage": 90.67, "elapsed_time": "1 day, 1:09:37", "remaining_time": "2:35:24"} +{"current_steps": 40990, "total_steps": 45204, "loss": 0.3398, "learning_rate": 4.2579321888980285e-07, "epoch": 0.9067614451257056, "percentage": 90.68, "elapsed_time": "1 day, 1:09:49", "remaining_time": "2:35:13"} +{"current_steps": 40995, "total_steps": 45204, "loss": 0.3203, "learning_rate": 4.2479060401144246e-07, "epoch": 0.9068720527672188, "percentage": 90.69, "elapsed_time": "1 day, 1:10:00", "remaining_time": "2:35:02"} +{"current_steps": 41000, "total_steps": 45204, "loss": 0.4053, "learning_rate": 4.237891453366294e-07, "epoch": 0.9069826604087321, "percentage": 90.7, "elapsed_time": "1 day, 1:10:12", "remaining_time": "2:34:51"} +{"current_steps": 41005, "total_steps": 45204, "loss": 0.3008, "learning_rate": 4.227888429862903e-07, "epoch": 0.9070932680502454, "percentage": 90.71, "elapsed_time": "1 day, 1:10:21", "remaining_time": "2:34:39"} +{"current_steps": 41010, "total_steps": 45204, "loss": 0.3399, "learning_rate": 4.217896970812085e-07, "epoch": 0.9072038756917586, "percentage": 90.72, "elapsed_time": "1 day, 1:10:33", "remaining_time": "2:34:28"} +{"current_steps": 41015, "total_steps": 45204, "loss": 0.3199, "learning_rate": 4.2079170774203315e-07, "epoch": 0.9073144833332719, "percentage": 90.73, "elapsed_time": "1 day, 1:10:45", "remaining_time": "2:34:17"} +{"current_steps": 41020, "total_steps": 45204, "loss": 0.4754, "learning_rate": 4.1979487508927106e-07, "epoch": 0.9074250909747852, "percentage": 90.74, "elapsed_time": "1 day, 1:10:58", "remaining_time": "2:34:07"} +{"current_steps": 41025, "total_steps": 45204, "loss": 0.2265, "learning_rate": 4.1879919924328604e-07, "epoch": 0.9075356986162985, "percentage": 90.76, "elapsed_time": "1 day, 1:11:08", "remaining_time": "2:33:55"} +{"current_steps": 41030, "total_steps": 45204, "loss": 0.3254, "learning_rate": 4.1780468032430857e-07, "epoch": 0.9076463062578116, "percentage": 90.77, "elapsed_time": "1 day, 1:11:18", "remaining_time": "2:33:44"} +{"current_steps": 41035, "total_steps": 45204, "loss": 0.2264, "learning_rate": 4.1681131845242915e-07, "epoch": 0.9077569138993249, "percentage": 90.78, "elapsed_time": "1 day, 1:11:29", "remaining_time": "2:33:33"} +{"current_steps": 41040, "total_steps": 45204, "loss": 0.4338, "learning_rate": 4.1581911374758867e-07, "epoch": 0.9078675215408382, "percentage": 90.79, "elapsed_time": "1 day, 1:11:41", "remaining_time": "2:33:22"} +{"current_steps": 41045, "total_steps": 45204, "loss": 0.3179, "learning_rate": 4.1482806632960227e-07, "epoch": 0.9079781291823514, "percentage": 90.8, "elapsed_time": "1 day, 1:11:56", "remaining_time": "2:33:12"} +{"current_steps": 41050, "total_steps": 45204, "loss": 0.4771, "learning_rate": 4.138381763181365e-07, "epoch": 0.9080887368238647, "percentage": 90.81, "elapsed_time": "1 day, 1:12:08", "remaining_time": "2:33:01"} +{"current_steps": 41055, "total_steps": 45204, "loss": 0.2702, "learning_rate": 4.1284944383271797e-07, "epoch": 0.908199344465378, "percentage": 90.82, "elapsed_time": "1 day, 1:12:19", "remaining_time": "2:32:50"} +{"current_steps": 41060, "total_steps": 45204, "loss": 0.3201, "learning_rate": 4.1186186899273896e-07, "epoch": 0.9083099521068912, "percentage": 90.83, "elapsed_time": "1 day, 1:12:30", "remaining_time": "2:32:39"} +{"current_steps": 41065, "total_steps": 45204, "loss": 0.3648, "learning_rate": 4.108754519174485e-07, "epoch": 0.9084205597484045, "percentage": 90.84, "elapsed_time": "1 day, 1:12:42", "remaining_time": "2:32:28"} +{"current_steps": 41070, "total_steps": 45204, "loss": 0.3966, "learning_rate": 4.0989019272595243e-07, "epoch": 0.9085311673899178, "percentage": 90.85, "elapsed_time": "1 day, 1:12:55", "remaining_time": "2:32:17"} +{"current_steps": 41075, "total_steps": 45204, "loss": 0.3518, "learning_rate": 4.089060915372256e-07, "epoch": 0.908641775031431, "percentage": 90.87, "elapsed_time": "1 day, 1:13:04", "remaining_time": "2:32:05"} +{"current_steps": 41080, "total_steps": 45204, "loss": 0.3518, "learning_rate": 4.079231484700952e-07, "epoch": 0.9087523826729442, "percentage": 90.88, "elapsed_time": "1 day, 1:13:14", "remaining_time": "2:31:54"} +{"current_steps": 41085, "total_steps": 45204, "loss": 0.3178, "learning_rate": 4.0694136364324956e-07, "epoch": 0.9088629903144575, "percentage": 90.89, "elapsed_time": "1 day, 1:13:25", "remaining_time": "2:31:43"} +{"current_steps": 41090, "total_steps": 45204, "loss": 0.3158, "learning_rate": 4.0596073717524385e-07, "epoch": 0.9089735979559708, "percentage": 90.9, "elapsed_time": "1 day, 1:13:34", "remaining_time": "2:31:32"} +{"current_steps": 41095, "total_steps": 45204, "loss": 0.3852, "learning_rate": 4.0498126918448453e-07, "epoch": 0.909084205597484, "percentage": 90.91, "elapsed_time": "1 day, 1:13:45", "remaining_time": "2:31:21"} +{"current_steps": 41100, "total_steps": 45204, "loss": 0.3141, "learning_rate": 4.0400295978924143e-07, "epoch": 0.9091948132389973, "percentage": 90.92, "elapsed_time": "1 day, 1:13:58", "remaining_time": "2:31:10"} +{"current_steps": 41105, "total_steps": 45204, "loss": 0.3721, "learning_rate": 4.0302580910764997e-07, "epoch": 0.9093054208805106, "percentage": 90.93, "elapsed_time": "1 day, 1:14:11", "remaining_time": "2:30:59"} +{"current_steps": 41110, "total_steps": 45204, "loss": 0.2806, "learning_rate": 4.0204981725769363e-07, "epoch": 0.9094160285220239, "percentage": 90.94, "elapsed_time": "1 day, 1:14:23", "remaining_time": "2:30:48"} +{"current_steps": 41115, "total_steps": 45204, "loss": 0.2679, "learning_rate": 4.010749843572304e-07, "epoch": 0.9095266361635371, "percentage": 90.95, "elapsed_time": "1 day, 1:14:33", "remaining_time": "2:30:37"} +{"current_steps": 41120, "total_steps": 45204, "loss": 0.213, "learning_rate": 4.0010131052396704e-07, "epoch": 0.9096372438050504, "percentage": 90.97, "elapsed_time": "1 day, 1:14:44", "remaining_time": "2:30:26"} +{"current_steps": 41125, "total_steps": 45204, "loss": 0.3979, "learning_rate": 3.9912879587547417e-07, "epoch": 0.9097478514465636, "percentage": 90.98, "elapsed_time": "1 day, 1:14:55", "remaining_time": "2:30:15"} +{"current_steps": 41130, "total_steps": 45204, "loss": 0.2404, "learning_rate": 3.9815744052918324e-07, "epoch": 0.9098584590880768, "percentage": 90.99, "elapsed_time": "1 day, 1:15:04", "remaining_time": "2:30:04"} +{"current_steps": 41135, "total_steps": 45204, "loss": 0.3981, "learning_rate": 3.971872446023872e-07, "epoch": 0.9099690667295901, "percentage": 91.0, "elapsed_time": "1 day, 1:15:19", "remaining_time": "2:29:53"} +{"current_steps": 41140, "total_steps": 45204, "loss": 0.2569, "learning_rate": 3.9621820821223347e-07, "epoch": 0.9100796743711034, "percentage": 91.01, "elapsed_time": "1 day, 1:15:29", "remaining_time": "2:29:42"} +{"current_steps": 41145, "total_steps": 45204, "loss": 0.3545, "learning_rate": 3.95250331475735e-07, "epoch": 0.9101902820126166, "percentage": 91.02, "elapsed_time": "1 day, 1:15:40", "remaining_time": "2:29:31"} +{"current_steps": 41150, "total_steps": 45204, "loss": 0.2956, "learning_rate": 3.9428361450976284e-07, "epoch": 0.9103008896541299, "percentage": 91.03, "elapsed_time": "1 day, 1:15:51", "remaining_time": "2:29:20"} +{"current_steps": 41155, "total_steps": 45204, "loss": 0.2732, "learning_rate": 3.9331805743104577e-07, "epoch": 0.9104114972956432, "percentage": 91.04, "elapsed_time": "1 day, 1:16:01", "remaining_time": "2:29:09"} +{"current_steps": 41160, "total_steps": 45204, "loss": 0.3907, "learning_rate": 3.9235366035617617e-07, "epoch": 0.9105221049371565, "percentage": 91.05, "elapsed_time": "1 day, 1:16:11", "remaining_time": "2:28:58"} +{"current_steps": 41165, "total_steps": 45204, "loss": 0.2511, "learning_rate": 3.913904234016053e-07, "epoch": 0.9106327125786697, "percentage": 91.06, "elapsed_time": "1 day, 1:16:21", "remaining_time": "2:28:46"} +{"current_steps": 41170, "total_steps": 45204, "loss": 0.1577, "learning_rate": 3.9042834668364116e-07, "epoch": 0.9107433202201829, "percentage": 91.08, "elapsed_time": "1 day, 1:16:29", "remaining_time": "2:28:35"} +{"current_steps": 41175, "total_steps": 45204, "loss": 0.2434, "learning_rate": 3.8946743031845755e-07, "epoch": 0.9108539278616962, "percentage": 91.09, "elapsed_time": "1 day, 1:16:39", "remaining_time": "2:28:24"} +{"current_steps": 41180, "total_steps": 45204, "loss": 0.2937, "learning_rate": 3.885076744220817e-07, "epoch": 0.9109645355032094, "percentage": 91.1, "elapsed_time": "1 day, 1:16:50", "remaining_time": "2:28:13"} +{"current_steps": 41185, "total_steps": 45204, "loss": 0.4099, "learning_rate": 3.875490791104042e-07, "epoch": 0.9110751431447227, "percentage": 91.11, "elapsed_time": "1 day, 1:17:01", "remaining_time": "2:28:02"} +{"current_steps": 41190, "total_steps": 45204, "loss": 0.3325, "learning_rate": 3.8659164449917796e-07, "epoch": 0.911185750786236, "percentage": 91.12, "elapsed_time": "1 day, 1:17:13", "remaining_time": "2:27:51"} +{"current_steps": 41195, "total_steps": 45204, "loss": 0.3397, "learning_rate": 3.856353707040106e-07, "epoch": 0.9112963584277493, "percentage": 91.13, "elapsed_time": "1 day, 1:17:23", "remaining_time": "2:27:40"} +{"current_steps": 41200, "total_steps": 45204, "loss": 0.3993, "learning_rate": 3.846802578403708e-07, "epoch": 0.9114069660692625, "percentage": 91.14, "elapsed_time": "1 day, 1:17:33", "remaining_time": "2:27:28"} +{"current_steps": 41205, "total_steps": 45204, "loss": 0.4143, "learning_rate": 3.8372630602359183e-07, "epoch": 0.9115175737107758, "percentage": 91.15, "elapsed_time": "1 day, 1:17:47", "remaining_time": "2:27:18"} +{"current_steps": 41210, "total_steps": 45204, "loss": 0.4266, "learning_rate": 3.827735153688594e-07, "epoch": 0.9116281813522891, "percentage": 91.16, "elapsed_time": "1 day, 1:18:00", "remaining_time": "2:27:07"} +{"current_steps": 41215, "total_steps": 45204, "loss": 0.3226, "learning_rate": 3.818218859912248e-07, "epoch": 0.9117387889938023, "percentage": 91.18, "elapsed_time": "1 day, 1:18:09", "remaining_time": "2:26:56"} +{"current_steps": 41220, "total_steps": 45204, "loss": 0.2834, "learning_rate": 3.8087141800559725e-07, "epoch": 0.9118493966353155, "percentage": 91.19, "elapsed_time": "1 day, 1:18:18", "remaining_time": "2:26:44"} +{"current_steps": 41225, "total_steps": 45204, "loss": 0.434, "learning_rate": 3.7992211152674264e-07, "epoch": 0.9119600042768288, "percentage": 91.2, "elapsed_time": "1 day, 1:18:28", "remaining_time": "2:26:33"} +{"current_steps": 41230, "total_steps": 45204, "loss": 0.2992, "learning_rate": 3.7897396666929266e-07, "epoch": 0.912070611918342, "percentage": 91.21, "elapsed_time": "1 day, 1:18:37", "remaining_time": "2:26:22"} +{"current_steps": 41235, "total_steps": 45204, "loss": 0.228, "learning_rate": 3.780269835477346e-07, "epoch": 0.9121812195598553, "percentage": 91.22, "elapsed_time": "1 day, 1:18:48", "remaining_time": "2:26:11"} +{"current_steps": 41240, "total_steps": 45204, "loss": 0.3904, "learning_rate": 3.7708116227641477e-07, "epoch": 0.9122918272013686, "percentage": 91.23, "elapsed_time": "1 day, 1:19:01", "remaining_time": "2:26:00"} +{"current_steps": 41245, "total_steps": 45204, "loss": 0.2618, "learning_rate": 3.7613650296954297e-07, "epoch": 0.9124024348428819, "percentage": 91.24, "elapsed_time": "1 day, 1:19:14", "remaining_time": "2:25:49"} +{"current_steps": 41250, "total_steps": 45204, "loss": 0.2697, "learning_rate": 3.7519300574118565e-07, "epoch": 0.9125130424843951, "percentage": 91.25, "elapsed_time": "1 day, 1:19:24", "remaining_time": "2:25:38"} +{"current_steps": 41255, "total_steps": 45204, "loss": 0.3678, "learning_rate": 3.7425067070526843e-07, "epoch": 0.9126236501259084, "percentage": 91.26, "elapsed_time": "1 day, 1:19:36", "remaining_time": "2:25:27"} +{"current_steps": 41260, "total_steps": 45204, "loss": 0.2707, "learning_rate": 3.7330949797558023e-07, "epoch": 0.9127342577674217, "percentage": 91.28, "elapsed_time": "1 day, 1:19:48", "remaining_time": "2:25:16"} +{"current_steps": 41265, "total_steps": 45204, "loss": 0.501, "learning_rate": 3.72369487665768e-07, "epoch": 0.9128448654089348, "percentage": 91.29, "elapsed_time": "1 day, 1:20:02", "remaining_time": "2:25:05"} +{"current_steps": 41270, "total_steps": 45204, "loss": 0.3655, "learning_rate": 3.7143063988933306e-07, "epoch": 0.9129554730504481, "percentage": 91.3, "elapsed_time": "1 day, 1:20:14", "remaining_time": "2:24:54"} +{"current_steps": 41275, "total_steps": 45204, "loss": 0.3024, "learning_rate": 3.704929547596459e-07, "epoch": 0.9130660806919614, "percentage": 91.31, "elapsed_time": "1 day, 1:20:24", "remaining_time": "2:24:43"} +{"current_steps": 41280, "total_steps": 45204, "loss": 0.3882, "learning_rate": 3.6955643238993036e-07, "epoch": 0.9131766883334747, "percentage": 91.32, "elapsed_time": "1 day, 1:20:34", "remaining_time": "2:24:32"} +{"current_steps": 41285, "total_steps": 45204, "loss": 0.2106, "learning_rate": 3.686210728932682e-07, "epoch": 0.9132872959749879, "percentage": 91.33, "elapsed_time": "1 day, 1:20:43", "remaining_time": "2:24:21"} +{"current_steps": 41290, "total_steps": 45204, "loss": 0.2248, "learning_rate": 3.6768687638260915e-07, "epoch": 0.9133979036165012, "percentage": 91.34, "elapsed_time": "1 day, 1:20:55", "remaining_time": "2:24:10"} +{"current_steps": 41295, "total_steps": 45204, "loss": 0.2537, "learning_rate": 3.667538429707529e-07, "epoch": 0.9135085112580145, "percentage": 91.35, "elapsed_time": "1 day, 1:21:06", "remaining_time": "2:23:59"} +{"current_steps": 41300, "total_steps": 45204, "loss": 0.3198, "learning_rate": 3.658219727703627e-07, "epoch": 0.9136191188995277, "percentage": 91.36, "elapsed_time": "1 day, 1:21:18", "remaining_time": "2:23:48"} +{"current_steps": 41305, "total_steps": 45204, "loss": 0.2646, "learning_rate": 3.6489126589396627e-07, "epoch": 0.913729726541041, "percentage": 91.37, "elapsed_time": "1 day, 1:21:28", "remaining_time": "2:23:37"} +{"current_steps": 41310, "total_steps": 45204, "loss": 0.3577, "learning_rate": 3.6396172245394156e-07, "epoch": 0.9138403341825542, "percentage": 91.39, "elapsed_time": "1 day, 1:21:40", "remaining_time": "2:23:26"} +{"current_steps": 41315, "total_steps": 45204, "loss": 0.3892, "learning_rate": 3.63033342562531e-07, "epoch": 0.9139509418240674, "percentage": 91.4, "elapsed_time": "1 day, 1:21:53", "remaining_time": "2:23:15"} +{"current_steps": 41320, "total_steps": 45204, "loss": 0.2338, "learning_rate": 3.621061263318404e-07, "epoch": 0.9140615494655807, "percentage": 91.41, "elapsed_time": "1 day, 1:22:01", "remaining_time": "2:23:04"} +{"current_steps": 41325, "total_steps": 45204, "loss": 0.3072, "learning_rate": 3.611800738738247e-07, "epoch": 0.914172157107094, "percentage": 91.42, "elapsed_time": "1 day, 1:22:11", "remaining_time": "2:22:52"} +{"current_steps": 41330, "total_steps": 45204, "loss": 0.4441, "learning_rate": 3.602551853003089e-07, "epoch": 0.9142827647486073, "percentage": 91.43, "elapsed_time": "1 day, 1:22:24", "remaining_time": "2:22:42"} +{"current_steps": 41335, "total_steps": 45204, "loss": 0.212, "learning_rate": 3.593314607229736e-07, "epoch": 0.9143933723901205, "percentage": 91.44, "elapsed_time": "1 day, 1:22:35", "remaining_time": "2:22:30"} +{"current_steps": 41340, "total_steps": 45204, "loss": 0.435, "learning_rate": 3.584089002533531e-07, "epoch": 0.9145039800316338, "percentage": 91.45, "elapsed_time": "1 day, 1:22:49", "remaining_time": "2:22:20"} +{"current_steps": 41345, "total_steps": 45204, "loss": 0.3234, "learning_rate": 3.5748750400285027e-07, "epoch": 0.9146145876731471, "percentage": 91.46, "elapsed_time": "1 day, 1:22:59", "remaining_time": "2:22:09"} +{"current_steps": 41350, "total_steps": 45204, "loss": 0.4156, "learning_rate": 3.5656727208272513e-07, "epoch": 0.9147251953146603, "percentage": 91.47, "elapsed_time": "1 day, 1:23:09", "remaining_time": "2:21:57"} +{"current_steps": 41355, "total_steps": 45204, "loss": 0.3061, "learning_rate": 3.556482046040888e-07, "epoch": 0.9148358029561736, "percentage": 91.49, "elapsed_time": "1 day, 1:23:19", "remaining_time": "2:21:46"} +{"current_steps": 41360, "total_steps": 45204, "loss": 0.3514, "learning_rate": 3.5473030167792465e-07, "epoch": 0.9149464105976868, "percentage": 91.5, "elapsed_time": "1 day, 1:23:28", "remaining_time": "2:21:35"} +{"current_steps": 41365, "total_steps": 45204, "loss": 0.2398, "learning_rate": 3.5381356341506856e-07, "epoch": 0.9150570182392, "percentage": 91.51, "elapsed_time": "1 day, 1:23:37", "remaining_time": "2:21:24"} +{"current_steps": 41370, "total_steps": 45204, "loss": 0.2684, "learning_rate": 3.5289798992621195e-07, "epoch": 0.9151676258807133, "percentage": 91.52, "elapsed_time": "1 day, 1:23:47", "remaining_time": "2:21:13"} +{"current_steps": 41375, "total_steps": 45204, "loss": 0.5033, "learning_rate": 3.519835813219152e-07, "epoch": 0.9152782335222266, "percentage": 91.53, "elapsed_time": "1 day, 1:24:00", "remaining_time": "2:21:02"} +{"current_steps": 41380, "total_steps": 45204, "loss": 0.3957, "learning_rate": 3.510703377125901e-07, "epoch": 0.9153888411637399, "percentage": 91.54, "elapsed_time": "1 day, 1:24:11", "remaining_time": "2:20:51"} +{"current_steps": 41385, "total_steps": 45204, "loss": 0.3313, "learning_rate": 3.5015825920850954e-07, "epoch": 0.9154994488052531, "percentage": 91.55, "elapsed_time": "1 day, 1:24:21", "remaining_time": "2:20:40"} +{"current_steps": 41390, "total_steps": 45204, "loss": 0.274, "learning_rate": 3.492473459198109e-07, "epoch": 0.9156100564467664, "percentage": 91.56, "elapsed_time": "1 day, 1:24:32", "remaining_time": "2:20:29"} +{"current_steps": 41395, "total_steps": 45204, "loss": 0.3971, "learning_rate": 3.483375979564829e-07, "epoch": 0.9157206640882797, "percentage": 91.57, "elapsed_time": "1 day, 1:24:47", "remaining_time": "2:20:18"} +{"current_steps": 41400, "total_steps": 45204, "loss": 0.1849, "learning_rate": 3.474290154283766e-07, "epoch": 0.915831271729793, "percentage": 91.58, "elapsed_time": "1 day, 1:24:55", "remaining_time": "2:20:07"} +{"current_steps": 41405, "total_steps": 45204, "loss": 0.2355, "learning_rate": 3.465215984452075e-07, "epoch": 0.9159418793713061, "percentage": 91.6, "elapsed_time": "1 day, 1:25:04", "remaining_time": "2:19:55"} +{"current_steps": 41410, "total_steps": 45204, "loss": 0.3548, "learning_rate": 3.456153471165413e-07, "epoch": 0.9160524870128194, "percentage": 91.61, "elapsed_time": "1 day, 1:25:12", "remaining_time": "2:19:44"} +{"current_steps": 41415, "total_steps": 45204, "loss": 0.3506, "learning_rate": 3.447102615518094e-07, "epoch": 0.9161630946543327, "percentage": 91.62, "elapsed_time": "1 day, 1:25:26", "remaining_time": "2:19:33"} +{"current_steps": 41420, "total_steps": 45204, "loss": 0.2324, "learning_rate": 3.438063418603033e-07, "epoch": 0.9162737022958459, "percentage": 91.63, "elapsed_time": "1 day, 1:25:36", "remaining_time": "2:19:22"} +{"current_steps": 41425, "total_steps": 45204, "loss": 0.3544, "learning_rate": 3.4290358815116666e-07, "epoch": 0.9163843099373592, "percentage": 91.64, "elapsed_time": "1 day, 1:25:46", "remaining_time": "2:19:11"} +{"current_steps": 41430, "total_steps": 45204, "loss": 0.4406, "learning_rate": 3.4200200053340795e-07, "epoch": 0.9164949175788725, "percentage": 91.65, "elapsed_time": "1 day, 1:25:57", "remaining_time": "2:19:00"} +{"current_steps": 41435, "total_steps": 45204, "loss": 0.2561, "learning_rate": 3.4110157911589556e-07, "epoch": 0.9166055252203857, "percentage": 91.66, "elapsed_time": "1 day, 1:26:07", "remaining_time": "2:18:49"} +{"current_steps": 41440, "total_steps": 45204, "loss": 0.3807, "learning_rate": 3.4020232400735156e-07, "epoch": 0.916716132861899, "percentage": 91.67, "elapsed_time": "1 day, 1:26:20", "remaining_time": "2:18:38"} +{"current_steps": 41445, "total_steps": 45204, "loss": 0.3581, "learning_rate": 3.3930423531636446e-07, "epoch": 0.9168267405034123, "percentage": 91.68, "elapsed_time": "1 day, 1:26:31", "remaining_time": "2:18:27"} +{"current_steps": 41450, "total_steps": 45204, "loss": 0.2788, "learning_rate": 3.3840731315137767e-07, "epoch": 0.9169373481449256, "percentage": 91.7, "elapsed_time": "1 day, 1:26:40", "remaining_time": "2:18:15"} +{"current_steps": 41455, "total_steps": 45204, "loss": 0.3709, "learning_rate": 3.375115576206911e-07, "epoch": 0.9170479557864387, "percentage": 91.71, "elapsed_time": "1 day, 1:26:53", "remaining_time": "2:18:05"} +{"current_steps": 41460, "total_steps": 45204, "loss": 0.3091, "learning_rate": 3.366169688324694e-07, "epoch": 0.917158563427952, "percentage": 91.72, "elapsed_time": "1 day, 1:27:05", "remaining_time": "2:17:54"} +{"current_steps": 41465, "total_steps": 45204, "loss": 0.2468, "learning_rate": 3.357235468947351e-07, "epoch": 0.9172691710694653, "percentage": 91.73, "elapsed_time": "1 day, 1:27:17", "remaining_time": "2:17:43"} +{"current_steps": 41470, "total_steps": 45204, "loss": 0.3358, "learning_rate": 3.348312919153651e-07, "epoch": 0.9173797787109785, "percentage": 91.74, "elapsed_time": "1 day, 1:27:28", "remaining_time": "2:17:32"} +{"current_steps": 41475, "total_steps": 45204, "loss": 0.3983, "learning_rate": 3.3394020400210115e-07, "epoch": 0.9174903863524918, "percentage": 91.75, "elapsed_time": "1 day, 1:27:42", "remaining_time": "2:17:21"} +{"current_steps": 41480, "total_steps": 45204, "loss": 0.4083, "learning_rate": 3.3305028326254374e-07, "epoch": 0.9176009939940051, "percentage": 91.76, "elapsed_time": "1 day, 1:27:54", "remaining_time": "2:17:10"} +{"current_steps": 41485, "total_steps": 45204, "loss": 0.4266, "learning_rate": 3.3216152980414583e-07, "epoch": 0.9177116016355183, "percentage": 91.77, "elapsed_time": "1 day, 1:28:05", "remaining_time": "2:16:59"} +{"current_steps": 41490, "total_steps": 45204, "loss": 0.3104, "learning_rate": 3.3127394373422715e-07, "epoch": 0.9178222092770316, "percentage": 91.78, "elapsed_time": "1 day, 1:28:14", "remaining_time": "2:16:48"} +{"current_steps": 41495, "total_steps": 45204, "loss": 0.3175, "learning_rate": 3.303875251599642e-07, "epoch": 0.9179328169185449, "percentage": 91.79, "elapsed_time": "1 day, 1:28:27", "remaining_time": "2:16:37"} +{"current_steps": 41500, "total_steps": 45204, "loss": 0.2091, "learning_rate": 3.29502274188388e-07, "epoch": 0.918043424560058, "percentage": 91.81, "elapsed_time": "1 day, 1:28:37", "remaining_time": "2:16:26"} +{"current_steps": 41505, "total_steps": 45204, "loss": 0.4404, "learning_rate": 3.286181909263975e-07, "epoch": 0.9181540322015713, "percentage": 91.82, "elapsed_time": "1 day, 1:28:48", "remaining_time": "2:16:14"} +{"current_steps": 41510, "total_steps": 45204, "loss": 0.1694, "learning_rate": 3.277352754807417e-07, "epoch": 0.9182646398430846, "percentage": 91.83, "elapsed_time": "1 day, 1:28:56", "remaining_time": "2:16:03"} +{"current_steps": 41515, "total_steps": 45204, "loss": 0.2468, "learning_rate": 3.2685352795803204e-07, "epoch": 0.9183752474845979, "percentage": 91.84, "elapsed_time": "1 day, 1:29:08", "remaining_time": "2:15:52"} +{"current_steps": 41520, "total_steps": 45204, "loss": 0.4749, "learning_rate": 3.2597294846474226e-07, "epoch": 0.9184858551261111, "percentage": 91.85, "elapsed_time": "1 day, 1:29:20", "remaining_time": "2:15:41"} +{"current_steps": 41525, "total_steps": 45204, "loss": 0.3586, "learning_rate": 3.250935371072006e-07, "epoch": 0.9185964627676244, "percentage": 91.86, "elapsed_time": "1 day, 1:29:32", "remaining_time": "2:15:30"} +{"current_steps": 41530, "total_steps": 45204, "loss": 0.2674, "learning_rate": 3.2421529399159325e-07, "epoch": 0.9187070704091377, "percentage": 91.87, "elapsed_time": "1 day, 1:29:43", "remaining_time": "2:15:19"} +{"current_steps": 41535, "total_steps": 45204, "loss": 0.3055, "learning_rate": 3.233382192239731e-07, "epoch": 0.918817678050651, "percentage": 91.88, "elapsed_time": "1 day, 1:29:55", "remaining_time": "2:15:08"} +{"current_steps": 41540, "total_steps": 45204, "loss": 0.2743, "learning_rate": 3.224623129102411e-07, "epoch": 0.9189282856921642, "percentage": 91.89, "elapsed_time": "1 day, 1:30:05", "remaining_time": "2:14:57"} +{"current_steps": 41545, "total_steps": 45204, "loss": 0.2887, "learning_rate": 3.21587575156167e-07, "epoch": 0.9190388933336775, "percentage": 91.91, "elapsed_time": "1 day, 1:30:15", "remaining_time": "2:14:46"} +{"current_steps": 41550, "total_steps": 45204, "loss": 0.2993, "learning_rate": 3.2071400606737304e-07, "epoch": 0.9191495009751907, "percentage": 91.92, "elapsed_time": "1 day, 1:30:27", "remaining_time": "2:14:35"} +{"current_steps": 41555, "total_steps": 45204, "loss": 0.3071, "learning_rate": 3.1984160574934144e-07, "epoch": 0.9192601086167039, "percentage": 91.93, "elapsed_time": "1 day, 1:30:38", "remaining_time": "2:14:24"} +{"current_steps": 41560, "total_steps": 45204, "loss": 0.4876, "learning_rate": 3.1897037430741683e-07, "epoch": 0.9193707162582172, "percentage": 91.94, "elapsed_time": "1 day, 1:30:49", "remaining_time": "2:14:13"} +{"current_steps": 41565, "total_steps": 45204, "loss": 0.4207, "learning_rate": 3.181003118467996e-07, "epoch": 0.9194813238997305, "percentage": 91.95, "elapsed_time": "1 day, 1:31:02", "remaining_time": "2:14:02"} +{"current_steps": 41570, "total_steps": 45204, "loss": 0.204, "learning_rate": 3.172314184725456e-07, "epoch": 0.9195919315412437, "percentage": 91.96, "elapsed_time": "1 day, 1:31:11", "remaining_time": "2:13:51"} +{"current_steps": 41575, "total_steps": 45204, "loss": 0.2699, "learning_rate": 3.163636942895787e-07, "epoch": 0.919702539182757, "percentage": 91.97, "elapsed_time": "1 day, 1:31:20", "remaining_time": "2:13:40"} +{"current_steps": 41580, "total_steps": 45204, "loss": 0.4303, "learning_rate": 3.154971394026751e-07, "epoch": 0.9198131468242703, "percentage": 91.98, "elapsed_time": "1 day, 1:31:32", "remaining_time": "2:13:29"} +{"current_steps": 41585, "total_steps": 45204, "loss": 0.2923, "learning_rate": 3.1463175391646785e-07, "epoch": 0.9199237544657836, "percentage": 91.99, "elapsed_time": "1 day, 1:31:45", "remaining_time": "2:13:18"} +{"current_steps": 41590, "total_steps": 45204, "loss": 0.3249, "learning_rate": 3.1376753793545657e-07, "epoch": 0.9200343621072968, "percentage": 92.01, "elapsed_time": "1 day, 1:31:55", "remaining_time": "2:13:07"} +{"current_steps": 41595, "total_steps": 45204, "loss": 0.369, "learning_rate": 3.1290449156399227e-07, "epoch": 0.92014496974881, "percentage": 92.02, "elapsed_time": "1 day, 1:32:07", "remaining_time": "2:12:56"} +{"current_steps": 41600, "total_steps": 45204, "loss": 0.2792, "learning_rate": 3.1204261490628606e-07, "epoch": 0.9202555773903233, "percentage": 92.03, "elapsed_time": "1 day, 1:32:20", "remaining_time": "2:12:45"} +{"current_steps": 41605, "total_steps": 45204, "loss": 0.2761, "learning_rate": 3.111819080664136e-07, "epoch": 0.9203661850318365, "percentage": 92.04, "elapsed_time": "1 day, 1:32:31", "remaining_time": "2:12:34"} +{"current_steps": 41610, "total_steps": 45204, "loss": 0.2874, "learning_rate": 3.1032237114830167e-07, "epoch": 0.9204767926733498, "percentage": 92.05, "elapsed_time": "1 day, 1:32:41", "remaining_time": "2:12:22"} +{"current_steps": 41615, "total_steps": 45204, "loss": 0.5301, "learning_rate": 3.094640042557395e-07, "epoch": 0.9205874003148631, "percentage": 92.06, "elapsed_time": "1 day, 1:32:54", "remaining_time": "2:12:12"} +{"current_steps": 41620, "total_steps": 45204, "loss": 0.299, "learning_rate": 3.0860680749237646e-07, "epoch": 0.9206980079563764, "percentage": 92.07, "elapsed_time": "1 day, 1:33:04", "remaining_time": "2:12:01"} +{"current_steps": 41625, "total_steps": 45204, "loss": 0.4161, "learning_rate": 3.077507809617164e-07, "epoch": 0.9208086155978896, "percentage": 92.08, "elapsed_time": "1 day, 1:33:17", "remaining_time": "2:11:50"} +{"current_steps": 41630, "total_steps": 45204, "loss": 0.3726, "learning_rate": 3.068959247671244e-07, "epoch": 0.9209192232394029, "percentage": 92.09, "elapsed_time": "1 day, 1:33:28", "remaining_time": "2:11:39"} +{"current_steps": 41635, "total_steps": 45204, "loss": 0.3847, "learning_rate": 3.0604223901182784e-07, "epoch": 0.9210298308809162, "percentage": 92.1, "elapsed_time": "1 day, 1:33:38", "remaining_time": "2:11:27"} +{"current_steps": 41640, "total_steps": 45204, "loss": 0.2618, "learning_rate": 3.051897237989043e-07, "epoch": 0.9211404385224294, "percentage": 92.12, "elapsed_time": "1 day, 1:33:49", "remaining_time": "2:11:16"} +{"current_steps": 41645, "total_steps": 45204, "loss": 0.4578, "learning_rate": 3.0433837923129593e-07, "epoch": 0.9212510461639426, "percentage": 92.13, "elapsed_time": "1 day, 1:33:58", "remaining_time": "2:11:05"} +{"current_steps": 41650, "total_steps": 45204, "loss": 0.2696, "learning_rate": 3.034882054118049e-07, "epoch": 0.9213616538054559, "percentage": 92.14, "elapsed_time": "1 day, 1:34:09", "remaining_time": "2:10:54"} +{"current_steps": 41655, "total_steps": 45204, "loss": 0.0964, "learning_rate": 3.0263920244308577e-07, "epoch": 0.9214722614469691, "percentage": 92.15, "elapsed_time": "1 day, 1:34:18", "remaining_time": "2:10:43"} +{"current_steps": 41660, "total_steps": 45204, "loss": 0.2575, "learning_rate": 3.017913704276576e-07, "epoch": 0.9215828690884824, "percentage": 92.16, "elapsed_time": "1 day, 1:34:30", "remaining_time": "2:10:32"} +{"current_steps": 41665, "total_steps": 45204, "loss": 0.3535, "learning_rate": 3.009447094678963e-07, "epoch": 0.9216934767299957, "percentage": 92.17, "elapsed_time": "1 day, 1:34:42", "remaining_time": "2:10:21"} +{"current_steps": 41670, "total_steps": 45204, "loss": 0.391, "learning_rate": 3.000992196660335e-07, "epoch": 0.921804084371509, "percentage": 92.18, "elapsed_time": "1 day, 1:34:53", "remaining_time": "2:10:10"} +{"current_steps": 41675, "total_steps": 45204, "loss": 0.6312, "learning_rate": 2.992549011241641e-07, "epoch": 0.9219146920130222, "percentage": 92.19, "elapsed_time": "1 day, 1:35:12", "remaining_time": "2:09:59"} +{"current_steps": 41680, "total_steps": 45204, "loss": 0.4408, "learning_rate": 2.984117539442399e-07, "epoch": 0.9220252996545355, "percentage": 92.2, "elapsed_time": "1 day, 1:35:23", "remaining_time": "2:09:48"} +{"current_steps": 41685, "total_steps": 45204, "loss": 0.3975, "learning_rate": 2.975697782280673e-07, "epoch": 0.9221359072960488, "percentage": 92.22, "elapsed_time": "1 day, 1:35:34", "remaining_time": "2:09:37"} +{"current_steps": 41690, "total_steps": 45204, "loss": 0.3048, "learning_rate": 2.9672897407731714e-07, "epoch": 0.9222465149375619, "percentage": 92.23, "elapsed_time": "1 day, 1:35:45", "remaining_time": "2:09:26"} +{"current_steps": 41695, "total_steps": 45204, "loss": 0.333, "learning_rate": 2.9588934159351713e-07, "epoch": 0.9223571225790752, "percentage": 92.24, "elapsed_time": "1 day, 1:35:55", "remaining_time": "2:09:15"} +{"current_steps": 41700, "total_steps": 45204, "loss": 0.4181, "learning_rate": 2.9505088087804944e-07, "epoch": 0.9224677302205885, "percentage": 92.25, "elapsed_time": "1 day, 1:36:09", "remaining_time": "2:09:04"} +{"current_steps": 41705, "total_steps": 45204, "loss": 0.2754, "learning_rate": 2.942135920321598e-07, "epoch": 0.9225783378621017, "percentage": 92.26, "elapsed_time": "1 day, 1:36:19", "remaining_time": "2:08:53"} +{"current_steps": 41710, "total_steps": 45204, "loss": 0.2346, "learning_rate": 2.933774751569529e-07, "epoch": 0.922688945503615, "percentage": 92.27, "elapsed_time": "1 day, 1:36:31", "remaining_time": "2:08:42"} +{"current_steps": 41715, "total_steps": 45204, "loss": 0.3664, "learning_rate": 2.9254253035338354e-07, "epoch": 0.9227995531451283, "percentage": 92.28, "elapsed_time": "1 day, 1:36:43", "remaining_time": "2:08:31"} +{"current_steps": 41720, "total_steps": 45204, "loss": 0.3321, "learning_rate": 2.917087577222777e-07, "epoch": 0.9229101607866416, "percentage": 92.29, "elapsed_time": "1 day, 1:36:56", "remaining_time": "2:08:20"} +{"current_steps": 41725, "total_steps": 45204, "loss": 0.3382, "learning_rate": 2.908761573643093e-07, "epoch": 0.9230207684281548, "percentage": 92.3, "elapsed_time": "1 day, 1:37:07", "remaining_time": "2:08:09"} +{"current_steps": 41730, "total_steps": 45204, "loss": 0.2886, "learning_rate": 2.9004472938001347e-07, "epoch": 0.9231313760696681, "percentage": 92.31, "elapsed_time": "1 day, 1:37:17", "remaining_time": "2:07:58"} +{"current_steps": 41735, "total_steps": 45204, "loss": 0.5414, "learning_rate": 2.8921447386979e-07, "epoch": 0.9232419837111814, "percentage": 92.33, "elapsed_time": "1 day, 1:37:31", "remaining_time": "2:07:47"} +{"current_steps": 41740, "total_steps": 45204, "loss": 0.3429, "learning_rate": 2.883853909338874e-07, "epoch": 0.9233525913526945, "percentage": 92.34, "elapsed_time": "1 day, 1:37:43", "remaining_time": "2:07:36"} +{"current_steps": 41745, "total_steps": 45204, "loss": 0.318, "learning_rate": 2.875574806724168e-07, "epoch": 0.9234631989942078, "percentage": 92.35, "elapsed_time": "1 day, 1:37:55", "remaining_time": "2:07:25"} +{"current_steps": 41750, "total_steps": 45204, "loss": 0.3094, "learning_rate": 2.8673074318535275e-07, "epoch": 0.9235738066357211, "percentage": 92.36, "elapsed_time": "1 day, 1:38:05", "remaining_time": "2:07:14"} +{"current_steps": 41755, "total_steps": 45204, "loss": 0.3008, "learning_rate": 2.8590517857251865e-07, "epoch": 0.9236844142772344, "percentage": 92.37, "elapsed_time": "1 day, 1:38:14", "remaining_time": "2:07:03"} +{"current_steps": 41760, "total_steps": 45204, "loss": 0.374, "learning_rate": 2.8508078693360363e-07, "epoch": 0.9237950219187476, "percentage": 92.38, "elapsed_time": "1 day, 1:38:27", "remaining_time": "2:06:52"} +{"current_steps": 41765, "total_steps": 45204, "loss": 0.3692, "learning_rate": 2.8425756836815477e-07, "epoch": 0.9239056295602609, "percentage": 92.39, "elapsed_time": "1 day, 1:38:37", "remaining_time": "2:06:41"} +{"current_steps": 41770, "total_steps": 45204, "loss": 0.3115, "learning_rate": 2.834355229755692e-07, "epoch": 0.9240162372017742, "percentage": 92.4, "elapsed_time": "1 day, 1:38:49", "remaining_time": "2:06:30"} +{"current_steps": 41775, "total_steps": 45204, "loss": 0.4782, "learning_rate": 2.826146508551142e-07, "epoch": 0.9241268448432874, "percentage": 92.41, "elapsed_time": "1 day, 1:39:01", "remaining_time": "2:06:19"} +{"current_steps": 41780, "total_steps": 45204, "loss": 0.2852, "learning_rate": 2.8179495210590935e-07, "epoch": 0.9242374524848007, "percentage": 92.43, "elapsed_time": "1 day, 1:39:10", "remaining_time": "2:06:08"} +{"current_steps": 41785, "total_steps": 45204, "loss": 0.3522, "learning_rate": 2.809764268269299e-07, "epoch": 0.9243480601263139, "percentage": 92.44, "elapsed_time": "1 day, 1:39:22", "remaining_time": "2:05:57"} +{"current_steps": 41790, "total_steps": 45204, "loss": 0.3781, "learning_rate": 2.8015907511701466e-07, "epoch": 0.9244586677678271, "percentage": 92.45, "elapsed_time": "1 day, 1:39:35", "remaining_time": "2:05:46"} +{"current_steps": 41795, "total_steps": 45204, "loss": 0.2751, "learning_rate": 2.793428970748602e-07, "epoch": 0.9245692754093404, "percentage": 92.46, "elapsed_time": "1 day, 1:39:45", "remaining_time": "2:05:35"} +{"current_steps": 41800, "total_steps": 45204, "loss": 0.2577, "learning_rate": 2.7852789279901425e-07, "epoch": 0.9246798830508537, "percentage": 92.47, "elapsed_time": "1 day, 1:39:58", "remaining_time": "2:05:24"} +{"current_steps": 41805, "total_steps": 45204, "loss": 0.2872, "learning_rate": 2.777140623878949e-07, "epoch": 0.924790490692367, "percentage": 92.48, "elapsed_time": "1 day, 1:40:08", "remaining_time": "2:05:13"} +{"current_steps": 41810, "total_steps": 45204, "loss": 0.2588, "learning_rate": 2.76901405939769e-07, "epoch": 0.9249010983338802, "percentage": 92.49, "elapsed_time": "1 day, 1:40:18", "remaining_time": "2:05:02"} +{"current_steps": 41815, "total_steps": 45204, "loss": 0.3514, "learning_rate": 2.7608992355276144e-07, "epoch": 0.9250117059753935, "percentage": 92.5, "elapsed_time": "1 day, 1:40:30", "remaining_time": "2:04:51"} +{"current_steps": 41820, "total_steps": 45204, "loss": 0.3238, "learning_rate": 2.752796153248649e-07, "epoch": 0.9251223136169068, "percentage": 92.51, "elapsed_time": "1 day, 1:40:40", "remaining_time": "2:04:40"} +{"current_steps": 41825, "total_steps": 45204, "loss": 0.3083, "learning_rate": 2.7447048135391895e-07, "epoch": 0.92523292125842, "percentage": 92.52, "elapsed_time": "1 day, 1:40:51", "remaining_time": "2:04:29"} +{"current_steps": 41830, "total_steps": 45204, "loss": 0.4023, "learning_rate": 2.7366252173762765e-07, "epoch": 0.9253435288999333, "percentage": 92.54, "elapsed_time": "1 day, 1:41:02", "remaining_time": "2:04:18"} +{"current_steps": 41835, "total_steps": 45204, "loss": 0.4175, "learning_rate": 2.728557365735529e-07, "epoch": 0.9254541365414465, "percentage": 92.55, "elapsed_time": "1 day, 1:41:13", "remaining_time": "2:04:06"} +{"current_steps": 41840, "total_steps": 45204, "loss": 0.2898, "learning_rate": 2.720501259591124e-07, "epoch": 0.9255647441829598, "percentage": 92.56, "elapsed_time": "1 day, 1:41:23", "remaining_time": "2:03:55"} +{"current_steps": 41845, "total_steps": 45204, "loss": 0.259, "learning_rate": 2.7124568999158275e-07, "epoch": 0.925675351824473, "percentage": 92.57, "elapsed_time": "1 day, 1:41:34", "remaining_time": "2:03:44"} +{"current_steps": 41850, "total_steps": 45204, "loss": 0.2359, "learning_rate": 2.7044242876810287e-07, "epoch": 0.9257859594659863, "percentage": 92.58, "elapsed_time": "1 day, 1:41:44", "remaining_time": "2:03:33"} +{"current_steps": 41855, "total_steps": 45204, "loss": 0.3756, "learning_rate": 2.6964034238566193e-07, "epoch": 0.9258965671074996, "percentage": 92.59, "elapsed_time": "1 day, 1:41:55", "remaining_time": "2:03:22"} +{"current_steps": 41860, "total_steps": 45204, "loss": 0.4509, "learning_rate": 2.6883943094111355e-07, "epoch": 0.9260071747490128, "percentage": 92.6, "elapsed_time": "1 day, 1:42:08", "remaining_time": "2:03:11"} +{"current_steps": 41865, "total_steps": 45204, "loss": 0.3114, "learning_rate": 2.680396945311692e-07, "epoch": 0.9261177823905261, "percentage": 92.61, "elapsed_time": "1 day, 1:42:21", "remaining_time": "2:03:00"} +{"current_steps": 41870, "total_steps": 45204, "loss": 0.4083, "learning_rate": 2.6724113325239277e-07, "epoch": 0.9262283900320394, "percentage": 92.62, "elapsed_time": "1 day, 1:42:34", "remaining_time": "2:02:49"} +{"current_steps": 41875, "total_steps": 45204, "loss": 0.2781, "learning_rate": 2.664437472012138e-07, "epoch": 0.9263389976735527, "percentage": 92.64, "elapsed_time": "1 day, 1:42:45", "remaining_time": "2:02:38"} +{"current_steps": 41880, "total_steps": 45204, "loss": 0.4682, "learning_rate": 2.6564753647391637e-07, "epoch": 0.9264496053150658, "percentage": 92.65, "elapsed_time": "1 day, 1:42:59", "remaining_time": "2:02:27"} +{"current_steps": 41885, "total_steps": 45204, "loss": 0.295, "learning_rate": 2.648525011666392e-07, "epoch": 0.9265602129565791, "percentage": 92.66, "elapsed_time": "1 day, 1:43:07", "remaining_time": "2:02:16"} +{"current_steps": 41890, "total_steps": 45204, "loss": 0.3015, "learning_rate": 2.640586413753865e-07, "epoch": 0.9266708205980924, "percentage": 92.67, "elapsed_time": "1 day, 1:43:18", "remaining_time": "2:02:05"} +{"current_steps": 41895, "total_steps": 45204, "loss": 0.2682, "learning_rate": 2.6326595719601613e-07, "epoch": 0.9267814282396056, "percentage": 92.68, "elapsed_time": "1 day, 1:43:29", "remaining_time": "2:01:54"} +{"current_steps": 41900, "total_steps": 45204, "loss": 0.3427, "learning_rate": 2.624744487242403e-07, "epoch": 0.9268920358811189, "percentage": 92.69, "elapsed_time": "1 day, 1:43:44", "remaining_time": "2:01:43"} +{"current_steps": 41905, "total_steps": 45204, "loss": 0.4049, "learning_rate": 2.6168411605563826e-07, "epoch": 0.9270026435226322, "percentage": 92.7, "elapsed_time": "1 day, 1:43:55", "remaining_time": "2:01:32"} +{"current_steps": 41910, "total_steps": 45204, "loss": 0.3226, "learning_rate": 2.608949592856425e-07, "epoch": 0.9271132511641454, "percentage": 92.71, "elapsed_time": "1 day, 1:44:07", "remaining_time": "2:01:21"} +{"current_steps": 41915, "total_steps": 45204, "loss": 0.3123, "learning_rate": 2.601069785095378e-07, "epoch": 0.9272238588056587, "percentage": 92.72, "elapsed_time": "1 day, 1:44:15", "remaining_time": "2:01:10"} +{"current_steps": 41920, "total_steps": 45204, "loss": 0.3392, "learning_rate": 2.593201738224782e-07, "epoch": 0.927334466447172, "percentage": 92.74, "elapsed_time": "1 day, 1:44:24", "remaining_time": "2:00:59"} +{"current_steps": 41925, "total_steps": 45204, "loss": 0.3219, "learning_rate": 2.5853454531946985e-07, "epoch": 0.9274450740886853, "percentage": 92.75, "elapsed_time": "1 day, 1:44:35", "remaining_time": "2:00:48"} +{"current_steps": 41930, "total_steps": 45204, "loss": 0.2907, "learning_rate": 2.577500930953725e-07, "epoch": 0.9275556817301984, "percentage": 92.76, "elapsed_time": "1 day, 1:44:45", "remaining_time": "2:00:37"} +{"current_steps": 41935, "total_steps": 45204, "loss": 0.2412, "learning_rate": 2.569668172449147e-07, "epoch": 0.9276662893717117, "percentage": 92.77, "elapsed_time": "1 day, 1:44:54", "remaining_time": "2:00:25"} +{"current_steps": 41940, "total_steps": 45204, "loss": 0.3534, "learning_rate": 2.5618471786267195e-07, "epoch": 0.927776897013225, "percentage": 92.78, "elapsed_time": "1 day, 1:45:05", "remaining_time": "2:00:14"} +{"current_steps": 41945, "total_steps": 45204, "loss": 0.3135, "learning_rate": 2.554037950430832e-07, "epoch": 0.9278875046547382, "percentage": 92.79, "elapsed_time": "1 day, 1:45:15", "remaining_time": "2:00:03"} +{"current_steps": 41950, "total_steps": 45204, "loss": 0.2398, "learning_rate": 2.5462404888044856e-07, "epoch": 0.9279981122962515, "percentage": 92.8, "elapsed_time": "1 day, 1:45:26", "remaining_time": "1:59:52"} +{"current_steps": 41955, "total_steps": 45204, "loss": 0.2967, "learning_rate": 2.5384547946891715e-07, "epoch": 0.9281087199377648, "percentage": 92.81, "elapsed_time": "1 day, 1:45:40", "remaining_time": "1:59:41"} +{"current_steps": 41960, "total_steps": 45204, "loss": 0.4882, "learning_rate": 2.530680869025026e-07, "epoch": 0.928219327579278, "percentage": 92.82, "elapsed_time": "1 day, 1:45:53", "remaining_time": "1:59:30"} +{"current_steps": 41965, "total_steps": 45204, "loss": 0.3287, "learning_rate": 2.522918712750766e-07, "epoch": 0.9283299352207913, "percentage": 92.83, "elapsed_time": "1 day, 1:46:02", "remaining_time": "1:59:19"} +{"current_steps": 41970, "total_steps": 45204, "loss": 0.3305, "learning_rate": 2.515168326803652e-07, "epoch": 0.9284405428623046, "percentage": 92.85, "elapsed_time": "1 day, 1:46:15", "remaining_time": "1:59:08"} +{"current_steps": 41975, "total_steps": 45204, "loss": 0.4776, "learning_rate": 2.5074297121195354e-07, "epoch": 0.9285511505038178, "percentage": 92.86, "elapsed_time": "1 day, 1:46:26", "remaining_time": "1:58:57"} +{"current_steps": 41980, "total_steps": 45204, "loss": 0.3764, "learning_rate": 2.4997028696328916e-07, "epoch": 0.928661758145331, "percentage": 92.87, "elapsed_time": "1 day, 1:46:38", "remaining_time": "1:58:46"} +{"current_steps": 41985, "total_steps": 45204, "loss": 0.2941, "learning_rate": 2.4919878002766627e-07, "epoch": 0.9287723657868443, "percentage": 92.88, "elapsed_time": "1 day, 1:46:50", "remaining_time": "1:58:35"} +{"current_steps": 41990, "total_steps": 45204, "loss": 0.3645, "learning_rate": 2.4842845049825035e-07, "epoch": 0.9288829734283576, "percentage": 92.89, "elapsed_time": "1 day, 1:47:01", "remaining_time": "1:58:24"} +{"current_steps": 41995, "total_steps": 45204, "loss": 0.2848, "learning_rate": 2.4765929846805815e-07, "epoch": 0.9289935810698708, "percentage": 92.9, "elapsed_time": "1 day, 1:47:11", "remaining_time": "1:58:13"} +{"current_steps": 42000, "total_steps": 45204, "loss": 0.253, "learning_rate": 2.4689132402995976e-07, "epoch": 0.9291041887113841, "percentage": 92.91, "elapsed_time": "1 day, 1:47:21", "remaining_time": "1:58:02"} +{"current_steps": 42005, "total_steps": 45204, "loss": 0.5091, "learning_rate": 2.461245272766921e-07, "epoch": 0.9292147963528974, "percentage": 92.92, "elapsed_time": "1 day, 1:47:35", "remaining_time": "1:57:51"} +{"current_steps": 42010, "total_steps": 45204, "loss": 0.4742, "learning_rate": 2.4535890830084453e-07, "epoch": 0.9293254039944107, "percentage": 92.93, "elapsed_time": "1 day, 1:47:50", "remaining_time": "1:57:40"} +{"current_steps": 42015, "total_steps": 45204, "loss": 0.2733, "learning_rate": 2.445944671948641e-07, "epoch": 0.9294360116359239, "percentage": 92.95, "elapsed_time": "1 day, 1:48:00", "remaining_time": "1:57:29"} +{"current_steps": 42020, "total_steps": 45204, "loss": 0.3143, "learning_rate": 2.438312040510582e-07, "epoch": 0.9295466192774371, "percentage": 92.96, "elapsed_time": "1 day, 1:48:12", "remaining_time": "1:57:18"} +{"current_steps": 42025, "total_steps": 45204, "loss": 0.3377, "learning_rate": 2.430691189615919e-07, "epoch": 0.9296572269189504, "percentage": 92.97, "elapsed_time": "1 day, 1:48:24", "remaining_time": "1:57:07"} +{"current_steps": 42030, "total_steps": 45204, "loss": 0.3009, "learning_rate": 2.4230821201848165e-07, "epoch": 0.9297678345604636, "percentage": 92.98, "elapsed_time": "1 day, 1:48:34", "remaining_time": "1:56:56"} +{"current_steps": 42035, "total_steps": 45204, "loss": 0.2956, "learning_rate": 2.415484833136139e-07, "epoch": 0.9298784422019769, "percentage": 92.99, "elapsed_time": "1 day, 1:48:43", "remaining_time": "1:56:45"} +{"current_steps": 42040, "total_steps": 45204, "loss": 0.1825, "learning_rate": 2.4078993293871976e-07, "epoch": 0.9299890498434902, "percentage": 93.0, "elapsed_time": "1 day, 1:48:53", "remaining_time": "1:56:34"} +{"current_steps": 42045, "total_steps": 45204, "loss": 0.2286, "learning_rate": 2.4003256098539597e-07, "epoch": 0.9300996574850035, "percentage": 93.01, "elapsed_time": "1 day, 1:49:03", "remaining_time": "1:56:23"} +{"current_steps": 42050, "total_steps": 45204, "loss": 0.3279, "learning_rate": 2.392763675450971e-07, "epoch": 0.9302102651265167, "percentage": 93.02, "elapsed_time": "1 day, 1:49:15", "remaining_time": "1:56:12"} +{"current_steps": 42055, "total_steps": 45204, "loss": 0.2117, "learning_rate": 2.3852135270913014e-07, "epoch": 0.93032087276803, "percentage": 93.03, "elapsed_time": "1 day, 1:49:25", "remaining_time": "1:56:01"} +{"current_steps": 42060, "total_steps": 45204, "loss": 0.2951, "learning_rate": 2.3776751656866214e-07, "epoch": 0.9304314804095433, "percentage": 93.04, "elapsed_time": "1 day, 1:49:36", "remaining_time": "1:55:50"} +{"current_steps": 42065, "total_steps": 45204, "loss": 0.5207, "learning_rate": 2.3701485921472367e-07, "epoch": 0.9305420880510565, "percentage": 93.06, "elapsed_time": "1 day, 1:49:51", "remaining_time": "1:55:39"} +{"current_steps": 42070, "total_steps": 45204, "loss": 0.217, "learning_rate": 2.362633807381931e-07, "epoch": 0.9306526956925697, "percentage": 93.07, "elapsed_time": "1 day, 1:50:01", "remaining_time": "1:55:28"} +{"current_steps": 42075, "total_steps": 45204, "loss": 0.2685, "learning_rate": 2.3551308122981232e-07, "epoch": 0.930763303334083, "percentage": 93.08, "elapsed_time": "1 day, 1:50:13", "remaining_time": "1:55:17"} +{"current_steps": 42080, "total_steps": 45204, "loss": 0.4942, "learning_rate": 2.3476396078018104e-07, "epoch": 0.9308739109755962, "percentage": 93.09, "elapsed_time": "1 day, 1:50:24", "remaining_time": "1:55:06"} +{"current_steps": 42085, "total_steps": 45204, "loss": 0.3221, "learning_rate": 2.340160194797536e-07, "epoch": 0.9309845186171095, "percentage": 93.1, "elapsed_time": "1 day, 1:50:34", "remaining_time": "1:54:54"} +{"current_steps": 42090, "total_steps": 45204, "loss": 0.4068, "learning_rate": 2.3326925741884554e-07, "epoch": 0.9310951262586228, "percentage": 93.11, "elapsed_time": "1 day, 1:50:46", "remaining_time": "1:54:43"} +{"current_steps": 42095, "total_steps": 45204, "loss": 0.3912, "learning_rate": 2.3252367468762805e-07, "epoch": 0.9312057339001361, "percentage": 93.12, "elapsed_time": "1 day, 1:50:55", "remaining_time": "1:54:32"} +{"current_steps": 42100, "total_steps": 45204, "loss": 0.2602, "learning_rate": 2.317792713761269e-07, "epoch": 0.9313163415416493, "percentage": 93.13, "elapsed_time": "1 day, 1:51:06", "remaining_time": "1:54:21"} +{"current_steps": 42105, "total_steps": 45204, "loss": 0.1484, "learning_rate": 2.3103604757423126e-07, "epoch": 0.9314269491831626, "percentage": 93.14, "elapsed_time": "1 day, 1:51:15", "remaining_time": "1:54:10"} +{"current_steps": 42110, "total_steps": 45204, "loss": 0.3831, "learning_rate": 2.3029400337168716e-07, "epoch": 0.9315375568246759, "percentage": 93.16, "elapsed_time": "1 day, 1:51:25", "remaining_time": "1:53:59"} +{"current_steps": 42115, "total_steps": 45204, "loss": 0.3844, "learning_rate": 2.295531388580907e-07, "epoch": 0.931648164466189, "percentage": 93.17, "elapsed_time": "1 day, 1:51:38", "remaining_time": "1:53:48"} +{"current_steps": 42120, "total_steps": 45204, "loss": 0.2023, "learning_rate": 2.288134541229059e-07, "epoch": 0.9317587721077023, "percentage": 93.18, "elapsed_time": "1 day, 1:51:47", "remaining_time": "1:53:37"} +{"current_steps": 42125, "total_steps": 45204, "loss": 0.3287, "learning_rate": 2.2807494925544794e-07, "epoch": 0.9318693797492156, "percentage": 93.19, "elapsed_time": "1 day, 1:52:00", "remaining_time": "1:53:26"} +{"current_steps": 42130, "total_steps": 45204, "loss": 0.3405, "learning_rate": 2.2733762434488993e-07, "epoch": 0.9319799873907288, "percentage": 93.2, "elapsed_time": "1 day, 1:52:09", "remaining_time": "1:53:15"} +{"current_steps": 42135, "total_steps": 45204, "loss": 0.2677, "learning_rate": 2.26601479480264e-07, "epoch": 0.9320905950322421, "percentage": 93.21, "elapsed_time": "1 day, 1:52:20", "remaining_time": "1:53:04"} +{"current_steps": 42140, "total_steps": 45204, "loss": 0.2935, "learning_rate": 2.258665147504613e-07, "epoch": 0.9322012026737554, "percentage": 93.22, "elapsed_time": "1 day, 1:52:30", "remaining_time": "1:52:52"} +{"current_steps": 42145, "total_steps": 45204, "loss": 0.3757, "learning_rate": 2.2513273024422631e-07, "epoch": 0.9323118103152687, "percentage": 93.23, "elapsed_time": "1 day, 1:52:42", "remaining_time": "1:52:41"} +{"current_steps": 42150, "total_steps": 45204, "loss": 0.411, "learning_rate": 2.2440012605016492e-07, "epoch": 0.9324224179567819, "percentage": 93.24, "elapsed_time": "1 day, 1:52:56", "remaining_time": "1:52:31"} +{"current_steps": 42155, "total_steps": 45204, "loss": 0.3853, "learning_rate": 2.2366870225673743e-07, "epoch": 0.9325330255982952, "percentage": 93.26, "elapsed_time": "1 day, 1:53:10", "remaining_time": "1:52:20"} +{"current_steps": 42160, "total_steps": 45204, "loss": 0.3413, "learning_rate": 2.229384589522632e-07, "epoch": 0.9326436332398085, "percentage": 93.27, "elapsed_time": "1 day, 1:53:20", "remaining_time": "1:52:09"} +{"current_steps": 42165, "total_steps": 45204, "loss": 0.3273, "learning_rate": 2.2220939622492056e-07, "epoch": 0.9327542408813216, "percentage": 93.28, "elapsed_time": "1 day, 1:53:33", "remaining_time": "1:51:58"} +{"current_steps": 42170, "total_steps": 45204, "loss": 0.468, "learning_rate": 2.2148151416274243e-07, "epoch": 0.9328648485228349, "percentage": 93.29, "elapsed_time": "1 day, 1:53:45", "remaining_time": "1:51:47"} +{"current_steps": 42175, "total_steps": 45204, "loss": 0.3088, "learning_rate": 2.2075481285361855e-07, "epoch": 0.9329754561643482, "percentage": 93.3, "elapsed_time": "1 day, 1:53:56", "remaining_time": "1:51:36"} +{"current_steps": 42180, "total_steps": 45204, "loss": 0.1725, "learning_rate": 2.2002929238530202e-07, "epoch": 0.9330860638058615, "percentage": 93.31, "elapsed_time": "1 day, 1:54:06", "remaining_time": "1:51:25"} +{"current_steps": 42185, "total_steps": 45204, "loss": 0.2637, "learning_rate": 2.193049528453961e-07, "epoch": 0.9331966714473747, "percentage": 93.32, "elapsed_time": "1 day, 1:54:14", "remaining_time": "1:51:13"} +{"current_steps": 42190, "total_steps": 45204, "loss": 0.404, "learning_rate": 2.1858179432136418e-07, "epoch": 0.933307279088888, "percentage": 93.33, "elapsed_time": "1 day, 1:54:26", "remaining_time": "1:51:02"} +{"current_steps": 42195, "total_steps": 45204, "loss": 0.2537, "learning_rate": 2.178598169005297e-07, "epoch": 0.9334178867304013, "percentage": 93.34, "elapsed_time": "1 day, 1:54:36", "remaining_time": "1:50:51"} +{"current_steps": 42200, "total_steps": 45204, "loss": 0.2972, "learning_rate": 2.1713902067006854e-07, "epoch": 0.9335284943719145, "percentage": 93.35, "elapsed_time": "1 day, 1:54:48", "remaining_time": "1:50:40"} +{"current_steps": 42205, "total_steps": 45204, "loss": 0.4276, "learning_rate": 2.1641940571701992e-07, "epoch": 0.9336391020134278, "percentage": 93.37, "elapsed_time": "1 day, 1:54:59", "remaining_time": "1:50:29"} +{"current_steps": 42210, "total_steps": 45204, "loss": 0.3849, "learning_rate": 2.1570097212827545e-07, "epoch": 0.933749709654941, "percentage": 93.38, "elapsed_time": "1 day, 1:55:10", "remaining_time": "1:50:18"} +{"current_steps": 42215, "total_steps": 45204, "loss": 0.3833, "learning_rate": 2.1498371999058465e-07, "epoch": 0.9338603172964542, "percentage": 93.39, "elapsed_time": "1 day, 1:55:22", "remaining_time": "1:50:07"} +{"current_steps": 42220, "total_steps": 45204, "loss": 0.4347, "learning_rate": 2.1426764939055712e-07, "epoch": 0.9339709249379675, "percentage": 93.4, "elapsed_time": "1 day, 1:55:35", "remaining_time": "1:49:56"} +{"current_steps": 42225, "total_steps": 45204, "loss": 0.3188, "learning_rate": 2.135527604146581e-07, "epoch": 0.9340815325794808, "percentage": 93.41, "elapsed_time": "1 day, 1:55:47", "remaining_time": "1:49:45"} +{"current_steps": 42230, "total_steps": 45204, "loss": 0.197, "learning_rate": 2.128390531492075e-07, "epoch": 0.9341921402209941, "percentage": 93.42, "elapsed_time": "1 day, 1:55:55", "remaining_time": "1:49:34"} +{"current_steps": 42235, "total_steps": 45204, "loss": 0.2787, "learning_rate": 2.1212652768038854e-07, "epoch": 0.9343027478625073, "percentage": 93.43, "elapsed_time": "1 day, 1:56:08", "remaining_time": "1:49:23"} +{"current_steps": 42240, "total_steps": 45204, "loss": 0.4127, "learning_rate": 2.114151840942391e-07, "epoch": 0.9344133555040206, "percentage": 93.44, "elapsed_time": "1 day, 1:56:17", "remaining_time": "1:49:12"} +{"current_steps": 42245, "total_steps": 45204, "loss": 0.2916, "learning_rate": 2.1070502247664937e-07, "epoch": 0.9345239631455339, "percentage": 93.45, "elapsed_time": "1 day, 1:56:28", "remaining_time": "1:49:01"} +{"current_steps": 42250, "total_steps": 45204, "loss": 0.4392, "learning_rate": 2.0999604291337515e-07, "epoch": 0.9346345707870471, "percentage": 93.47, "elapsed_time": "1 day, 1:56:42", "remaining_time": "1:48:50"} +{"current_steps": 42255, "total_steps": 45204, "loss": 0.2839, "learning_rate": 2.0928824549002468e-07, "epoch": 0.9347451784285604, "percentage": 93.48, "elapsed_time": "1 day, 1:56:51", "remaining_time": "1:48:39"} +{"current_steps": 42260, "total_steps": 45204, "loss": 0.2706, "learning_rate": 2.0858163029206068e-07, "epoch": 0.9348557860700736, "percentage": 93.49, "elapsed_time": "1 day, 1:57:01", "remaining_time": "1:48:28"} +{"current_steps": 42265, "total_steps": 45204, "loss": 0.3151, "learning_rate": 2.078761974048127e-07, "epoch": 0.9349663937115869, "percentage": 93.5, "elapsed_time": "1 day, 1:57:14", "remaining_time": "1:48:17"} +{"current_steps": 42270, "total_steps": 45204, "loss": 0.2055, "learning_rate": 2.071719469134581e-07, "epoch": 0.9350770013531001, "percentage": 93.51, "elapsed_time": "1 day, 1:57:24", "remaining_time": "1:48:06"} +{"current_steps": 42275, "total_steps": 45204, "loss": 0.3406, "learning_rate": 2.0646887890303334e-07, "epoch": 0.9351876089946134, "percentage": 93.52, "elapsed_time": "1 day, 1:57:34", "remaining_time": "1:47:54"} +{"current_steps": 42280, "total_steps": 45204, "loss": 0.2696, "learning_rate": 2.057669934584383e-07, "epoch": 0.9352982166361267, "percentage": 93.53, "elapsed_time": "1 day, 1:57:44", "remaining_time": "1:47:43"} +{"current_steps": 42285, "total_steps": 45204, "loss": 0.2921, "learning_rate": 2.0506629066442075e-07, "epoch": 0.9354088242776399, "percentage": 93.54, "elapsed_time": "1 day, 1:57:55", "remaining_time": "1:47:32"} +{"current_steps": 42290, "total_steps": 45204, "loss": 0.3289, "learning_rate": 2.0436677060559296e-07, "epoch": 0.9355194319191532, "percentage": 93.55, "elapsed_time": "1 day, 1:58:05", "remaining_time": "1:47:21"} +{"current_steps": 42295, "total_steps": 45204, "loss": 0.4047, "learning_rate": 2.0366843336642182e-07, "epoch": 0.9356300395606665, "percentage": 93.56, "elapsed_time": "1 day, 1:58:15", "remaining_time": "1:47:10"} +{"current_steps": 42300, "total_steps": 45204, "loss": 0.327, "learning_rate": 2.029712790312288e-07, "epoch": 0.9357406472021798, "percentage": 93.58, "elapsed_time": "1 day, 1:58:27", "remaining_time": "1:46:59"} +{"current_steps": 42305, "total_steps": 45204, "loss": 0.4429, "learning_rate": 2.0227530768419878e-07, "epoch": 0.9358512548436929, "percentage": 93.59, "elapsed_time": "1 day, 1:58:40", "remaining_time": "1:46:48"} +{"current_steps": 42310, "total_steps": 45204, "loss": 0.4336, "learning_rate": 2.0158051940936894e-07, "epoch": 0.9359618624852062, "percentage": 93.6, "elapsed_time": "1 day, 1:58:50", "remaining_time": "1:46:37"} +{"current_steps": 42315, "total_steps": 45204, "loss": 0.3292, "learning_rate": 2.008869142906311e-07, "epoch": 0.9360724701267195, "percentage": 93.61, "elapsed_time": "1 day, 1:59:01", "remaining_time": "1:46:26"} +{"current_steps": 42320, "total_steps": 45204, "loss": 0.3443, "learning_rate": 2.0019449241174273e-07, "epoch": 0.9361830777682327, "percentage": 93.62, "elapsed_time": "1 day, 1:59:13", "remaining_time": "1:46:15"} +{"current_steps": 42325, "total_steps": 45204, "loss": 0.3632, "learning_rate": 1.995032538563124e-07, "epoch": 0.936293685409746, "percentage": 93.63, "elapsed_time": "1 day, 1:59:24", "remaining_time": "1:46:04"} +{"current_steps": 42330, "total_steps": 45204, "loss": 0.2811, "learning_rate": 1.9881319870780458e-07, "epoch": 0.9364042930512593, "percentage": 93.64, "elapsed_time": "1 day, 1:59:36", "remaining_time": "1:45:53"} +{"current_steps": 42335, "total_steps": 45204, "loss": 0.5879, "learning_rate": 1.9812432704954587e-07, "epoch": 0.9365149006927725, "percentage": 93.65, "elapsed_time": "1 day, 1:59:51", "remaining_time": "1:45:42"} +{"current_steps": 42340, "total_steps": 45204, "loss": 0.2143, "learning_rate": 1.9743663896471643e-07, "epoch": 0.9366255083342858, "percentage": 93.66, "elapsed_time": "1 day, 2:00:00", "remaining_time": "1:45:31"} +{"current_steps": 42345, "total_steps": 45204, "loss": 0.266, "learning_rate": 1.9675013453635317e-07, "epoch": 0.9367361159757991, "percentage": 93.68, "elapsed_time": "1 day, 2:00:12", "remaining_time": "1:45:20"} +{"current_steps": 42350, "total_steps": 45204, "loss": 0.2983, "learning_rate": 1.96064813847352e-07, "epoch": 0.9368467236173124, "percentage": 93.69, "elapsed_time": "1 day, 2:00:22", "remaining_time": "1:45:09"} +{"current_steps": 42355, "total_steps": 45204, "loss": 0.3543, "learning_rate": 1.953806769804678e-07, "epoch": 0.9369573312588255, "percentage": 93.7, "elapsed_time": "1 day, 2:00:33", "remaining_time": "1:44:58"} +{"current_steps": 42360, "total_steps": 45204, "loss": 0.3206, "learning_rate": 1.9469772401830456e-07, "epoch": 0.9370679389003388, "percentage": 93.71, "elapsed_time": "1 day, 2:00:44", "remaining_time": "1:44:47"} +{"current_steps": 42365, "total_steps": 45204, "loss": 0.4086, "learning_rate": 1.9401595504333402e-07, "epoch": 0.9371785465418521, "percentage": 93.72, "elapsed_time": "1 day, 2:00:55", "remaining_time": "1:44:36"} +{"current_steps": 42370, "total_steps": 45204, "loss": 0.3338, "learning_rate": 1.9333537013787705e-07, "epoch": 0.9372891541833653, "percentage": 93.73, "elapsed_time": "1 day, 2:01:06", "remaining_time": "1:44:25"} +{"current_steps": 42375, "total_steps": 45204, "loss": 0.3636, "learning_rate": 1.9265596938411236e-07, "epoch": 0.9373997618248786, "percentage": 93.74, "elapsed_time": "1 day, 2:01:17", "remaining_time": "1:44:14"} +{"current_steps": 42380, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.9197775286408205e-07, "epoch": 0.9375103694663919, "percentage": 93.75, "elapsed_time": "1 day, 2:01:28", "remaining_time": "1:44:02"} +{"current_steps": 42385, "total_steps": 45204, "loss": 0.3521, "learning_rate": 1.9130072065967618e-07, "epoch": 0.9376209771079052, "percentage": 93.76, "elapsed_time": "1 day, 2:01:39", "remaining_time": "1:43:51"} +{"current_steps": 42390, "total_steps": 45204, "loss": 0.2191, "learning_rate": 1.906248728526461e-07, "epoch": 0.9377315847494184, "percentage": 93.77, "elapsed_time": "1 day, 2:01:49", "remaining_time": "1:43:40"} +{"current_steps": 42395, "total_steps": 45204, "loss": 0.2849, "learning_rate": 1.899502095246053e-07, "epoch": 0.9378421923909317, "percentage": 93.79, "elapsed_time": "1 day, 2:02:00", "remaining_time": "1:43:29"} +{"current_steps": 42400, "total_steps": 45204, "loss": 0.3378, "learning_rate": 1.8927673075701313e-07, "epoch": 0.9379528000324449, "percentage": 93.8, "elapsed_time": "1 day, 2:02:12", "remaining_time": "1:43:18"} +{"current_steps": 42405, "total_steps": 45204, "loss": 0.185, "learning_rate": 1.8860443663119453e-07, "epoch": 0.9380634076739581, "percentage": 93.81, "elapsed_time": "1 day, 2:02:23", "remaining_time": "1:43:07"} +{"current_steps": 42410, "total_steps": 45204, "loss": 0.3426, "learning_rate": 1.8793332722833124e-07, "epoch": 0.9381740153154714, "percentage": 93.82, "elapsed_time": "1 day, 2:02:34", "remaining_time": "1:42:56"} +{"current_steps": 42415, "total_steps": 45204, "loss": 0.2324, "learning_rate": 1.872634026294551e-07, "epoch": 0.9382846229569847, "percentage": 93.83, "elapsed_time": "1 day, 2:02:43", "remaining_time": "1:42:45"} +{"current_steps": 42420, "total_steps": 45204, "loss": 0.3097, "learning_rate": 1.8659466291546135e-07, "epoch": 0.9383952305984979, "percentage": 93.84, "elapsed_time": "1 day, 2:02:53", "remaining_time": "1:42:34"} +{"current_steps": 42425, "total_steps": 45204, "loss": 0.3904, "learning_rate": 1.8592710816710103e-07, "epoch": 0.9385058382400112, "percentage": 93.85, "elapsed_time": "1 day, 2:03:04", "remaining_time": "1:42:23"} +{"current_steps": 42430, "total_steps": 45204, "loss": 0.2765, "learning_rate": 1.852607384649785e-07, "epoch": 0.9386164458815245, "percentage": 93.86, "elapsed_time": "1 day, 2:03:15", "remaining_time": "1:42:12"} +{"current_steps": 42435, "total_steps": 45204, "loss": 0.3039, "learning_rate": 1.8459555388956053e-07, "epoch": 0.9387270535230378, "percentage": 93.87, "elapsed_time": "1 day, 2:03:25", "remaining_time": "1:42:01"} +{"current_steps": 42440, "total_steps": 45204, "loss": 0.3097, "learning_rate": 1.839315545211684e-07, "epoch": 0.938837661164551, "percentage": 93.89, "elapsed_time": "1 day, 2:03:36", "remaining_time": "1:41:49"} +{"current_steps": 42445, "total_steps": 45204, "loss": 0.3772, "learning_rate": 1.832687404399758e-07, "epoch": 0.9389482688060643, "percentage": 93.9, "elapsed_time": "1 day, 2:03:47", "remaining_time": "1:41:38"} +{"current_steps": 42450, "total_steps": 45204, "loss": 0.2844, "learning_rate": 1.8260711172601975e-07, "epoch": 0.9390588764475775, "percentage": 93.91, "elapsed_time": "1 day, 2:03:57", "remaining_time": "1:41:27"} +{"current_steps": 42455, "total_steps": 45204, "loss": 0.1735, "learning_rate": 1.8194666845919418e-07, "epoch": 0.9391694840890907, "percentage": 93.92, "elapsed_time": "1 day, 2:04:07", "remaining_time": "1:41:16"} +{"current_steps": 42460, "total_steps": 45204, "loss": 0.3121, "learning_rate": 1.8128741071924194e-07, "epoch": 0.939280091730604, "percentage": 93.93, "elapsed_time": "1 day, 2:04:19", "remaining_time": "1:41:05"} +{"current_steps": 42465, "total_steps": 45204, "loss": 0.3836, "learning_rate": 1.8062933858577382e-07, "epoch": 0.9393906993721173, "percentage": 93.94, "elapsed_time": "1 day, 2:04:29", "remaining_time": "1:40:54"} +{"current_steps": 42470, "total_steps": 45204, "loss": 0.4052, "learning_rate": 1.7997245213824733e-07, "epoch": 0.9395013070136305, "percentage": 93.95, "elapsed_time": "1 day, 2:04:41", "remaining_time": "1:40:43"} +{"current_steps": 42475, "total_steps": 45204, "loss": 0.3686, "learning_rate": 1.7931675145598347e-07, "epoch": 0.9396119146551438, "percentage": 93.96, "elapsed_time": "1 day, 2:04:54", "remaining_time": "1:40:32"} +{"current_steps": 42480, "total_steps": 45204, "loss": 0.3082, "learning_rate": 1.7866223661815895e-07, "epoch": 0.9397225222966571, "percentage": 93.97, "elapsed_time": "1 day, 2:05:03", "remaining_time": "1:40:21"} +{"current_steps": 42485, "total_steps": 45204, "loss": 0.3663, "learning_rate": 1.7800890770380385e-07, "epoch": 0.9398331299381704, "percentage": 93.99, "elapsed_time": "1 day, 2:05:16", "remaining_time": "1:40:10"} +{"current_steps": 42490, "total_steps": 45204, "loss": 0.2523, "learning_rate": 1.773567647918073e-07, "epoch": 0.9399437375796836, "percentage": 94.0, "elapsed_time": "1 day, 2:05:25", "remaining_time": "1:39:59"} +{"current_steps": 42495, "total_steps": 45204, "loss": 0.3303, "learning_rate": 1.7670580796091852e-07, "epoch": 0.9400543452211968, "percentage": 94.01, "elapsed_time": "1 day, 2:05:36", "remaining_time": "1:39:48"} +{"current_steps": 42500, "total_steps": 45204, "loss": 0.1809, "learning_rate": 1.7605603728973686e-07, "epoch": 0.9401649528627101, "percentage": 94.02, "elapsed_time": "1 day, 2:05:45", "remaining_time": "1:39:37"} +{"current_steps": 42505, "total_steps": 45204, "loss": 0.2494, "learning_rate": 1.75407452856724e-07, "epoch": 0.9402755605042233, "percentage": 94.03, "elapsed_time": "1 day, 2:05:56", "remaining_time": "1:39:26"} +{"current_steps": 42510, "total_steps": 45204, "loss": 0.472, "learning_rate": 1.747600547401962e-07, "epoch": 0.9403861681457366, "percentage": 94.04, "elapsed_time": "1 day, 2:06:10", "remaining_time": "1:39:15"} +{"current_steps": 42515, "total_steps": 45204, "loss": 0.2411, "learning_rate": 1.7411384301832424e-07, "epoch": 0.9404967757872499, "percentage": 94.05, "elapsed_time": "1 day, 2:06:22", "remaining_time": "1:39:04"} +{"current_steps": 42520, "total_steps": 45204, "loss": 0.2021, "learning_rate": 1.7346881776914125e-07, "epoch": 0.9406073834287632, "percentage": 94.06, "elapsed_time": "1 day, 2:06:32", "remaining_time": "1:38:53"} +{"current_steps": 42525, "total_steps": 45204, "loss": 0.2915, "learning_rate": 1.7282497907053385e-07, "epoch": 0.9407179910702764, "percentage": 94.07, "elapsed_time": "1 day, 2:06:43", "remaining_time": "1:38:42"} +{"current_steps": 42530, "total_steps": 45204, "loss": 0.4141, "learning_rate": 1.7218232700024095e-07, "epoch": 0.9408285987117897, "percentage": 94.08, "elapsed_time": "1 day, 2:06:56", "remaining_time": "1:38:31"} +{"current_steps": 42535, "total_steps": 45204, "loss": 0.3286, "learning_rate": 1.7154086163586714e-07, "epoch": 0.940939206353303, "percentage": 94.1, "elapsed_time": "1 day, 2:07:08", "remaining_time": "1:38:20"} +{"current_steps": 42540, "total_steps": 45204, "loss": 0.3995, "learning_rate": 1.7090058305486823e-07, "epoch": 0.9410498139948162, "percentage": 94.11, "elapsed_time": "1 day, 2:07:22", "remaining_time": "1:38:09"} +{"current_steps": 42545, "total_steps": 45204, "loss": 0.3417, "learning_rate": 1.7026149133455573e-07, "epoch": 0.9411604216363294, "percentage": 94.12, "elapsed_time": "1 day, 2:07:36", "remaining_time": "1:37:58"} +{"current_steps": 42550, "total_steps": 45204, "loss": 0.3804, "learning_rate": 1.696235865521023e-07, "epoch": 0.9412710292778427, "percentage": 94.13, "elapsed_time": "1 day, 2:07:48", "remaining_time": "1:37:47"} +{"current_steps": 42555, "total_steps": 45204, "loss": 0.3122, "learning_rate": 1.6898686878453309e-07, "epoch": 0.941381636919356, "percentage": 94.14, "elapsed_time": "1 day, 2:07:59", "remaining_time": "1:37:36"} +{"current_steps": 42560, "total_steps": 45204, "loss": 0.2848, "learning_rate": 1.6835133810873095e-07, "epoch": 0.9414922445608692, "percentage": 94.15, "elapsed_time": "1 day, 2:08:09", "remaining_time": "1:37:25"} +{"current_steps": 42565, "total_steps": 45204, "loss": 0.2858, "learning_rate": 1.6771699460143786e-07, "epoch": 0.9416028522023825, "percentage": 94.16, "elapsed_time": "1 day, 2:08:18", "remaining_time": "1:37:14"} +{"current_steps": 42570, "total_steps": 45204, "loss": 0.4374, "learning_rate": 1.6708383833925034e-07, "epoch": 0.9417134598438958, "percentage": 94.17, "elapsed_time": "1 day, 2:08:30", "remaining_time": "1:37:03"} +{"current_steps": 42575, "total_steps": 45204, "loss": 0.2041, "learning_rate": 1.6645186939861946e-07, "epoch": 0.941824067485409, "percentage": 94.18, "elapsed_time": "1 day, 2:08:42", "remaining_time": "1:36:52"} +{"current_steps": 42580, "total_steps": 45204, "loss": 0.283, "learning_rate": 1.658210878558597e-07, "epoch": 0.9419346751269223, "percentage": 94.2, "elapsed_time": "1 day, 2:08:53", "remaining_time": "1:36:40"} +{"current_steps": 42585, "total_steps": 45204, "loss": 0.4359, "learning_rate": 1.651914937871335e-07, "epoch": 0.9420452827684356, "percentage": 94.21, "elapsed_time": "1 day, 2:09:05", "remaining_time": "1:36:29"} +{"current_steps": 42590, "total_steps": 45204, "loss": 0.3753, "learning_rate": 1.6456308726846449e-07, "epoch": 0.9421558904099487, "percentage": 94.22, "elapsed_time": "1 day, 2:09:19", "remaining_time": "1:36:19"} +{"current_steps": 42595, "total_steps": 45204, "loss": 0.3264, "learning_rate": 1.639358683757364e-07, "epoch": 0.942266498051462, "percentage": 94.23, "elapsed_time": "1 day, 2:09:31", "remaining_time": "1:36:08"} +{"current_steps": 42600, "total_steps": 45204, "loss": 0.2788, "learning_rate": 1.6330983718468197e-07, "epoch": 0.9423771056929753, "percentage": 94.24, "elapsed_time": "1 day, 2:09:42", "remaining_time": "1:35:57"} +{"current_steps": 42605, "total_steps": 45204, "loss": 0.2479, "learning_rate": 1.626849937708941e-07, "epoch": 0.9424877133344886, "percentage": 94.25, "elapsed_time": "1 day, 2:09:50", "remaining_time": "1:35:45"} +{"current_steps": 42610, "total_steps": 45204, "loss": 0.3278, "learning_rate": 1.6206133820982572e-07, "epoch": 0.9425983209760018, "percentage": 94.26, "elapsed_time": "1 day, 2:10:02", "remaining_time": "1:35:34"} +{"current_steps": 42615, "total_steps": 45204, "loss": 0.3395, "learning_rate": 1.614388705767811e-07, "epoch": 0.9427089286175151, "percentage": 94.27, "elapsed_time": "1 day, 2:10:15", "remaining_time": "1:35:23"} +{"current_steps": 42620, "total_steps": 45204, "loss": 0.3621, "learning_rate": 1.6081759094692119e-07, "epoch": 0.9428195362590284, "percentage": 94.28, "elapsed_time": "1 day, 2:10:27", "remaining_time": "1:35:12"} +{"current_steps": 42625, "total_steps": 45204, "loss": 0.4503, "learning_rate": 1.601974993952693e-07, "epoch": 0.9429301439005416, "percentage": 94.29, "elapsed_time": "1 day, 2:10:38", "remaining_time": "1:35:01"} +{"current_steps": 42630, "total_steps": 45204, "loss": 0.3837, "learning_rate": 1.5957859599669667e-07, "epoch": 0.9430407515420549, "percentage": 94.31, "elapsed_time": "1 day, 2:10:51", "remaining_time": "1:34:50"} +{"current_steps": 42635, "total_steps": 45204, "loss": 0.3668, "learning_rate": 1.589608808259402e-07, "epoch": 0.9431513591835682, "percentage": 94.32, "elapsed_time": "1 day, 2:11:04", "remaining_time": "1:34:39"} +{"current_steps": 42640, "total_steps": 45204, "loss": 0.4058, "learning_rate": 1.5834435395758686e-07, "epoch": 0.9432619668250813, "percentage": 94.33, "elapsed_time": "1 day, 2:11:18", "remaining_time": "1:34:29"} +{"current_steps": 42645, "total_steps": 45204, "loss": 0.4099, "learning_rate": 1.5772901546608043e-07, "epoch": 0.9433725744665946, "percentage": 94.34, "elapsed_time": "1 day, 2:11:28", "remaining_time": "1:34:17"} +{"current_steps": 42650, "total_steps": 45204, "loss": 0.2371, "learning_rate": 1.5711486542572485e-07, "epoch": 0.9434831821081079, "percentage": 94.35, "elapsed_time": "1 day, 2:11:39", "remaining_time": "1:34:06"} +{"current_steps": 42655, "total_steps": 45204, "loss": 0.2989, "learning_rate": 1.5650190391067855e-07, "epoch": 0.9435937897496212, "percentage": 94.36, "elapsed_time": "1 day, 2:11:50", "remaining_time": "1:33:55"} +{"current_steps": 42660, "total_steps": 45204, "loss": 0.3168, "learning_rate": 1.5589013099495565e-07, "epoch": 0.9437043973911344, "percentage": 94.37, "elapsed_time": "1 day, 2:11:59", "remaining_time": "1:33:44"} +{"current_steps": 42665, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.5527954675242706e-07, "epoch": 0.9438150050326477, "percentage": 94.38, "elapsed_time": "1 day, 2:12:09", "remaining_time": "1:33:33"} +{"current_steps": 42670, "total_steps": 45204, "loss": 0.2448, "learning_rate": 1.5467015125682384e-07, "epoch": 0.943925612674161, "percentage": 94.39, "elapsed_time": "1 day, 2:12:18", "remaining_time": "1:33:22"} +{"current_steps": 42675, "total_steps": 45204, "loss": 0.1872, "learning_rate": 1.5406194458172487e-07, "epoch": 0.9440362203156742, "percentage": 94.41, "elapsed_time": "1 day, 2:12:27", "remaining_time": "1:33:11"} +{"current_steps": 42680, "total_steps": 45204, "loss": 0.3144, "learning_rate": 1.5345492680057694e-07, "epoch": 0.9441468279571875, "percentage": 94.42, "elapsed_time": "1 day, 2:12:37", "remaining_time": "1:33:00"} +{"current_steps": 42685, "total_steps": 45204, "loss": 0.3583, "learning_rate": 1.5284909798667258e-07, "epoch": 0.9442574355987007, "percentage": 94.43, "elapsed_time": "1 day, 2:12:50", "remaining_time": "1:32:49"} +{"current_steps": 42690, "total_steps": 45204, "loss": 0.2416, "learning_rate": 1.5224445821316658e-07, "epoch": 0.944368043240214, "percentage": 94.44, "elapsed_time": "1 day, 2:13:02", "remaining_time": "1:32:38"} +{"current_steps": 42695, "total_steps": 45204, "loss": 0.5025, "learning_rate": 1.5164100755307053e-07, "epoch": 0.9444786508817272, "percentage": 94.45, "elapsed_time": "1 day, 2:13:16", "remaining_time": "1:32:27"} +{"current_steps": 42700, "total_steps": 45204, "loss": 0.3758, "learning_rate": 1.510387460792495e-07, "epoch": 0.9445892585232405, "percentage": 94.46, "elapsed_time": "1 day, 2:13:26", "remaining_time": "1:32:16"} +{"current_steps": 42705, "total_steps": 45204, "loss": 0.3391, "learning_rate": 1.5043767386442642e-07, "epoch": 0.9446998661647538, "percentage": 94.47, "elapsed_time": "1 day, 2:13:37", "remaining_time": "1:32:05"} +{"current_steps": 42710, "total_steps": 45204, "loss": 0.294, "learning_rate": 1.498377909811821e-07, "epoch": 0.944810473806267, "percentage": 94.48, "elapsed_time": "1 day, 2:13:47", "remaining_time": "1:31:53"} +{"current_steps": 42715, "total_steps": 45204, "loss": 0.3447, "learning_rate": 1.4923909750194975e-07, "epoch": 0.9449210814477803, "percentage": 94.49, "elapsed_time": "1 day, 2:13:56", "remaining_time": "1:31:42"} +{"current_steps": 42720, "total_steps": 45204, "loss": 0.4093, "learning_rate": 1.4864159349902263e-07, "epoch": 0.9450316890892936, "percentage": 94.5, "elapsed_time": "1 day, 2:14:11", "remaining_time": "1:31:32"} +{"current_steps": 42725, "total_steps": 45204, "loss": 0.3801, "learning_rate": 1.480452790445508e-07, "epoch": 0.9451422967308069, "percentage": 94.52, "elapsed_time": "1 day, 2:14:23", "remaining_time": "1:31:20"} +{"current_steps": 42730, "total_steps": 45204, "loss": 0.2808, "learning_rate": 1.4745015421053665e-07, "epoch": 0.9452529043723201, "percentage": 94.53, "elapsed_time": "1 day, 2:14:35", "remaining_time": "1:31:09"} +{"current_steps": 42735, "total_steps": 45204, "loss": 0.2993, "learning_rate": 1.4685621906884163e-07, "epoch": 0.9453635120138333, "percentage": 94.54, "elapsed_time": "1 day, 2:14:44", "remaining_time": "1:30:58"} +{"current_steps": 42740, "total_steps": 45204, "loss": 0.3119, "learning_rate": 1.4626347369118499e-07, "epoch": 0.9454741196553466, "percentage": 94.55, "elapsed_time": "1 day, 2:14:53", "remaining_time": "1:30:47"} +{"current_steps": 42745, "total_steps": 45204, "loss": 0.3193, "learning_rate": 1.4567191814913728e-07, "epoch": 0.9455847272968598, "percentage": 94.56, "elapsed_time": "1 day, 2:15:04", "remaining_time": "1:30:36"} +{"current_steps": 42750, "total_steps": 45204, "loss": 0.2721, "learning_rate": 1.4508155251413247e-07, "epoch": 0.9456953349383731, "percentage": 94.57, "elapsed_time": "1 day, 2:15:14", "remaining_time": "1:30:25"} +{"current_steps": 42755, "total_steps": 45204, "loss": 0.3591, "learning_rate": 1.4449237685745466e-07, "epoch": 0.9458059425798864, "percentage": 94.58, "elapsed_time": "1 day, 2:15:25", "remaining_time": "1:30:14"} +{"current_steps": 42760, "total_steps": 45204, "loss": 0.3596, "learning_rate": 1.4390439125024692e-07, "epoch": 0.9459165502213996, "percentage": 94.59, "elapsed_time": "1 day, 2:15:36", "remaining_time": "1:30:03"} +{"current_steps": 42765, "total_steps": 45204, "loss": 0.2447, "learning_rate": 1.4331759576350912e-07, "epoch": 0.9460271578629129, "percentage": 94.6, "elapsed_time": "1 day, 2:15:47", "remaining_time": "1:29:52"} +{"current_steps": 42770, "total_steps": 45204, "loss": 0.2435, "learning_rate": 1.4273199046809682e-07, "epoch": 0.9461377655044262, "percentage": 94.62, "elapsed_time": "1 day, 2:15:57", "remaining_time": "1:29:41"} +{"current_steps": 42775, "total_steps": 45204, "loss": 0.3613, "learning_rate": 1.4214757543471902e-07, "epoch": 0.9462483731459395, "percentage": 94.63, "elapsed_time": "1 day, 2:16:08", "remaining_time": "1:29:30"} +{"current_steps": 42780, "total_steps": 45204, "loss": 0.2789, "learning_rate": 1.4156435073394704e-07, "epoch": 0.9463589807874526, "percentage": 94.64, "elapsed_time": "1 day, 2:16:18", "remaining_time": "1:29:19"} +{"current_steps": 42785, "total_steps": 45204, "loss": 0.2523, "learning_rate": 1.409823164362034e-07, "epoch": 0.9464695884289659, "percentage": 94.65, "elapsed_time": "1 day, 2:16:27", "remaining_time": "1:29:07"} +{"current_steps": 42790, "total_steps": 45204, "loss": 0.2715, "learning_rate": 1.4040147261176863e-07, "epoch": 0.9465801960704792, "percentage": 94.66, "elapsed_time": "1 day, 2:16:39", "remaining_time": "1:28:56"} +{"current_steps": 42795, "total_steps": 45204, "loss": 0.3328, "learning_rate": 1.3982181933077986e-07, "epoch": 0.9466908037119924, "percentage": 94.67, "elapsed_time": "1 day, 2:16:50", "remaining_time": "1:28:45"} +{"current_steps": 42800, "total_steps": 45204, "loss": 0.1912, "learning_rate": 1.3924335666323007e-07, "epoch": 0.9468014113535057, "percentage": 94.68, "elapsed_time": "1 day, 2:16:59", "remaining_time": "1:28:34"} +{"current_steps": 42805, "total_steps": 45204, "loss": 0.4009, "learning_rate": 1.386660846789667e-07, "epoch": 0.946912018995019, "percentage": 94.69, "elapsed_time": "1 day, 2:17:12", "remaining_time": "1:28:23"} +{"current_steps": 42810, "total_steps": 45204, "loss": 0.2756, "learning_rate": 1.3809000344769842e-07, "epoch": 0.9470226266365322, "percentage": 94.7, "elapsed_time": "1 day, 2:17:24", "remaining_time": "1:28:12"} +{"current_steps": 42815, "total_steps": 45204, "loss": 0.3288, "learning_rate": 1.3751511303898513e-07, "epoch": 0.9471332342780455, "percentage": 94.72, "elapsed_time": "1 day, 2:17:36", "remaining_time": "1:28:01"} +{"current_steps": 42820, "total_steps": 45204, "loss": 0.3542, "learning_rate": 1.3694141352224245e-07, "epoch": 0.9472438419195588, "percentage": 94.73, "elapsed_time": "1 day, 2:17:47", "remaining_time": "1:27:50"} +{"current_steps": 42825, "total_steps": 45204, "loss": 0.2801, "learning_rate": 1.3636890496674937e-07, "epoch": 0.947354449561072, "percentage": 94.74, "elapsed_time": "1 day, 2:17:59", "remaining_time": "1:27:39"} +{"current_steps": 42830, "total_steps": 45204, "loss": 0.2243, "learning_rate": 1.3579758744163175e-07, "epoch": 0.9474650572025852, "percentage": 94.75, "elapsed_time": "1 day, 2:18:09", "remaining_time": "1:27:28"} +{"current_steps": 42835, "total_steps": 45204, "loss": 0.2308, "learning_rate": 1.3522746101587658e-07, "epoch": 0.9475756648440985, "percentage": 94.76, "elapsed_time": "1 day, 2:18:18", "remaining_time": "1:27:17"} +{"current_steps": 42840, "total_steps": 45204, "loss": 0.329, "learning_rate": 1.3465852575832995e-07, "epoch": 0.9476862724856118, "percentage": 94.77, "elapsed_time": "1 day, 2:18:29", "remaining_time": "1:27:06"} +{"current_steps": 42845, "total_steps": 45204, "loss": 0.3704, "learning_rate": 1.3409078173768574e-07, "epoch": 0.947796880127125, "percentage": 94.78, "elapsed_time": "1 day, 2:18:41", "remaining_time": "1:26:55"} +{"current_steps": 42850, "total_steps": 45204, "loss": 0.3776, "learning_rate": 1.335242290225025e-07, "epoch": 0.9479074877686383, "percentage": 94.79, "elapsed_time": "1 day, 2:18:54", "remaining_time": "1:26:44"} +{"current_steps": 42855, "total_steps": 45204, "loss": 0.2989, "learning_rate": 1.3295886768119103e-07, "epoch": 0.9480180954101516, "percentage": 94.8, "elapsed_time": "1 day, 2:19:04", "remaining_time": "1:26:33"} +{"current_steps": 42860, "total_steps": 45204, "loss": 0.3929, "learning_rate": 1.3239469778201563e-07, "epoch": 0.9481287030516649, "percentage": 94.81, "elapsed_time": "1 day, 2:19:16", "remaining_time": "1:26:22"} +{"current_steps": 42865, "total_steps": 45204, "loss": 0.336, "learning_rate": 1.318317193931018e-07, "epoch": 0.9482393106931781, "percentage": 94.83, "elapsed_time": "1 day, 2:19:28", "remaining_time": "1:26:11"} +{"current_steps": 42870, "total_steps": 45204, "loss": 0.1592, "learning_rate": 1.312699325824307e-07, "epoch": 0.9483499183346914, "percentage": 94.84, "elapsed_time": "1 day, 2:19:41", "remaining_time": "1:26:00"} +{"current_steps": 42875, "total_steps": 45204, "loss": 0.2474, "learning_rate": 1.3070933741783364e-07, "epoch": 0.9484605259762046, "percentage": 94.85, "elapsed_time": "1 day, 2:19:51", "remaining_time": "1:25:49"} +{"current_steps": 42880, "total_steps": 45204, "loss": 0.2384, "learning_rate": 1.3014993396700538e-07, "epoch": 0.9485711336177178, "percentage": 94.86, "elapsed_time": "1 day, 2:20:02", "remaining_time": "1:25:38"} +{"current_steps": 42885, "total_steps": 45204, "loss": 0.2456, "learning_rate": 1.2959172229749405e-07, "epoch": 0.9486817412592311, "percentage": 94.87, "elapsed_time": "1 day, 2:20:11", "remaining_time": "1:25:26"} +{"current_steps": 42890, "total_steps": 45204, "loss": 0.3465, "learning_rate": 1.2903470247670135e-07, "epoch": 0.9487923489007444, "percentage": 94.88, "elapsed_time": "1 day, 2:20:21", "remaining_time": "1:25:15"} +{"current_steps": 42895, "total_steps": 45204, "loss": 0.4255, "learning_rate": 1.28478874571889e-07, "epoch": 0.9489029565422576, "percentage": 94.89, "elapsed_time": "1 day, 2:20:35", "remaining_time": "1:25:04"} +{"current_steps": 42900, "total_steps": 45204, "loss": 0.2678, "learning_rate": 1.2792423865017224e-07, "epoch": 0.9490135641837709, "percentage": 94.9, "elapsed_time": "1 day, 2:20:46", "remaining_time": "1:24:53"} +{"current_steps": 42905, "total_steps": 45204, "loss": 0.4169, "learning_rate": 1.2737079477852188e-07, "epoch": 0.9491241718252842, "percentage": 94.91, "elapsed_time": "1 day, 2:21:00", "remaining_time": "1:24:42"} +{"current_steps": 42910, "total_steps": 45204, "loss": 0.4479, "learning_rate": 1.2681854302377005e-07, "epoch": 0.9492347794667975, "percentage": 94.93, "elapsed_time": "1 day, 2:21:12", "remaining_time": "1:24:31"} +{"current_steps": 42915, "total_steps": 45204, "loss": 0.357, "learning_rate": 1.2626748345259676e-07, "epoch": 0.9493453871083107, "percentage": 94.94, "elapsed_time": "1 day, 2:21:23", "remaining_time": "1:24:20"} +{"current_steps": 42920, "total_steps": 45204, "loss": 0.3337, "learning_rate": 1.2571761613154432e-07, "epoch": 0.9494559947498239, "percentage": 94.95, "elapsed_time": "1 day, 2:21:34", "remaining_time": "1:24:09"} +{"current_steps": 42925, "total_steps": 45204, "loss": 0.288, "learning_rate": 1.2516894112700962e-07, "epoch": 0.9495666023913372, "percentage": 94.96, "elapsed_time": "1 day, 2:21:43", "remaining_time": "1:23:58"} +{"current_steps": 42930, "total_steps": 45204, "loss": 0.3941, "learning_rate": 1.2462145850524299e-07, "epoch": 0.9496772100328504, "percentage": 94.97, "elapsed_time": "1 day, 2:21:54", "remaining_time": "1:23:47"} +{"current_steps": 42935, "total_steps": 45204, "loss": 0.3654, "learning_rate": 1.240751683323538e-07, "epoch": 0.9497878176743637, "percentage": 94.98, "elapsed_time": "1 day, 2:22:03", "remaining_time": "1:23:36"} +{"current_steps": 42940, "total_steps": 45204, "loss": 0.3125, "learning_rate": 1.2353007067430812e-07, "epoch": 0.949898425315877, "percentage": 94.99, "elapsed_time": "1 day, 2:22:14", "remaining_time": "1:23:25"} +{"current_steps": 42945, "total_steps": 45204, "loss": 0.4166, "learning_rate": 1.2298616559692334e-07, "epoch": 0.9500090329573903, "percentage": 95.0, "elapsed_time": "1 day, 2:22:26", "remaining_time": "1:23:14"} +{"current_steps": 42950, "total_steps": 45204, "loss": 0.4243, "learning_rate": 1.224434531658769e-07, "epoch": 0.9501196405989035, "percentage": 95.01, "elapsed_time": "1 day, 2:22:36", "remaining_time": "1:23:03"} +{"current_steps": 42955, "total_steps": 45204, "loss": 0.3647, "learning_rate": 1.219019334467031e-07, "epoch": 0.9502302482404168, "percentage": 95.02, "elapsed_time": "1 day, 2:22:46", "remaining_time": "1:22:52"} +{"current_steps": 42960, "total_steps": 45204, "loss": 0.3619, "learning_rate": 1.2136160650478735e-07, "epoch": 0.9503408558819301, "percentage": 95.04, "elapsed_time": "1 day, 2:22:57", "remaining_time": "1:22:41"} +{"current_steps": 42965, "total_steps": 45204, "loss": 0.2994, "learning_rate": 1.2082247240537526e-07, "epoch": 0.9504514635234433, "percentage": 95.05, "elapsed_time": "1 day, 2:23:09", "remaining_time": "1:22:30"} +{"current_steps": 42970, "total_steps": 45204, "loss": 0.3375, "learning_rate": 1.202845312135681e-07, "epoch": 0.9505620711649565, "percentage": 95.06, "elapsed_time": "1 day, 2:23:21", "remaining_time": "1:22:19"} +{"current_steps": 42975, "total_steps": 45204, "loss": 0.3325, "learning_rate": 1.1974778299431943e-07, "epoch": 0.9506726788064698, "percentage": 95.07, "elapsed_time": "1 day, 2:23:32", "remaining_time": "1:22:08"} +{"current_steps": 42980, "total_steps": 45204, "loss": 0.3899, "learning_rate": 1.1921222781244412e-07, "epoch": 0.950783286447983, "percentage": 95.08, "elapsed_time": "1 day, 2:23:42", "remaining_time": "1:21:56"} +{"current_steps": 42985, "total_steps": 45204, "loss": 0.2525, "learning_rate": 1.1867786573261042e-07, "epoch": 0.9508938940894963, "percentage": 95.09, "elapsed_time": "1 day, 2:23:53", "remaining_time": "1:21:45"} +{"current_steps": 42990, "total_steps": 45204, "loss": 0.3388, "learning_rate": 1.1814469681933894e-07, "epoch": 0.9510045017310096, "percentage": 95.1, "elapsed_time": "1 day, 2:24:03", "remaining_time": "1:21:34"} +{"current_steps": 42995, "total_steps": 45204, "loss": 0.3386, "learning_rate": 1.1761272113701372e-07, "epoch": 0.9511151093725229, "percentage": 95.11, "elapsed_time": "1 day, 2:24:16", "remaining_time": "1:21:23"} +{"current_steps": 43000, "total_steps": 45204, "loss": 0.2253, "learning_rate": 1.1708193874986895e-07, "epoch": 0.9512257170140361, "percentage": 95.12, "elapsed_time": "1 day, 2:24:26", "remaining_time": "1:21:12"} +{"current_steps": 43005, "total_steps": 45204, "loss": 0.2215, "learning_rate": 1.1655234972199448e-07, "epoch": 0.9513363246555494, "percentage": 95.14, "elapsed_time": "1 day, 2:24:36", "remaining_time": "1:21:01"} +{"current_steps": 43010, "total_steps": 45204, "loss": 0.4233, "learning_rate": 1.1602395411734135e-07, "epoch": 0.9514469322970627, "percentage": 95.15, "elapsed_time": "1 day, 2:24:48", "remaining_time": "1:20:50"} +{"current_steps": 43015, "total_steps": 45204, "loss": 0.3212, "learning_rate": 1.1549675199971188e-07, "epoch": 0.9515575399385758, "percentage": 95.16, "elapsed_time": "1 day, 2:24:59", "remaining_time": "1:20:39"} +{"current_steps": 43020, "total_steps": 45204, "loss": 0.2064, "learning_rate": 1.1497074343276405e-07, "epoch": 0.9516681475800891, "percentage": 95.17, "elapsed_time": "1 day, 2:25:11", "remaining_time": "1:20:28"} +{"current_steps": 43025, "total_steps": 45204, "loss": 0.4633, "learning_rate": 1.1444592848001701e-07, "epoch": 0.9517787552216024, "percentage": 95.18, "elapsed_time": "1 day, 2:25:22", "remaining_time": "1:20:17"} +{"current_steps": 43030, "total_steps": 45204, "loss": 0.4149, "learning_rate": 1.1392230720483788e-07, "epoch": 0.9518893628631157, "percentage": 95.19, "elapsed_time": "1 day, 2:25:34", "remaining_time": "1:20:06"} +{"current_steps": 43035, "total_steps": 45204, "loss": 0.3715, "learning_rate": 1.1339987967045496e-07, "epoch": 0.9519999705046289, "percentage": 95.2, "elapsed_time": "1 day, 2:25:46", "remaining_time": "1:19:55"} +{"current_steps": 43040, "total_steps": 45204, "loss": 0.2409, "learning_rate": 1.1287864593995335e-07, "epoch": 0.9521105781461422, "percentage": 95.21, "elapsed_time": "1 day, 2:25:55", "remaining_time": "1:19:44"} +{"current_steps": 43045, "total_steps": 45204, "loss": 0.3741, "learning_rate": 1.1235860607626936e-07, "epoch": 0.9522211857876555, "percentage": 95.22, "elapsed_time": "1 day, 2:26:04", "remaining_time": "1:19:33"} +{"current_steps": 43050, "total_steps": 45204, "loss": 0.2292, "learning_rate": 1.1183976014219833e-07, "epoch": 0.9523317934291687, "percentage": 95.23, "elapsed_time": "1 day, 2:26:14", "remaining_time": "1:19:22"} +{"current_steps": 43055, "total_steps": 45204, "loss": 0.3909, "learning_rate": 1.1132210820039124e-07, "epoch": 0.952442401070682, "percentage": 95.25, "elapsed_time": "1 day, 2:26:25", "remaining_time": "1:19:10"} +{"current_steps": 43060, "total_steps": 45204, "loss": 0.2082, "learning_rate": 1.1080565031335367e-07, "epoch": 0.9525530087121953, "percentage": 95.26, "elapsed_time": "1 day, 2:26:34", "remaining_time": "1:18:59"} +{"current_steps": 43065, "total_steps": 45204, "loss": 0.342, "learning_rate": 1.1029038654344792e-07, "epoch": 0.9526636163537084, "percentage": 95.27, "elapsed_time": "1 day, 2:26:45", "remaining_time": "1:18:48"} +{"current_steps": 43070, "total_steps": 45204, "loss": 0.2937, "learning_rate": 1.0977631695289426e-07, "epoch": 0.9527742239952217, "percentage": 95.28, "elapsed_time": "1 day, 2:26:55", "remaining_time": "1:18:37"} +{"current_steps": 43075, "total_steps": 45204, "loss": 0.3345, "learning_rate": 1.092634416037619e-07, "epoch": 0.952884831636735, "percentage": 95.29, "elapsed_time": "1 day, 2:27:07", "remaining_time": "1:18:26"} +{"current_steps": 43080, "total_steps": 45204, "loss": 0.3159, "learning_rate": 1.0875176055798353e-07, "epoch": 0.9529954392782483, "percentage": 95.3, "elapsed_time": "1 day, 2:27:18", "remaining_time": "1:18:15"} +{"current_steps": 43085, "total_steps": 45204, "loss": 0.4222, "learning_rate": 1.0824127387734529e-07, "epoch": 0.9531060469197615, "percentage": 95.31, "elapsed_time": "1 day, 2:27:29", "remaining_time": "1:18:04"} +{"current_steps": 43090, "total_steps": 45204, "loss": 0.2779, "learning_rate": 1.0773198162348453e-07, "epoch": 0.9532166545612748, "percentage": 95.32, "elapsed_time": "1 day, 2:27:39", "remaining_time": "1:17:53"} +{"current_steps": 43095, "total_steps": 45204, "loss": 0.3764, "learning_rate": 1.0722388385790205e-07, "epoch": 0.9533272622027881, "percentage": 95.33, "elapsed_time": "1 day, 2:27:50", "remaining_time": "1:17:42"} +{"current_steps": 43100, "total_steps": 45204, "loss": 0.3374, "learning_rate": 1.067169806419488e-07, "epoch": 0.9534378698443013, "percentage": 95.35, "elapsed_time": "1 day, 2:28:00", "remaining_time": "1:17:31"} +{"current_steps": 43105, "total_steps": 45204, "loss": 0.3676, "learning_rate": 1.0621127203683135e-07, "epoch": 0.9535484774858146, "percentage": 95.36, "elapsed_time": "1 day, 2:28:12", "remaining_time": "1:17:20"} +{"current_steps": 43110, "total_steps": 45204, "loss": 0.2109, "learning_rate": 1.0570675810361752e-07, "epoch": 0.9536590851273278, "percentage": 95.37, "elapsed_time": "1 day, 2:28:21", "remaining_time": "1:17:09"} +{"current_steps": 43115, "total_steps": 45204, "loss": 0.3524, "learning_rate": 1.0520343890322526e-07, "epoch": 0.953769692768841, "percentage": 95.38, "elapsed_time": "1 day, 2:28:31", "remaining_time": "1:16:58"} +{"current_steps": 43120, "total_steps": 45204, "loss": 0.2354, "learning_rate": 1.0470131449642929e-07, "epoch": 0.9538803004103543, "percentage": 95.39, "elapsed_time": "1 day, 2:28:41", "remaining_time": "1:16:46"} +{"current_steps": 43125, "total_steps": 45204, "loss": 0.23, "learning_rate": 1.042003849438633e-07, "epoch": 0.9539909080518676, "percentage": 95.4, "elapsed_time": "1 day, 2:28:52", "remaining_time": "1:16:35"} +{"current_steps": 43130, "total_steps": 45204, "loss": 0.2355, "learning_rate": 1.0370065030601229e-07, "epoch": 0.9541015156933809, "percentage": 95.41, "elapsed_time": "1 day, 2:29:02", "remaining_time": "1:16:24"} +{"current_steps": 43135, "total_steps": 45204, "loss": 0.3206, "learning_rate": 1.0320211064321906e-07, "epoch": 0.9542121233348941, "percentage": 95.42, "elapsed_time": "1 day, 2:29:12", "remaining_time": "1:16:13"} +{"current_steps": 43140, "total_steps": 45204, "loss": 0.2373, "learning_rate": 1.0270476601568547e-07, "epoch": 0.9543227309764074, "percentage": 95.43, "elapsed_time": "1 day, 2:29:24", "remaining_time": "1:16:02"} +{"current_steps": 43145, "total_steps": 45204, "loss": 0.3103, "learning_rate": 1.0220861648346126e-07, "epoch": 0.9544333386179207, "percentage": 95.45, "elapsed_time": "1 day, 2:29:34", "remaining_time": "1:15:51"} +{"current_steps": 43150, "total_steps": 45204, "loss": 0.3871, "learning_rate": 1.017136621064585e-07, "epoch": 0.954543946259434, "percentage": 95.46, "elapsed_time": "1 day, 2:29:46", "remaining_time": "1:15:40"} +{"current_steps": 43155, "total_steps": 45204, "loss": 0.395, "learning_rate": 1.0121990294444273e-07, "epoch": 0.9546545539009472, "percentage": 95.47, "elapsed_time": "1 day, 2:29:59", "remaining_time": "1:15:29"} +{"current_steps": 43160, "total_steps": 45204, "loss": 0.3307, "learning_rate": 1.0072733905703513e-07, "epoch": 0.9547651615424604, "percentage": 95.48, "elapsed_time": "1 day, 2:30:11", "remaining_time": "1:15:18"} +{"current_steps": 43165, "total_steps": 45204, "loss": 0.367, "learning_rate": 1.0023597050371147e-07, "epoch": 0.9548757691839737, "percentage": 95.49, "elapsed_time": "1 day, 2:30:22", "remaining_time": "1:15:07"} +{"current_steps": 43170, "total_steps": 45204, "loss": 0.3369, "learning_rate": 9.974579734380763e-08, "epoch": 0.9549863768254869, "percentage": 95.5, "elapsed_time": "1 day, 2:30:32", "remaining_time": "1:14:56"} +{"current_steps": 43175, "total_steps": 45204, "loss": 0.4479, "learning_rate": 9.925681963650735e-08, "epoch": 0.9550969844670002, "percentage": 95.51, "elapsed_time": "1 day, 2:30:43", "remaining_time": "1:14:45"} +{"current_steps": 43180, "total_steps": 45204, "loss": 0.3997, "learning_rate": 9.876903744085786e-08, "epoch": 0.9552075921085135, "percentage": 95.52, "elapsed_time": "1 day, 2:30:53", "remaining_time": "1:14:34"} +{"current_steps": 43185, "total_steps": 45204, "loss": 0.2572, "learning_rate": 9.828245081575871e-08, "epoch": 0.9553181997500267, "percentage": 95.53, "elapsed_time": "1 day, 2:31:04", "remaining_time": "1:14:23"} +{"current_steps": 43190, "total_steps": 45204, "loss": 0.3821, "learning_rate": 9.77970598199629e-08, "epoch": 0.95542880739154, "percentage": 95.54, "elapsed_time": "1 day, 2:31:13", "remaining_time": "1:14:12"} +{"current_steps": 43195, "total_steps": 45204, "loss": 0.2449, "learning_rate": 9.731286451208244e-08, "epoch": 0.9555394150330533, "percentage": 95.56, "elapsed_time": "1 day, 2:31:23", "remaining_time": "1:14:00"} +{"current_steps": 43200, "total_steps": 45204, "loss": 0.3926, "learning_rate": 9.6829864950585e-08, "epoch": 0.9556500226745666, "percentage": 95.57, "elapsed_time": "1 day, 2:31:35", "remaining_time": "1:13:49"} +{"current_steps": 43205, "total_steps": 45204, "loss": 0.3564, "learning_rate": 9.634806119378947e-08, "epoch": 0.9557606303160797, "percentage": 95.58, "elapsed_time": "1 day, 2:31:45", "remaining_time": "1:13:38"} +{"current_steps": 43210, "total_steps": 45204, "loss": 0.3705, "learning_rate": 9.586745329987601e-08, "epoch": 0.955871237957593, "percentage": 95.59, "elapsed_time": "1 day, 2:31:57", "remaining_time": "1:13:27"} +{"current_steps": 43215, "total_steps": 45204, "loss": 0.2904, "learning_rate": 9.538804132687818e-08, "epoch": 0.9559818455991063, "percentage": 95.6, "elapsed_time": "1 day, 2:32:08", "remaining_time": "1:13:16"} +{"current_steps": 43220, "total_steps": 45204, "loss": 0.2987, "learning_rate": 9.4909825332683e-08, "epoch": 0.9560924532406195, "percentage": 95.61, "elapsed_time": "1 day, 2:32:21", "remaining_time": "1:13:05"} +{"current_steps": 43225, "total_steps": 45204, "loss": 0.4234, "learning_rate": 9.443280537503652e-08, "epoch": 0.9562030608821328, "percentage": 95.62, "elapsed_time": "1 day, 2:32:33", "remaining_time": "1:12:54"} +{"current_steps": 43230, "total_steps": 45204, "loss": 0.3193, "learning_rate": 9.395698151153709e-08, "epoch": 0.9563136685236461, "percentage": 95.63, "elapsed_time": "1 day, 2:32:44", "remaining_time": "1:12:43"} +{"current_steps": 43235, "total_steps": 45204, "loss": 0.4561, "learning_rate": 9.348235379964099e-08, "epoch": 0.9564242761651593, "percentage": 95.64, "elapsed_time": "1 day, 2:32:57", "remaining_time": "1:12:32"} +{"current_steps": 43240, "total_steps": 45204, "loss": 0.3422, "learning_rate": 9.300892229666125e-08, "epoch": 0.9565348838066726, "percentage": 95.66, "elapsed_time": "1 day, 2:33:10", "remaining_time": "1:12:21"} +{"current_steps": 43245, "total_steps": 45204, "loss": 0.4304, "learning_rate": 9.253668705976104e-08, "epoch": 0.9566454914481859, "percentage": 95.67, "elapsed_time": "1 day, 2:33:19", "remaining_time": "1:12:10"} +{"current_steps": 43250, "total_steps": 45204, "loss": 0.2859, "learning_rate": 9.206564814596475e-08, "epoch": 0.9567560990896992, "percentage": 95.68, "elapsed_time": "1 day, 2:33:30", "remaining_time": "1:11:59"} +{"current_steps": 43255, "total_steps": 45204, "loss": 0.4229, "learning_rate": 9.159580561215131e-08, "epoch": 0.9568667067312123, "percentage": 95.69, "elapsed_time": "1 day, 2:33:41", "remaining_time": "1:11:48"} +{"current_steps": 43260, "total_steps": 45204, "loss": 0.235, "learning_rate": 9.112715951505202e-08, "epoch": 0.9569773143727256, "percentage": 95.7, "elapsed_time": "1 day, 2:33:50", "remaining_time": "1:11:37"} +{"current_steps": 43265, "total_steps": 45204, "loss": 0.3057, "learning_rate": 9.065970991125605e-08, "epoch": 0.9570879220142389, "percentage": 95.71, "elapsed_time": "1 day, 2:34:01", "remaining_time": "1:11:26"} +{"current_steps": 43270, "total_steps": 45204, "loss": 0.3492, "learning_rate": 9.019345685720937e-08, "epoch": 0.9571985296557521, "percentage": 95.72, "elapsed_time": "1 day, 2:34:13", "remaining_time": "1:11:15"} +{"current_steps": 43275, "total_steps": 45204, "loss": 0.2608, "learning_rate": 8.972840040920916e-08, "epoch": 0.9573091372972654, "percentage": 95.73, "elapsed_time": "1 day, 2:34:24", "remaining_time": "1:11:04"} +{"current_steps": 43280, "total_steps": 45204, "loss": 0.29, "learning_rate": 8.926454062341273e-08, "epoch": 0.9574197449387787, "percentage": 95.74, "elapsed_time": "1 day, 2:34:36", "remaining_time": "1:10:53"} +{"current_steps": 43285, "total_steps": 45204, "loss": 0.3086, "learning_rate": 8.880187755583192e-08, "epoch": 0.957530352580292, "percentage": 95.75, "elapsed_time": "1 day, 2:34:49", "remaining_time": "1:10:42"} +{"current_steps": 43290, "total_steps": 45204, "loss": 0.3081, "learning_rate": 8.834041126232984e-08, "epoch": 0.9576409602218052, "percentage": 95.77, "elapsed_time": "1 day, 2:35:00", "remaining_time": "1:10:31"} +{"current_steps": 43295, "total_steps": 45204, "loss": 0.2358, "learning_rate": 8.788014179863191e-08, "epoch": 0.9577515678633185, "percentage": 95.78, "elapsed_time": "1 day, 2:35:10", "remaining_time": "1:10:20"} +{"current_steps": 43300, "total_steps": 45204, "loss": 0.2317, "learning_rate": 8.742106922031368e-08, "epoch": 0.9578621755048317, "percentage": 95.79, "elapsed_time": "1 day, 2:35:22", "remaining_time": "1:10:09"} +{"current_steps": 43305, "total_steps": 45204, "loss": 0.2528, "learning_rate": 8.696319358280858e-08, "epoch": 0.9579727831463449, "percentage": 95.8, "elapsed_time": "1 day, 2:35:32", "remaining_time": "1:09:58"} +{"current_steps": 43310, "total_steps": 45204, "loss": 0.3565, "learning_rate": 8.650651494140461e-08, "epoch": 0.9580833907878582, "percentage": 95.81, "elapsed_time": "1 day, 2:35:42", "remaining_time": "1:09:46"} +{"current_steps": 43315, "total_steps": 45204, "loss": 0.2446, "learning_rate": 8.605103335124543e-08, "epoch": 0.9581939984293715, "percentage": 95.82, "elapsed_time": "1 day, 2:35:54", "remaining_time": "1:09:35"} +{"current_steps": 43320, "total_steps": 45204, "loss": 0.2933, "learning_rate": 8.559674886733038e-08, "epoch": 0.9583046060708847, "percentage": 95.83, "elapsed_time": "1 day, 2:36:05", "remaining_time": "1:09:24"} +{"current_steps": 43325, "total_steps": 45204, "loss": 0.2649, "learning_rate": 8.514366154451559e-08, "epoch": 0.958415213712398, "percentage": 95.84, "elapsed_time": "1 day, 2:36:17", "remaining_time": "1:09:13"} +{"current_steps": 43330, "total_steps": 45204, "loss": 0.2336, "learning_rate": 8.46917714375095e-08, "epoch": 0.9585258213539113, "percentage": 95.85, "elapsed_time": "1 day, 2:36:26", "remaining_time": "1:09:02"} +{"current_steps": 43335, "total_steps": 45204, "loss": 0.3355, "learning_rate": 8.424107860087738e-08, "epoch": 0.9586364289954246, "percentage": 95.87, "elapsed_time": "1 day, 2:36:38", "remaining_time": "1:08:51"} +{"current_steps": 43340, "total_steps": 45204, "loss": 0.3353, "learning_rate": 8.379158308904234e-08, "epoch": 0.9587470366369378, "percentage": 95.88, "elapsed_time": "1 day, 2:36:50", "remaining_time": "1:08:40"} +{"current_steps": 43345, "total_steps": 45204, "loss": 0.2672, "learning_rate": 8.334328495627875e-08, "epoch": 0.9588576442784511, "percentage": 95.89, "elapsed_time": "1 day, 2:37:02", "remaining_time": "1:08:29"} +{"current_steps": 43350, "total_steps": 45204, "loss": 0.3036, "learning_rate": 8.289618425671886e-08, "epoch": 0.9589682519199643, "percentage": 95.9, "elapsed_time": "1 day, 2:37:12", "remaining_time": "1:08:18"} +{"current_steps": 43355, "total_steps": 45204, "loss": 0.3519, "learning_rate": 8.24502810443517e-08, "epoch": 0.9590788595614775, "percentage": 95.91, "elapsed_time": "1 day, 2:37:24", "remaining_time": "1:08:07"} +{"current_steps": 43360, "total_steps": 45204, "loss": 0.3447, "learning_rate": 8.200557537301757e-08, "epoch": 0.9591894672029908, "percentage": 95.92, "elapsed_time": "1 day, 2:37:34", "remaining_time": "1:07:56"} +{"current_steps": 43365, "total_steps": 45204, "loss": 0.4249, "learning_rate": 8.156206729641458e-08, "epoch": 0.9593000748445041, "percentage": 95.93, "elapsed_time": "1 day, 2:37:49", "remaining_time": "1:07:45"} +{"current_steps": 43370, "total_steps": 45204, "loss": 0.3119, "learning_rate": 8.111975686809992e-08, "epoch": 0.9594106824860174, "percentage": 95.94, "elapsed_time": "1 day, 2:37:59", "remaining_time": "1:07:34"} +{"current_steps": 43375, "total_steps": 45204, "loss": 0.3439, "learning_rate": 8.067864414147753e-08, "epoch": 0.9595212901275306, "percentage": 95.95, "elapsed_time": "1 day, 2:38:09", "remaining_time": "1:07:23"} +{"current_steps": 43380, "total_steps": 45204, "loss": 0.3176, "learning_rate": 8.023872916981367e-08, "epoch": 0.9596318977690439, "percentage": 95.96, "elapsed_time": "1 day, 2:38:20", "remaining_time": "1:07:12"} +{"current_steps": 43385, "total_steps": 45204, "loss": 0.4191, "learning_rate": 7.980001200623033e-08, "epoch": 0.9597425054105572, "percentage": 95.98, "elapsed_time": "1 day, 2:38:32", "remaining_time": "1:07:01"} +{"current_steps": 43390, "total_steps": 45204, "loss": 0.2421, "learning_rate": 7.936249270369733e-08, "epoch": 0.9598531130520704, "percentage": 95.99, "elapsed_time": "1 day, 2:38:43", "remaining_time": "1:06:50"} +{"current_steps": 43395, "total_steps": 45204, "loss": 0.2785, "learning_rate": 7.89261713150502e-08, "epoch": 0.9599637206935836, "percentage": 96.0, "elapsed_time": "1 day, 2:38:53", "remaining_time": "1:06:39"} +{"current_steps": 43400, "total_steps": 45204, "loss": 0.3721, "learning_rate": 7.849104789297123e-08, "epoch": 0.9600743283350969, "percentage": 96.01, "elapsed_time": "1 day, 2:39:03", "remaining_time": "1:06:28"} +{"current_steps": 43405, "total_steps": 45204, "loss": 0.3569, "learning_rate": 7.805712249000286e-08, "epoch": 0.9601849359766101, "percentage": 96.02, "elapsed_time": "1 day, 2:39:17", "remaining_time": "1:06:17"} +{"current_steps": 43410, "total_steps": 45204, "loss": 0.2534, "learning_rate": 7.762439515854093e-08, "epoch": 0.9602955436181234, "percentage": 96.03, "elapsed_time": "1 day, 2:39:27", "remaining_time": "1:06:06"} +{"current_steps": 43415, "total_steps": 45204, "loss": 0.2956, "learning_rate": 7.719286595083698e-08, "epoch": 0.9604061512596367, "percentage": 96.04, "elapsed_time": "1 day, 2:39:39", "remaining_time": "1:05:55"} +{"current_steps": 43420, "total_steps": 45204, "loss": 0.3342, "learning_rate": 7.67625349189982e-08, "epoch": 0.96051675890115, "percentage": 96.05, "elapsed_time": "1 day, 2:39:49", "remaining_time": "1:05:43"} +{"current_steps": 43425, "total_steps": 45204, "loss": 0.2387, "learning_rate": 7.633340211498863e-08, "epoch": 0.9606273665426632, "percentage": 96.06, "elapsed_time": "1 day, 2:39:59", "remaining_time": "1:05:32"} +{"current_steps": 43430, "total_steps": 45204, "loss": 0.3098, "learning_rate": 7.590546759062234e-08, "epoch": 0.9607379741841765, "percentage": 96.08, "elapsed_time": "1 day, 2:40:12", "remaining_time": "1:05:21"} +{"current_steps": 43435, "total_steps": 45204, "loss": 0.3059, "learning_rate": 7.547873139757466e-08, "epoch": 0.9608485818256898, "percentage": 96.09, "elapsed_time": "1 day, 2:40:22", "remaining_time": "1:05:10"} +{"current_steps": 43440, "total_steps": 45204, "loss": 0.3357, "learning_rate": 7.505319358737439e-08, "epoch": 0.960959189467203, "percentage": 96.1, "elapsed_time": "1 day, 2:40:31", "remaining_time": "1:04:59"} +{"current_steps": 43445, "total_steps": 45204, "loss": 0.2623, "learning_rate": 7.462885421140375e-08, "epoch": 0.9610697971087162, "percentage": 96.11, "elapsed_time": "1 day, 2:40:41", "remaining_time": "1:04:48"} +{"current_steps": 43450, "total_steps": 45204, "loss": 0.3157, "learning_rate": 7.420571332090177e-08, "epoch": 0.9611804047502295, "percentage": 96.12, "elapsed_time": "1 day, 2:40:52", "remaining_time": "1:04:37"} +{"current_steps": 43455, "total_steps": 45204, "loss": 0.3703, "learning_rate": 7.378377096696309e-08, "epoch": 0.9612910123917427, "percentage": 96.13, "elapsed_time": "1 day, 2:41:02", "remaining_time": "1:04:26"} +{"current_steps": 43460, "total_steps": 45204, "loss": 0.1945, "learning_rate": 7.336302720053701e-08, "epoch": 0.961401620033256, "percentage": 96.14, "elapsed_time": "1 day, 2:41:13", "remaining_time": "1:04:15"} +{"current_steps": 43465, "total_steps": 45204, "loss": 0.2168, "learning_rate": 7.29434820724273e-08, "epoch": 0.9615122276747693, "percentage": 96.15, "elapsed_time": "1 day, 2:41:23", "remaining_time": "1:04:04"} +{"current_steps": 43470, "total_steps": 45204, "loss": 0.2428, "learning_rate": 7.252513563329567e-08, "epoch": 0.9616228353162826, "percentage": 96.16, "elapsed_time": "1 day, 2:41:35", "remaining_time": "1:03:53"} +{"current_steps": 43475, "total_steps": 45204, "loss": 0.3612, "learning_rate": 7.210798793365614e-08, "epoch": 0.9617334429577958, "percentage": 96.18, "elapsed_time": "1 day, 2:41:47", "remaining_time": "1:03:42"} +{"current_steps": 43480, "total_steps": 45204, "loss": 0.3967, "learning_rate": 7.169203902387844e-08, "epoch": 0.9618440505993091, "percentage": 96.19, "elapsed_time": "1 day, 2:42:00", "remaining_time": "1:03:31"} +{"current_steps": 43485, "total_steps": 45204, "loss": 0.3332, "learning_rate": 7.127728895419017e-08, "epoch": 0.9619546582408224, "percentage": 96.2, "elapsed_time": "1 day, 2:42:10", "remaining_time": "1:03:20"} +{"current_steps": 43490, "total_steps": 45204, "loss": 0.2642, "learning_rate": 7.086373777467126e-08, "epoch": 0.9620652658823355, "percentage": 96.21, "elapsed_time": "1 day, 2:42:20", "remaining_time": "1:03:09"} +{"current_steps": 43495, "total_steps": 45204, "loss": 0.2193, "learning_rate": 7.045138553525732e-08, "epoch": 0.9621758735238488, "percentage": 96.22, "elapsed_time": "1 day, 2:42:29", "remaining_time": "1:02:57"} +{"current_steps": 43500, "total_steps": 45204, "loss": 0.4026, "learning_rate": 7.004023228574075e-08, "epoch": 0.9622864811653621, "percentage": 96.23, "elapsed_time": "1 day, 2:42:40", "remaining_time": "1:02:46"} +{"current_steps": 43505, "total_steps": 45204, "loss": 0.3745, "learning_rate": 6.963027807576739e-08, "epoch": 0.9623970888068754, "percentage": 96.24, "elapsed_time": "1 day, 2:42:50", "remaining_time": "1:02:35"} +{"current_steps": 43510, "total_steps": 45204, "loss": 0.1854, "learning_rate": 6.922152295483986e-08, "epoch": 0.9625076964483886, "percentage": 96.25, "elapsed_time": "1 day, 2:43:01", "remaining_time": "1:02:24"} +{"current_steps": 43515, "total_steps": 45204, "loss": 0.2333, "learning_rate": 6.881396697231423e-08, "epoch": 0.9626183040899019, "percentage": 96.26, "elapsed_time": "1 day, 2:43:11", "remaining_time": "1:02:13"} +{"current_steps": 43520, "total_steps": 45204, "loss": 0.2643, "learning_rate": 6.840761017740339e-08, "epoch": 0.9627289117314152, "percentage": 96.27, "elapsed_time": "1 day, 2:43:24", "remaining_time": "1:02:02"} +{"current_steps": 43525, "total_steps": 45204, "loss": 0.3523, "learning_rate": 6.800245261917582e-08, "epoch": 0.9628395193729284, "percentage": 96.29, "elapsed_time": "1 day, 2:43:35", "remaining_time": "1:01:51"} +{"current_steps": 43530, "total_steps": 45204, "loss": 0.3209, "learning_rate": 6.759849434655241e-08, "epoch": 0.9629501270144417, "percentage": 96.3, "elapsed_time": "1 day, 2:43:48", "remaining_time": "1:01:40"} +{"current_steps": 43535, "total_steps": 45204, "loss": 0.3214, "learning_rate": 6.719573540831081e-08, "epoch": 0.963060734655955, "percentage": 96.31, "elapsed_time": "1 day, 2:43:57", "remaining_time": "1:01:29"} +{"current_steps": 43540, "total_steps": 45204, "loss": 0.2464, "learning_rate": 6.679417585308657e-08, "epoch": 0.9631713422974681, "percentage": 96.32, "elapsed_time": "1 day, 2:44:09", "remaining_time": "1:01:18"} +{"current_steps": 43545, "total_steps": 45204, "loss": 0.3353, "learning_rate": 6.639381572936532e-08, "epoch": 0.9632819499389814, "percentage": 96.33, "elapsed_time": "1 day, 2:44:19", "remaining_time": "1:01:07"} +{"current_steps": 43550, "total_steps": 45204, "loss": 0.3944, "learning_rate": 6.599465508549063e-08, "epoch": 0.9633925575804947, "percentage": 96.34, "elapsed_time": "1 day, 2:44:33", "remaining_time": "1:00:56"} +{"current_steps": 43555, "total_steps": 45204, "loss": 0.2571, "learning_rate": 6.559669396966284e-08, "epoch": 0.963503165222008, "percentage": 96.35, "elapsed_time": "1 day, 2:44:44", "remaining_time": "1:00:45"} +{"current_steps": 43560, "total_steps": 45204, "loss": 0.3151, "learning_rate": 6.51999324299335e-08, "epoch": 0.9636137728635212, "percentage": 96.36, "elapsed_time": "1 day, 2:44:56", "remaining_time": "1:00:34"} +{"current_steps": 43565, "total_steps": 45204, "loss": 0.3251, "learning_rate": 6.480437051421318e-08, "epoch": 0.9637243805050345, "percentage": 96.37, "elapsed_time": "1 day, 2:45:06", "remaining_time": "1:00:23"} +{"current_steps": 43570, "total_steps": 45204, "loss": 0.4353, "learning_rate": 6.441000827026478e-08, "epoch": 0.9638349881465478, "percentage": 96.39, "elapsed_time": "1 day, 2:45:21", "remaining_time": "1:00:12"} +{"current_steps": 43575, "total_steps": 45204, "loss": 0.4298, "learning_rate": 6.401684574570798e-08, "epoch": 0.963945595788061, "percentage": 96.4, "elapsed_time": "1 day, 2:45:33", "remaining_time": "1:00:01"} +{"current_steps": 43580, "total_steps": 45204, "loss": 0.2152, "learning_rate": 6.362488298801594e-08, "epoch": 0.9640562034295743, "percentage": 96.41, "elapsed_time": "1 day, 2:45:46", "remaining_time": "0:59:50"} +{"current_steps": 43585, "total_steps": 45204, "loss": 0.4071, "learning_rate": 6.323412004452079e-08, "epoch": 0.9641668110710875, "percentage": 96.42, "elapsed_time": "1 day, 2:45:59", "remaining_time": "0:59:39"} +{"current_steps": 43590, "total_steps": 45204, "loss": 0.345, "learning_rate": 6.284455696240366e-08, "epoch": 0.9642774187126008, "percentage": 96.43, "elapsed_time": "1 day, 2:46:11", "remaining_time": "0:59:28"} +{"current_steps": 43595, "total_steps": 45204, "loss": 0.2656, "learning_rate": 6.245619378870582e-08, "epoch": 0.964388026354114, "percentage": 96.44, "elapsed_time": "1 day, 2:46:22", "remaining_time": "0:59:17"} +{"current_steps": 43600, "total_steps": 45204, "loss": 0.2676, "learning_rate": 6.206903057032199e-08, "epoch": 0.9644986339956273, "percentage": 96.45, "elapsed_time": "1 day, 2:46:32", "remaining_time": "0:59:06"} +{"current_steps": 43605, "total_steps": 45204, "loss": 0.3304, "learning_rate": 6.168306735400142e-08, "epoch": 0.9646092416371406, "percentage": 96.46, "elapsed_time": "1 day, 2:46:43", "remaining_time": "0:58:55"} +{"current_steps": 43610, "total_steps": 45204, "loss": 0.3059, "learning_rate": 6.129830418635019e-08, "epoch": 0.9647198492786538, "percentage": 96.47, "elapsed_time": "1 day, 2:46:54", "remaining_time": "0:58:44"} +{"current_steps": 43615, "total_steps": 45204, "loss": 0.3556, "learning_rate": 6.091474111382778e-08, "epoch": 0.9648304569201671, "percentage": 96.48, "elapsed_time": "1 day, 2:47:04", "remaining_time": "0:58:32"} +{"current_steps": 43620, "total_steps": 45204, "loss": 0.2975, "learning_rate": 6.053237818274827e-08, "epoch": 0.9649410645616804, "percentage": 96.5, "elapsed_time": "1 day, 2:47:13", "remaining_time": "0:58:21"} +{"current_steps": 43625, "total_steps": 45204, "loss": 0.3426, "learning_rate": 6.01512154392836e-08, "epoch": 0.9650516722031937, "percentage": 96.51, "elapsed_time": "1 day, 2:47:26", "remaining_time": "0:58:10"} +{"current_steps": 43630, "total_steps": 45204, "loss": 0.2115, "learning_rate": 5.977125292945807e-08, "epoch": 0.9651622798447068, "percentage": 96.52, "elapsed_time": "1 day, 2:47:36", "remaining_time": "0:57:59"} +{"current_steps": 43635, "total_steps": 45204, "loss": 0.4054, "learning_rate": 5.939249069915165e-08, "epoch": 0.9652728874862201, "percentage": 96.53, "elapsed_time": "1 day, 2:47:47", "remaining_time": "0:57:48"} +{"current_steps": 43640, "total_steps": 45204, "loss": 0.35, "learning_rate": 5.901492879410109e-08, "epoch": 0.9653834951277334, "percentage": 96.54, "elapsed_time": "1 day, 2:47:57", "remaining_time": "0:57:37"} +{"current_steps": 43645, "total_steps": 45204, "loss": 0.4047, "learning_rate": 5.8638567259895474e-08, "epoch": 0.9654941027692466, "percentage": 96.55, "elapsed_time": "1 day, 2:48:09", "remaining_time": "0:57:26"} +{"current_steps": 43650, "total_steps": 45204, "loss": 0.3139, "learning_rate": 5.826340614198067e-08, "epoch": 0.9656047104107599, "percentage": 96.56, "elapsed_time": "1 day, 2:48:20", "remaining_time": "0:57:15"} +{"current_steps": 43655, "total_steps": 45204, "loss": 0.4026, "learning_rate": 5.788944548565822e-08, "epoch": 0.9657153180522732, "percentage": 96.57, "elapsed_time": "1 day, 2:48:32", "remaining_time": "0:57:04"} +{"current_steps": 43660, "total_steps": 45204, "loss": 0.3375, "learning_rate": 5.751668533608312e-08, "epoch": 0.9658259256937864, "percentage": 96.58, "elapsed_time": "1 day, 2:48:43", "remaining_time": "0:56:53"} +{"current_steps": 43665, "total_steps": 45204, "loss": 0.3365, "learning_rate": 5.714512573826492e-08, "epoch": 0.9659365333352997, "percentage": 96.6, "elapsed_time": "1 day, 2:48:56", "remaining_time": "0:56:42"} +{"current_steps": 43670, "total_steps": 45204, "loss": 0.2467, "learning_rate": 5.6774766737072164e-08, "epoch": 0.966047140976813, "percentage": 96.61, "elapsed_time": "1 day, 2:49:06", "remaining_time": "0:56:31"} +{"current_steps": 43675, "total_steps": 45204, "loss": 0.3913, "learning_rate": 5.640560837722242e-08, "epoch": 0.9661577486183263, "percentage": 96.62, "elapsed_time": "1 day, 2:49:20", "remaining_time": "0:56:20"} +{"current_steps": 43680, "total_steps": 45204, "loss": 0.2513, "learning_rate": 5.603765070329226e-08, "epoch": 0.9662683562598394, "percentage": 96.63, "elapsed_time": "1 day, 2:49:31", "remaining_time": "0:56:09"} +{"current_steps": 43685, "total_steps": 45204, "loss": 0.3083, "learning_rate": 5.567089375971502e-08, "epoch": 0.9663789639013527, "percentage": 96.64, "elapsed_time": "1 day, 2:49:40", "remaining_time": "0:55:58"} +{"current_steps": 43690, "total_steps": 45204, "loss": 0.2957, "learning_rate": 5.530533759077306e-08, "epoch": 0.966489571542866, "percentage": 96.65, "elapsed_time": "1 day, 2:49:52", "remaining_time": "0:55:47"} +{"current_steps": 43695, "total_steps": 45204, "loss": 0.2831, "learning_rate": 5.4940982240608844e-08, "epoch": 0.9666001791843792, "percentage": 96.66, "elapsed_time": "1 day, 2:50:02", "remaining_time": "0:55:36"} +{"current_steps": 43700, "total_steps": 45204, "loss": 0.2875, "learning_rate": 5.457782775321829e-08, "epoch": 0.9667107868258925, "percentage": 96.67, "elapsed_time": "1 day, 2:50:13", "remaining_time": "0:55:25"} +{"current_steps": 43705, "total_steps": 45204, "loss": 0.4116, "learning_rate": 5.4215874172451885e-08, "epoch": 0.9668213944674058, "percentage": 96.68, "elapsed_time": "1 day, 2:50:25", "remaining_time": "0:55:14"} +{"current_steps": 43710, "total_steps": 45204, "loss": 0.3215, "learning_rate": 5.3855121542014666e-08, "epoch": 0.966932002108919, "percentage": 96.69, "elapsed_time": "1 day, 2:50:36", "remaining_time": "0:55:03"} +{"current_steps": 43715, "total_steps": 45204, "loss": 0.2711, "learning_rate": 5.349556990546845e-08, "epoch": 0.9670426097504323, "percentage": 96.71, "elapsed_time": "1 day, 2:50:45", "remaining_time": "0:54:51"} +{"current_steps": 43720, "total_steps": 45204, "loss": 0.3622, "learning_rate": 5.3137219306228505e-08, "epoch": 0.9671532173919456, "percentage": 96.72, "elapsed_time": "1 day, 2:50:58", "remaining_time": "0:54:40"} +{"current_steps": 43725, "total_steps": 45204, "loss": 0.3105, "learning_rate": 5.278006978756578e-08, "epoch": 0.9672638250334588, "percentage": 96.73, "elapsed_time": "1 day, 2:51:06", "remaining_time": "0:54:29"} +{"current_steps": 43730, "total_steps": 45204, "loss": 0.3722, "learning_rate": 5.242412139260689e-08, "epoch": 0.967374432674972, "percentage": 96.74, "elapsed_time": "1 day, 2:51:19", "remaining_time": "0:54:18"} +{"current_steps": 43735, "total_steps": 45204, "loss": 0.5289, "learning_rate": 5.206937416432967e-08, "epoch": 0.9674850403164853, "percentage": 96.75, "elapsed_time": "1 day, 2:51:32", "remaining_time": "0:54:07"} +{"current_steps": 43740, "total_steps": 45204, "loss": 0.3769, "learning_rate": 5.171582814557208e-08, "epoch": 0.9675956479579986, "percentage": 96.76, "elapsed_time": "1 day, 2:51:43", "remaining_time": "0:53:56"} +{"current_steps": 43745, "total_steps": 45204, "loss": 0.2969, "learning_rate": 5.1363483379025525e-08, "epoch": 0.9677062555995118, "percentage": 96.77, "elapsed_time": "1 day, 2:51:51", "remaining_time": "0:53:45"} +{"current_steps": 43750, "total_steps": 45204, "loss": 0.3586, "learning_rate": 5.1012339907232644e-08, "epoch": 0.9678168632410251, "percentage": 96.78, "elapsed_time": "1 day, 2:52:04", "remaining_time": "0:53:34"} +{"current_steps": 43755, "total_steps": 45204, "loss": 0.3257, "learning_rate": 5.0662397772596186e-08, "epoch": 0.9679274708825384, "percentage": 96.79, "elapsed_time": "1 day, 2:52:15", "remaining_time": "0:53:23"} +{"current_steps": 43760, "total_steps": 45204, "loss": 0.338, "learning_rate": 5.031365701737012e-08, "epoch": 0.9680380785240517, "percentage": 96.81, "elapsed_time": "1 day, 2:52:26", "remaining_time": "0:53:12"} +{"current_steps": 43765, "total_steps": 45204, "loss": 0.2812, "learning_rate": 4.9966117683666325e-08, "epoch": 0.9681486861655649, "percentage": 96.82, "elapsed_time": "1 day, 2:52:38", "remaining_time": "0:53:01"} +{"current_steps": 43770, "total_steps": 45204, "loss": 0.4354, "learning_rate": 4.961977981344901e-08, "epoch": 0.9682592938070782, "percentage": 96.83, "elapsed_time": "1 day, 2:52:48", "remaining_time": "0:52:50"} +{"current_steps": 43775, "total_steps": 45204, "loss": 0.3835, "learning_rate": 4.927464344853805e-08, "epoch": 0.9683699014485914, "percentage": 96.84, "elapsed_time": "1 day, 2:53:00", "remaining_time": "0:52:39"} +{"current_steps": 43780, "total_steps": 45204, "loss": 0.2863, "learning_rate": 4.893070863060789e-08, "epoch": 0.9684805090901046, "percentage": 96.85, "elapsed_time": "1 day, 2:53:10", "remaining_time": "0:52:28"} +{"current_steps": 43785, "total_steps": 45204, "loss": 0.3605, "learning_rate": 4.858797540119198e-08, "epoch": 0.9685911167316179, "percentage": 96.86, "elapsed_time": "1 day, 2:53:23", "remaining_time": "0:52:17"} +{"current_steps": 43790, "total_steps": 45204, "loss": 0.3561, "learning_rate": 4.824644380167165e-08, "epoch": 0.9687017243731312, "percentage": 96.87, "elapsed_time": "1 day, 2:53:35", "remaining_time": "0:52:06"} +{"current_steps": 43795, "total_steps": 45204, "loss": 0.2492, "learning_rate": 4.790611387328836e-08, "epoch": 0.9688123320146445, "percentage": 96.88, "elapsed_time": "1 day, 2:53:46", "remaining_time": "0:51:55"} +{"current_steps": 43800, "total_steps": 45204, "loss": 0.3524, "learning_rate": 4.756698565713702e-08, "epoch": 0.9689229396561577, "percentage": 96.89, "elapsed_time": "1 day, 2:53:57", "remaining_time": "0:51:44"} +{"current_steps": 43805, "total_steps": 45204, "loss": 0.4432, "learning_rate": 4.7229059194165986e-08, "epoch": 0.969033547297671, "percentage": 96.91, "elapsed_time": "1 day, 2:54:08", "remaining_time": "0:51:33"} +{"current_steps": 43810, "total_steps": 45204, "loss": 0.4323, "learning_rate": 4.689233452518038e-08, "epoch": 0.9691441549391843, "percentage": 96.92, "elapsed_time": "1 day, 2:54:20", "remaining_time": "0:51:22"} +{"current_steps": 43815, "total_steps": 45204, "loss": 0.4207, "learning_rate": 4.655681169084103e-08, "epoch": 0.9692547625806975, "percentage": 96.93, "elapsed_time": "1 day, 2:54:32", "remaining_time": "0:51:11"} +{"current_steps": 43820, "total_steps": 45204, "loss": 0.2817, "learning_rate": 4.6222490731659965e-08, "epoch": 0.9693653702222107, "percentage": 96.94, "elapsed_time": "1 day, 2:54:42", "remaining_time": "0:50:59"} +{"current_steps": 43825, "total_steps": 45204, "loss": 0.3012, "learning_rate": 4.588937168800822e-08, "epoch": 0.969475977863724, "percentage": 96.95, "elapsed_time": "1 day, 2:54:51", "remaining_time": "0:50:48"} +{"current_steps": 43830, "total_steps": 45204, "loss": 0.2364, "learning_rate": 4.5557454600108074e-08, "epoch": 0.9695865855052372, "percentage": 96.96, "elapsed_time": "1 day, 2:55:02", "remaining_time": "0:50:37"} +{"current_steps": 43835, "total_steps": 45204, "loss": 0.4873, "learning_rate": 4.5226739508039686e-08, "epoch": 0.9696971931467505, "percentage": 96.97, "elapsed_time": "1 day, 2:55:14", "remaining_time": "0:50:26"} +{"current_steps": 43840, "total_steps": 45204, "loss": 0.3626, "learning_rate": 4.4897226451735556e-08, "epoch": 0.9698078007882638, "percentage": 96.98, "elapsed_time": "1 day, 2:55:24", "remaining_time": "0:50:15"} +{"current_steps": 43845, "total_steps": 45204, "loss": 0.2779, "learning_rate": 4.4568915470986076e-08, "epoch": 0.9699184084297771, "percentage": 96.99, "elapsed_time": "1 day, 2:55:37", "remaining_time": "0:50:04"} +{"current_steps": 43850, "total_steps": 45204, "loss": 0.2968, "learning_rate": 4.4241806605433976e-08, "epoch": 0.9700290160712903, "percentage": 97.0, "elapsed_time": "1 day, 2:55:46", "remaining_time": "0:49:53"} +{"current_steps": 43855, "total_steps": 45204, "loss": 0.1823, "learning_rate": 4.391589989457656e-08, "epoch": 0.9701396237128036, "percentage": 97.02, "elapsed_time": "1 day, 2:55:56", "remaining_time": "0:49:42"} +{"current_steps": 43860, "total_steps": 45204, "loss": 0.1431, "learning_rate": 4.35911953777679e-08, "epoch": 0.9702502313543169, "percentage": 97.03, "elapsed_time": "1 day, 2:56:05", "remaining_time": "0:49:31"} +{"current_steps": 43865, "total_steps": 45204, "loss": 0.4179, "learning_rate": 4.3267693094215526e-08, "epoch": 0.9703608389958301, "percentage": 97.04, "elapsed_time": "1 day, 2:56:16", "remaining_time": "0:49:20"} +{"current_steps": 43870, "total_steps": 45204, "loss": 0.3558, "learning_rate": 4.294539308298373e-08, "epoch": 0.9704714466373433, "percentage": 97.05, "elapsed_time": "1 day, 2:56:28", "remaining_time": "0:49:09"} +{"current_steps": 43875, "total_steps": 45204, "loss": 0.3265, "learning_rate": 4.262429538298807e-08, "epoch": 0.9705820542788566, "percentage": 97.06, "elapsed_time": "1 day, 2:56:38", "remaining_time": "0:48:58"} +{"current_steps": 43880, "total_steps": 45204, "loss": 0.2527, "learning_rate": 4.230440003300085e-08, "epoch": 0.9706926619203698, "percentage": 97.07, "elapsed_time": "1 day, 2:56:47", "remaining_time": "0:48:47"} +{"current_steps": 43885, "total_steps": 45204, "loss": 0.2035, "learning_rate": 4.198570707165117e-08, "epoch": 0.9708032695618831, "percentage": 97.08, "elapsed_time": "1 day, 2:56:56", "remaining_time": "0:48:35"} +{"current_steps": 43890, "total_steps": 45204, "loss": 0.2965, "learning_rate": 4.1668216537420484e-08, "epoch": 0.9709138772033964, "percentage": 97.09, "elapsed_time": "1 day, 2:57:06", "remaining_time": "0:48:24"} +{"current_steps": 43895, "total_steps": 45204, "loss": 0.5207, "learning_rate": 4.1351928468644777e-08, "epoch": 0.9710244848449097, "percentage": 97.1, "elapsed_time": "1 day, 2:57:19", "remaining_time": "0:48:13"} +{"current_steps": 43900, "total_steps": 45204, "loss": 0.3048, "learning_rate": 4.103684290351684e-08, "epoch": 0.9711350924864229, "percentage": 97.12, "elapsed_time": "1 day, 2:57:31", "remaining_time": "0:48:02"} +{"current_steps": 43905, "total_steps": 45204, "loss": 0.2882, "learning_rate": 4.07229598800829e-08, "epoch": 0.9712457001279362, "percentage": 97.13, "elapsed_time": "1 day, 2:57:42", "remaining_time": "0:47:51"} +{"current_steps": 43910, "total_steps": 45204, "loss": 0.4133, "learning_rate": 4.041027943624376e-08, "epoch": 0.9713563077694495, "percentage": 97.14, "elapsed_time": "1 day, 2:57:54", "remaining_time": "0:47:40"} +{"current_steps": 43915, "total_steps": 45204, "loss": 0.2671, "learning_rate": 4.009880160975588e-08, "epoch": 0.9714669154109626, "percentage": 97.15, "elapsed_time": "1 day, 2:58:05", "remaining_time": "0:47:29"} +{"current_steps": 43920, "total_steps": 45204, "loss": 0.3999, "learning_rate": 3.978852643822917e-08, "epoch": 0.9715775230524759, "percentage": 97.16, "elapsed_time": "1 day, 2:58:14", "remaining_time": "0:47:18"} +{"current_steps": 43925, "total_steps": 45204, "loss": 0.2057, "learning_rate": 3.947945395913144e-08, "epoch": 0.9716881306939892, "percentage": 97.17, "elapsed_time": "1 day, 2:58:24", "remaining_time": "0:47:07"} +{"current_steps": 43930, "total_steps": 45204, "loss": 0.2913, "learning_rate": 3.917158420978062e-08, "epoch": 0.9717987383355025, "percentage": 97.18, "elapsed_time": "1 day, 2:58:34", "remaining_time": "0:46:56"} +{"current_steps": 43935, "total_steps": 45204, "loss": 0.4565, "learning_rate": 3.8864917227353636e-08, "epoch": 0.9719093459770157, "percentage": 97.19, "elapsed_time": "1 day, 2:58:47", "remaining_time": "0:46:45"} +{"current_steps": 43940, "total_steps": 45204, "loss": 0.2771, "learning_rate": 3.855945304887976e-08, "epoch": 0.972019953618529, "percentage": 97.2, "elapsed_time": "1 day, 2:58:59", "remaining_time": "0:46:34"} +{"current_steps": 43945, "total_steps": 45204, "loss": 0.4063, "learning_rate": 3.825519171124392e-08, "epoch": 0.9721305612600423, "percentage": 97.21, "elapsed_time": "1 day, 2:59:11", "remaining_time": "0:46:23"} +{"current_steps": 43950, "total_steps": 45204, "loss": 0.2635, "learning_rate": 3.795213325118452e-08, "epoch": 0.9722411689015555, "percentage": 97.23, "elapsed_time": "1 day, 2:59:21", "remaining_time": "0:46:12"} +{"current_steps": 43955, "total_steps": 45204, "loss": 0.3296, "learning_rate": 3.765027770529672e-08, "epoch": 0.9723517765430688, "percentage": 97.24, "elapsed_time": "1 day, 2:59:33", "remaining_time": "0:46:01"} +{"current_steps": 43960, "total_steps": 45204, "loss": 0.3247, "learning_rate": 3.7349625110030265e-08, "epoch": 0.9724623841845821, "percentage": 97.25, "elapsed_time": "1 day, 2:59:43", "remaining_time": "0:45:50"} +{"current_steps": 43965, "total_steps": 45204, "loss": 0.3102, "learning_rate": 3.7050175501687216e-08, "epoch": 0.9725729918260952, "percentage": 97.26, "elapsed_time": "1 day, 2:59:53", "remaining_time": "0:45:39"} +{"current_steps": 43970, "total_steps": 45204, "loss": 0.4849, "learning_rate": 3.675192891642754e-08, "epoch": 0.9726835994676085, "percentage": 97.27, "elapsed_time": "1 day, 3:00:03", "remaining_time": "0:45:27"} +{"current_steps": 43975, "total_steps": 45204, "loss": 0.2881, "learning_rate": 3.645488539026354e-08, "epoch": 0.9727942071091218, "percentage": 97.28, "elapsed_time": "1 day, 3:00:13", "remaining_time": "0:45:16"} +{"current_steps": 43980, "total_steps": 45204, "loss": 0.409, "learning_rate": 3.615904495906319e-08, "epoch": 0.9729048147506351, "percentage": 97.29, "elapsed_time": "1 day, 3:00:23", "remaining_time": "0:45:05"} +{"current_steps": 43985, "total_steps": 45204, "loss": 0.2898, "learning_rate": 3.586440765854904e-08, "epoch": 0.9730154223921483, "percentage": 97.3, "elapsed_time": "1 day, 3:00:36", "remaining_time": "0:44:54"} +{"current_steps": 43990, "total_steps": 45204, "loss": 0.3598, "learning_rate": 3.557097352429928e-08, "epoch": 0.9731260300336616, "percentage": 97.31, "elapsed_time": "1 day, 3:00:46", "remaining_time": "0:44:43"} +{"current_steps": 43995, "total_steps": 45204, "loss": 0.4002, "learning_rate": 3.5278742591743356e-08, "epoch": 0.9732366376751749, "percentage": 97.33, "elapsed_time": "1 day, 3:00:58", "remaining_time": "0:44:32"} +{"current_steps": 44000, "total_steps": 45204, "loss": 0.2641, "learning_rate": 3.498771489617192e-08, "epoch": 0.9733472453166881, "percentage": 97.34, "elapsed_time": "1 day, 3:01:07", "remaining_time": "0:44:21"} +{"current_steps": 44005, "total_steps": 45204, "loss": 0.2967, "learning_rate": 3.469789047272465e-08, "epoch": 0.9734578529582014, "percentage": 97.35, "elapsed_time": "1 day, 3:01:18", "remaining_time": "0:44:10"} +{"current_steps": 44010, "total_steps": 45204, "loss": 0.3442, "learning_rate": 3.440926935639688e-08, "epoch": 0.9735684605997146, "percentage": 97.36, "elapsed_time": "1 day, 3:01:31", "remaining_time": "0:43:59"} +{"current_steps": 44015, "total_steps": 45204, "loss": 0.3698, "learning_rate": 3.412185158204073e-08, "epoch": 0.9736790682412279, "percentage": 97.37, "elapsed_time": "1 day, 3:01:42", "remaining_time": "0:43:48"} +{"current_steps": 44020, "total_steps": 45204, "loss": 0.3267, "learning_rate": 3.383563718436178e-08, "epoch": 0.9737896758827411, "percentage": 97.38, "elapsed_time": "1 day, 3:01:54", "remaining_time": "0:43:37"} +{"current_steps": 44025, "total_steps": 45204, "loss": 0.4501, "learning_rate": 3.355062619791904e-08, "epoch": 0.9739002835242544, "percentage": 97.39, "elapsed_time": "1 day, 3:02:04", "remaining_time": "0:43:26"} +{"current_steps": 44030, "total_steps": 45204, "loss": 0.2957, "learning_rate": 3.326681865712944e-08, "epoch": 0.9740108911657677, "percentage": 97.4, "elapsed_time": "1 day, 3:02:15", "remaining_time": "0:43:15"} +{"current_steps": 44035, "total_steps": 45204, "loss": 0.3591, "learning_rate": 3.298421459626111e-08, "epoch": 0.9741214988072809, "percentage": 97.41, "elapsed_time": "1 day, 3:02:27", "remaining_time": "0:43:04"} +{"current_steps": 44040, "total_steps": 45204, "loss": 0.4171, "learning_rate": 3.270281404943787e-08, "epoch": 0.9742321064487942, "percentage": 97.43, "elapsed_time": "1 day, 3:02:40", "remaining_time": "0:42:53"} +{"current_steps": 44045, "total_steps": 45204, "loss": 0.2613, "learning_rate": 3.2422617050641425e-08, "epoch": 0.9743427140903075, "percentage": 97.44, "elapsed_time": "1 day, 3:02:50", "remaining_time": "0:42:42"} +{"current_steps": 44050, "total_steps": 45204, "loss": 0.295, "learning_rate": 3.2143623633703605e-08, "epoch": 0.9744533217318208, "percentage": 97.45, "elapsed_time": "1 day, 3:02:59", "remaining_time": "0:42:31"} +{"current_steps": 44055, "total_steps": 45204, "loss": 0.3188, "learning_rate": 3.18658338323119e-08, "epoch": 0.974563929373334, "percentage": 97.46, "elapsed_time": "1 day, 3:03:11", "remaining_time": "0:42:20"} +{"current_steps": 44060, "total_steps": 45204, "loss": 0.4562, "learning_rate": 3.1589247680011704e-08, "epoch": 0.9746745370148472, "percentage": 97.47, "elapsed_time": "1 day, 3:03:20", "remaining_time": "0:42:08"} +{"current_steps": 44065, "total_steps": 45204, "loss": 0.2493, "learning_rate": 3.1313865210199635e-08, "epoch": 0.9747851446563605, "percentage": 97.48, "elapsed_time": "1 day, 3:03:31", "remaining_time": "0:41:57"} +{"current_steps": 44070, "total_steps": 45204, "loss": 0.2944, "learning_rate": 3.103968645612687e-08, "epoch": 0.9748957522978737, "percentage": 97.49, "elapsed_time": "1 day, 3:03:42", "remaining_time": "0:41:46"} +{"current_steps": 44075, "total_steps": 45204, "loss": 0.3879, "learning_rate": 3.076671145090249e-08, "epoch": 0.975006359939387, "percentage": 97.5, "elapsed_time": "1 day, 3:03:54", "remaining_time": "0:41:35"} +{"current_steps": 44080, "total_steps": 45204, "loss": 0.3248, "learning_rate": 3.049494022748567e-08, "epoch": 0.9751169675809003, "percentage": 97.51, "elapsed_time": "1 day, 3:04:06", "remaining_time": "0:41:24"} +{"current_steps": 44085, "total_steps": 45204, "loss": 0.213, "learning_rate": 3.0224372818695724e-08, "epoch": 0.9752275752224135, "percentage": 97.52, "elapsed_time": "1 day, 3:04:15", "remaining_time": "0:41:13"} +{"current_steps": 44090, "total_steps": 45204, "loss": 0.3573, "learning_rate": 2.9955009257200964e-08, "epoch": 0.9753381828639268, "percentage": 97.54, "elapsed_time": "1 day, 3:04:26", "remaining_time": "0:41:02"} +{"current_steps": 44095, "total_steps": 45204, "loss": 0.4447, "learning_rate": 2.968684957552759e-08, "epoch": 0.9754487905054401, "percentage": 97.55, "elapsed_time": "1 day, 3:04:39", "remaining_time": "0:40:51"} +{"current_steps": 44100, "total_steps": 45204, "loss": 0.4475, "learning_rate": 2.9419893806057477e-08, "epoch": 0.9755593981469534, "percentage": 97.56, "elapsed_time": "1 day, 3:04:51", "remaining_time": "0:40:40"} +{"current_steps": 44105, "total_steps": 45204, "loss": 0.3846, "learning_rate": 2.9154141981023732e-08, "epoch": 0.9756700057884665, "percentage": 97.57, "elapsed_time": "1 day, 3:05:04", "remaining_time": "0:40:29"} +{"current_steps": 44110, "total_steps": 45204, "loss": 0.3326, "learning_rate": 2.888959413251513e-08, "epoch": 0.9757806134299798, "percentage": 97.58, "elapsed_time": "1 day, 3:05:16", "remaining_time": "0:40:18"} +{"current_steps": 44115, "total_steps": 45204, "loss": 0.2911, "learning_rate": 2.862625029247834e-08, "epoch": 0.9758912210714931, "percentage": 97.59, "elapsed_time": "1 day, 3:05:25", "remaining_time": "0:40:07"} +{"current_steps": 44120, "total_steps": 45204, "loss": 0.276, "learning_rate": 2.836411049270904e-08, "epoch": 0.9760018287130063, "percentage": 97.6, "elapsed_time": "1 day, 3:05:35", "remaining_time": "0:39:56"} +{"current_steps": 44125, "total_steps": 45204, "loss": 0.38, "learning_rate": 2.810317476486302e-08, "epoch": 0.9761124363545196, "percentage": 97.61, "elapsed_time": "1 day, 3:05:49", "remaining_time": "0:39:45"} +{"current_steps": 44130, "total_steps": 45204, "loss": 0.3164, "learning_rate": 2.784344314044729e-08, "epoch": 0.9762230439960329, "percentage": 97.62, "elapsed_time": "1 day, 3:05:58", "remaining_time": "0:39:34"} +{"current_steps": 44135, "total_steps": 45204, "loss": 0.3291, "learning_rate": 2.758491565082344e-08, "epoch": 0.9763336516375462, "percentage": 97.64, "elapsed_time": "1 day, 3:06:08", "remaining_time": "0:39:23"} +{"current_steps": 44140, "total_steps": 45204, "loss": 0.2821, "learning_rate": 2.7327592327209827e-08, "epoch": 0.9764442592790594, "percentage": 97.65, "elapsed_time": "1 day, 3:06:18", "remaining_time": "0:39:12"} +{"current_steps": 44145, "total_steps": 45204, "loss": 0.4017, "learning_rate": 2.7071473200678265e-08, "epoch": 0.9765548669205727, "percentage": 97.66, "elapsed_time": "1 day, 3:06:31", "remaining_time": "0:39:01"} +{"current_steps": 44150, "total_steps": 45204, "loss": 0.412, "learning_rate": 2.6816558302154016e-08, "epoch": 0.976665474562086, "percentage": 97.67, "elapsed_time": "1 day, 3:06:44", "remaining_time": "0:38:50"} +{"current_steps": 44155, "total_steps": 45204, "loss": 0.2277, "learning_rate": 2.6562847662418012e-08, "epoch": 0.9767760822035991, "percentage": 97.68, "elapsed_time": "1 day, 3:06:53", "remaining_time": "0:38:39"} +{"current_steps": 44160, "total_steps": 45204, "loss": 0.4186, "learning_rate": 2.6310341312106857e-08, "epoch": 0.9768866898451124, "percentage": 97.69, "elapsed_time": "1 day, 3:07:05", "remaining_time": "0:38:27"} +{"current_steps": 44165, "total_steps": 45204, "loss": 0.3117, "learning_rate": 2.6059039281709498e-08, "epoch": 0.9769972974866257, "percentage": 97.7, "elapsed_time": "1 day, 3:07:15", "remaining_time": "0:38:16"} +{"current_steps": 44170, "total_steps": 45204, "loss": 0.4886, "learning_rate": 2.5808941601571657e-08, "epoch": 0.9771079051281389, "percentage": 97.71, "elapsed_time": "1 day, 3:07:27", "remaining_time": "0:38:05"} +{"current_steps": 44175, "total_steps": 45204, "loss": 0.3471, "learning_rate": 2.5560048301892516e-08, "epoch": 0.9772185127696522, "percentage": 97.72, "elapsed_time": "1 day, 3:07:38", "remaining_time": "0:37:54"} +{"current_steps": 44180, "total_steps": 45204, "loss": 0.4959, "learning_rate": 2.5312359412723587e-08, "epoch": 0.9773291204111655, "percentage": 97.73, "elapsed_time": "1 day, 3:07:51", "remaining_time": "0:37:43"} +{"current_steps": 44185, "total_steps": 45204, "loss": 0.3214, "learning_rate": 2.50658749639765e-08, "epoch": 0.9774397280526788, "percentage": 97.75, "elapsed_time": "1 day, 3:08:02", "remaining_time": "0:37:32"} +{"current_steps": 44190, "total_steps": 45204, "loss": 0.3002, "learning_rate": 2.4820594985411893e-08, "epoch": 0.977550335694192, "percentage": 97.76, "elapsed_time": "1 day, 3:08:10", "remaining_time": "0:37:21"} +{"current_steps": 44195, "total_steps": 45204, "loss": 0.2614, "learning_rate": 2.457651950664719e-08, "epoch": 0.9776609433357053, "percentage": 97.77, "elapsed_time": "1 day, 3:08:24", "remaining_time": "0:37:10"} +{"current_steps": 44200, "total_steps": 45204, "loss": 0.3954, "learning_rate": 2.4333648557156586e-08, "epoch": 0.9777715509772185, "percentage": 97.78, "elapsed_time": "1 day, 3:08:34", "remaining_time": "0:36:59"} +{"current_steps": 44205, "total_steps": 45204, "loss": 0.4044, "learning_rate": 2.4091982166264404e-08, "epoch": 0.9778821586187317, "percentage": 97.79, "elapsed_time": "1 day, 3:08:45", "remaining_time": "0:36:48"} +{"current_steps": 44210, "total_steps": 45204, "loss": 0.399, "learning_rate": 2.385152036315286e-08, "epoch": 0.977992766260245, "percentage": 97.8, "elapsed_time": "1 day, 3:08:56", "remaining_time": "0:36:37"} +{"current_steps": 44215, "total_steps": 45204, "loss": 0.4051, "learning_rate": 2.361226317685761e-08, "epoch": 0.9781033739017583, "percentage": 97.81, "elapsed_time": "1 day, 3:09:07", "remaining_time": "0:36:26"} +{"current_steps": 44220, "total_steps": 45204, "loss": 0.2917, "learning_rate": 2.3374210636268878e-08, "epoch": 0.9782139815432715, "percentage": 97.82, "elapsed_time": "1 day, 3:09:17", "remaining_time": "0:36:15"} +{"current_steps": 44225, "total_steps": 45204, "loss": 0.388, "learning_rate": 2.3137362770130346e-08, "epoch": 0.9783245891847848, "percentage": 97.83, "elapsed_time": "1 day, 3:09:28", "remaining_time": "0:36:04"} +{"current_steps": 44230, "total_steps": 45204, "loss": 0.2244, "learning_rate": 2.290171960704357e-08, "epoch": 0.9784351968262981, "percentage": 97.85, "elapsed_time": "1 day, 3:09:39", "remaining_time": "0:35:53"} +{"current_steps": 44235, "total_steps": 45204, "loss": 0.3438, "learning_rate": 2.2667281175460242e-08, "epoch": 0.9785458044678114, "percentage": 97.86, "elapsed_time": "1 day, 3:09:48", "remaining_time": "0:35:42"} +{"current_steps": 44240, "total_steps": 45204, "loss": 0.3139, "learning_rate": 2.2434047503689938e-08, "epoch": 0.9786564121093246, "percentage": 97.87, "elapsed_time": "1 day, 3:10:00", "remaining_time": "0:35:31"} +{"current_steps": 44245, "total_steps": 45204, "loss": 0.3254, "learning_rate": 2.2202018619894572e-08, "epoch": 0.9787670197508379, "percentage": 97.88, "elapsed_time": "1 day, 3:10:10", "remaining_time": "0:35:20"} +{"current_steps": 44250, "total_steps": 45204, "loss": 0.4145, "learning_rate": 2.1971194552092843e-08, "epoch": 0.9788776273923511, "percentage": 97.89, "elapsed_time": "1 day, 3:10:21", "remaining_time": "0:35:08"} +{"current_steps": 44255, "total_steps": 45204, "loss": 0.2189, "learning_rate": 2.1741575328155794e-08, "epoch": 0.9789882350338643, "percentage": 97.9, "elapsed_time": "1 day, 3:10:32", "remaining_time": "0:34:57"} +{"current_steps": 44260, "total_steps": 45204, "loss": 0.3631, "learning_rate": 2.1513160975810133e-08, "epoch": 0.9790988426753776, "percentage": 97.91, "elapsed_time": "1 day, 3:10:43", "remaining_time": "0:34:46"} +{"current_steps": 44265, "total_steps": 45204, "loss": 0.2731, "learning_rate": 2.1285951522636018e-08, "epoch": 0.9792094503168909, "percentage": 97.92, "elapsed_time": "1 day, 3:10:53", "remaining_time": "0:34:35"} +{"current_steps": 44270, "total_steps": 45204, "loss": 0.4577, "learning_rate": 2.105994699607039e-08, "epoch": 0.9793200579584042, "percentage": 97.93, "elapsed_time": "1 day, 3:11:04", "remaining_time": "0:34:24"} +{"current_steps": 44275, "total_steps": 45204, "loss": 0.4215, "learning_rate": 2.0835147423402536e-08, "epoch": 0.9794306655999174, "percentage": 97.94, "elapsed_time": "1 day, 3:11:20", "remaining_time": "0:34:13"} +{"current_steps": 44280, "total_steps": 45204, "loss": 0.2975, "learning_rate": 2.0611552831777403e-08, "epoch": 0.9795412732414307, "percentage": 97.96, "elapsed_time": "1 day, 3:11:29", "remaining_time": "0:34:02"} +{"current_steps": 44285, "total_steps": 45204, "loss": 0.3161, "learning_rate": 2.038916324819229e-08, "epoch": 0.979651880882944, "percentage": 97.97, "elapsed_time": "1 day, 3:11:42", "remaining_time": "0:33:51"} +{"current_steps": 44290, "total_steps": 45204, "loss": 0.3027, "learning_rate": 2.016797869950238e-08, "epoch": 0.9797624885244572, "percentage": 97.98, "elapsed_time": "1 day, 3:11:54", "remaining_time": "0:33:40"} +{"current_steps": 44295, "total_steps": 45204, "loss": 0.3101, "learning_rate": 1.994799921241519e-08, "epoch": 0.9798730961659704, "percentage": 97.99, "elapsed_time": "1 day, 3:12:06", "remaining_time": "0:33:29"} +{"current_steps": 44300, "total_steps": 45204, "loss": 0.4314, "learning_rate": 1.972922481349393e-08, "epoch": 0.9799837038074837, "percentage": 98.0, "elapsed_time": "1 day, 3:12:17", "remaining_time": "0:33:18"} +{"current_steps": 44305, "total_steps": 45204, "loss": 0.2869, "learning_rate": 1.951165552915302e-08, "epoch": 0.980094311448997, "percentage": 98.01, "elapsed_time": "1 day, 3:12:28", "remaining_time": "0:33:07"} +{"current_steps": 44310, "total_steps": 45204, "loss": 0.3603, "learning_rate": 1.9295291385666994e-08, "epoch": 0.9802049190905102, "percentage": 98.02, "elapsed_time": "1 day, 3:12:40", "remaining_time": "0:32:56"} +{"current_steps": 44315, "total_steps": 45204, "loss": 0.4363, "learning_rate": 1.9080132409159403e-08, "epoch": 0.9803155267320235, "percentage": 98.03, "elapsed_time": "1 day, 3:12:51", "remaining_time": "0:32:45"} +{"current_steps": 44320, "total_steps": 45204, "loss": 0.4303, "learning_rate": 1.8866178625611688e-08, "epoch": 0.9804261343735368, "percentage": 98.04, "elapsed_time": "1 day, 3:13:05", "remaining_time": "0:32:34"} +{"current_steps": 44325, "total_steps": 45204, "loss": 0.157, "learning_rate": 1.8653430060858735e-08, "epoch": 0.98053674201505, "percentage": 98.06, "elapsed_time": "1 day, 3:13:12", "remaining_time": "0:32:23"} +{"current_steps": 44330, "total_steps": 45204, "loss": 0.3394, "learning_rate": 1.8441886740589997e-08, "epoch": 0.9806473496565633, "percentage": 98.07, "elapsed_time": "1 day, 3:13:22", "remaining_time": "0:32:12"} +{"current_steps": 44335, "total_steps": 45204, "loss": 0.2277, "learning_rate": 1.8231548690348378e-08, "epoch": 0.9807579572980766, "percentage": 98.08, "elapsed_time": "1 day, 3:13:31", "remaining_time": "0:32:01"} +{"current_steps": 44340, "total_steps": 45204, "loss": 0.3563, "learning_rate": 1.8022415935533554e-08, "epoch": 0.9808685649395897, "percentage": 98.09, "elapsed_time": "1 day, 3:13:43", "remaining_time": "0:31:50"} +{"current_steps": 44345, "total_steps": 45204, "loss": 0.3418, "learning_rate": 1.781448850139644e-08, "epoch": 0.980979172581103, "percentage": 98.1, "elapsed_time": "1 day, 3:13:54", "remaining_time": "0:31:39"} +{"current_steps": 44350, "total_steps": 45204, "loss": 0.3253, "learning_rate": 1.7607766413045846e-08, "epoch": 0.9810897802226163, "percentage": 98.11, "elapsed_time": "1 day, 3:14:05", "remaining_time": "0:31:27"} +{"current_steps": 44355, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.7402249695441796e-08, "epoch": 0.9812003878641296, "percentage": 98.12, "elapsed_time": "1 day, 3:14:15", "remaining_time": "0:31:16"} +{"current_steps": 44360, "total_steps": 45204, "loss": 0.2542, "learning_rate": 1.7197938373402222e-08, "epoch": 0.9813109955056428, "percentage": 98.13, "elapsed_time": "1 day, 3:14:25", "remaining_time": "0:31:05"} +{"current_steps": 44365, "total_steps": 45204, "loss": 0.1675, "learning_rate": 1.699483247159739e-08, "epoch": 0.9814216031471561, "percentage": 98.14, "elapsed_time": "1 day, 3:14:35", "remaining_time": "0:30:54"} +{"current_steps": 44370, "total_steps": 45204, "loss": 0.2782, "learning_rate": 1.67929320145499e-08, "epoch": 0.9815322107886694, "percentage": 98.16, "elapsed_time": "1 day, 3:14:44", "remaining_time": "0:30:43"} +{"current_steps": 44375, "total_steps": 45204, "loss": 0.2432, "learning_rate": 1.659223702664248e-08, "epoch": 0.9816428184301826, "percentage": 98.17, "elapsed_time": "1 day, 3:14:58", "remaining_time": "0:30:32"} +{"current_steps": 44380, "total_steps": 45204, "loss": 0.2188, "learning_rate": 1.6392747532105736e-08, "epoch": 0.9817534260716959, "percentage": 98.18, "elapsed_time": "1 day, 3:15:07", "remaining_time": "0:30:21"} +{"current_steps": 44385, "total_steps": 45204, "loss": 0.3453, "learning_rate": 1.6194463555030404e-08, "epoch": 0.9818640337132092, "percentage": 98.19, "elapsed_time": "1 day, 3:15:18", "remaining_time": "0:30:10"} +{"current_steps": 44390, "total_steps": 45204, "loss": 0.3199, "learning_rate": 1.5997385119358445e-08, "epoch": 0.9819746413547223, "percentage": 98.2, "elapsed_time": "1 day, 3:15:30", "remaining_time": "0:29:59"} +{"current_steps": 44395, "total_steps": 45204, "loss": 0.1696, "learning_rate": 1.5801512248887484e-08, "epoch": 0.9820852489962356, "percentage": 98.21, "elapsed_time": "1 day, 3:15:39", "remaining_time": "0:29:48"} +{"current_steps": 44400, "total_steps": 45204, "loss": 0.3417, "learning_rate": 1.5606844967268608e-08, "epoch": 0.9821958566377489, "percentage": 98.22, "elapsed_time": "1 day, 3:15:51", "remaining_time": "0:29:37"} +{"current_steps": 44405, "total_steps": 45204, "loss": 0.3682, "learning_rate": 1.5413383298007456e-08, "epoch": 0.9823064642792622, "percentage": 98.23, "elapsed_time": "1 day, 3:16:00", "remaining_time": "0:29:26"} +{"current_steps": 44410, "total_steps": 45204, "loss": 0.3997, "learning_rate": 1.5221127264464232e-08, "epoch": 0.9824170719207754, "percentage": 98.24, "elapsed_time": "1 day, 3:16:13", "remaining_time": "0:29:15"} +{"current_steps": 44415, "total_steps": 45204, "loss": 0.2614, "learning_rate": 1.5030076889854804e-08, "epoch": 0.9825276795622887, "percentage": 98.25, "elapsed_time": "1 day, 3:16:24", "remaining_time": "0:29:04"} +{"current_steps": 44420, "total_steps": 45204, "loss": 0.3209, "learning_rate": 1.4840232197248505e-08, "epoch": 0.982638287203802, "percentage": 98.27, "elapsed_time": "1 day, 3:16:38", "remaining_time": "0:28:53"} +{"current_steps": 44425, "total_steps": 45204, "loss": 0.437, "learning_rate": 1.4651593209568104e-08, "epoch": 0.9827488948453152, "percentage": 98.28, "elapsed_time": "1 day, 3:16:48", "remaining_time": "0:28:42"} +{"current_steps": 44430, "total_steps": 45204, "loss": 0.2811, "learning_rate": 1.446415994959316e-08, "epoch": 0.9828595024868285, "percentage": 98.29, "elapsed_time": "1 day, 3:16:59", "remaining_time": "0:28:31"} +{"current_steps": 44435, "total_steps": 45204, "loss": 0.3361, "learning_rate": 1.4277932439954455e-08, "epoch": 0.9829701101283417, "percentage": 98.3, "elapsed_time": "1 day, 3:17:11", "remaining_time": "0:28:20"} +{"current_steps": 44440, "total_steps": 45204, "loss": 0.3617, "learning_rate": 1.4092910703138451e-08, "epoch": 0.983080717769855, "percentage": 98.31, "elapsed_time": "1 day, 3:17:24", "remaining_time": "0:28:08"} +{"current_steps": 44445, "total_steps": 45204, "loss": 0.3704, "learning_rate": 1.3909094761489494e-08, "epoch": 0.9831913254113682, "percentage": 98.32, "elapsed_time": "1 day, 3:17:34", "remaining_time": "0:27:57"} +{"current_steps": 44450, "total_steps": 45204, "loss": 0.3289, "learning_rate": 1.3726484637200943e-08, "epoch": 0.9833019330528815, "percentage": 98.33, "elapsed_time": "1 day, 3:17:44", "remaining_time": "0:27:46"} +{"current_steps": 44455, "total_steps": 45204, "loss": 0.2964, "learning_rate": 1.3545080352322936e-08, "epoch": 0.9834125406943948, "percentage": 98.34, "elapsed_time": "1 day, 3:17:56", "remaining_time": "0:27:35"} +{"current_steps": 44460, "total_steps": 45204, "loss": 0.3579, "learning_rate": 1.3364881928761286e-08, "epoch": 0.983523148335908, "percentage": 98.35, "elapsed_time": "1 day, 3:18:06", "remaining_time": "0:27:24"} +{"current_steps": 44465, "total_steps": 45204, "loss": 0.4389, "learning_rate": 1.3185889388273032e-08, "epoch": 0.9836337559774213, "percentage": 98.37, "elapsed_time": "1 day, 3:18:23", "remaining_time": "0:27:13"} +{"current_steps": 44470, "total_steps": 45204, "loss": 0.2745, "learning_rate": 1.3008102752473106e-08, "epoch": 0.9837443636189346, "percentage": 98.38, "elapsed_time": "1 day, 3:18:35", "remaining_time": "0:27:02"} +{"current_steps": 44475, "total_steps": 45204, "loss": 0.3705, "learning_rate": 1.2831522042828782e-08, "epoch": 0.9838549712604479, "percentage": 98.39, "elapsed_time": "1 day, 3:18:48", "remaining_time": "0:26:51"} +{"current_steps": 44480, "total_steps": 45204, "loss": 0.4018, "learning_rate": 1.265614728066189e-08, "epoch": 0.9839655789019611, "percentage": 98.4, "elapsed_time": "1 day, 3:18:59", "remaining_time": "0:26:40"} +{"current_steps": 44485, "total_steps": 45204, "loss": 0.2723, "learning_rate": 1.2481978487148826e-08, "epoch": 0.9840761865434743, "percentage": 98.41, "elapsed_time": "1 day, 3:19:10", "remaining_time": "0:26:29"} +{"current_steps": 44490, "total_steps": 45204, "loss": 0.2922, "learning_rate": 1.2309015683320546e-08, "epoch": 0.9841867941849876, "percentage": 98.42, "elapsed_time": "1 day, 3:19:19", "remaining_time": "0:26:18"} +{"current_steps": 44495, "total_steps": 45204, "loss": 0.369, "learning_rate": 1.2137258890061454e-08, "epoch": 0.9842974018265008, "percentage": 98.43, "elapsed_time": "1 day, 3:19:31", "remaining_time": "0:26:07"} +{"current_steps": 44500, "total_steps": 45204, "loss": 0.3692, "learning_rate": 1.1966708128112736e-08, "epoch": 0.9844080094680141, "percentage": 98.44, "elapsed_time": "1 day, 3:19:41", "remaining_time": "0:25:56"} +{"current_steps": 44505, "total_steps": 45204, "loss": 0.2782, "learning_rate": 1.179736341806792e-08, "epoch": 0.9845186171095274, "percentage": 98.45, "elapsed_time": "1 day, 3:19:51", "remaining_time": "0:25:45"} +{"current_steps": 44510, "total_steps": 45204, "loss": 0.3352, "learning_rate": 1.1629224780373982e-08, "epoch": 0.9846292247510406, "percentage": 98.46, "elapsed_time": "1 day, 3:20:01", "remaining_time": "0:25:34"} +{"current_steps": 44515, "total_steps": 45204, "loss": 0.3857, "learning_rate": 1.1462292235335792e-08, "epoch": 0.9847398323925539, "percentage": 98.48, "elapsed_time": "1 day, 3:20:12", "remaining_time": "0:25:23"} +{"current_steps": 44520, "total_steps": 45204, "loss": 0.2664, "learning_rate": 1.1296565803108339e-08, "epoch": 0.9848504400340672, "percentage": 98.49, "elapsed_time": "1 day, 3:20:22", "remaining_time": "0:25:12"} +{"current_steps": 44525, "total_steps": 45204, "loss": 0.3594, "learning_rate": 1.1132045503703393e-08, "epoch": 0.9849610476755805, "percentage": 98.5, "elapsed_time": "1 day, 3:20:36", "remaining_time": "0:25:01"} +{"current_steps": 44530, "total_steps": 45204, "loss": 0.2816, "learning_rate": 1.0968731356987284e-08, "epoch": 0.9850716553170936, "percentage": 98.51, "elapsed_time": "1 day, 3:20:48", "remaining_time": "0:24:50"} +{"current_steps": 44535, "total_steps": 45204, "loss": 0.2886, "learning_rate": 1.0806623382680904e-08, "epoch": 0.9851822629586069, "percentage": 98.52, "elapsed_time": "1 day, 3:20:59", "remaining_time": "0:24:39"} +{"current_steps": 44540, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.0645721600357483e-08, "epoch": 0.9852928706001202, "percentage": 98.53, "elapsed_time": "1 day, 3:21:11", "remaining_time": "0:24:28"} +{"current_steps": 44545, "total_steps": 45204, "loss": 0.3334, "learning_rate": 1.0486026029445928e-08, "epoch": 0.9854034782416334, "percentage": 98.54, "elapsed_time": "1 day, 3:21:21", "remaining_time": "0:24:16"} +{"current_steps": 44550, "total_steps": 45204, "loss": 0.3616, "learning_rate": 1.0327536689230811e-08, "epoch": 0.9855140858831467, "percentage": 98.55, "elapsed_time": "1 day, 3:21:33", "remaining_time": "0:24:05"} +{"current_steps": 44555, "total_steps": 45204, "loss": 0.2989, "learning_rate": 1.0170253598847935e-08, "epoch": 0.98562469352466, "percentage": 98.56, "elapsed_time": "1 day, 3:21:42", "remaining_time": "0:23:54"} +{"current_steps": 44560, "total_steps": 45204, "loss": 0.3922, "learning_rate": 1.0014176777289885e-08, "epoch": 0.9857353011661733, "percentage": 98.58, "elapsed_time": "1 day, 3:21:54", "remaining_time": "0:23:43"} +{"current_steps": 44565, "total_steps": 45204, "loss": 0.4353, "learning_rate": 9.8593062434027e-09, "epoch": 0.9858459088076865, "percentage": 98.59, "elapsed_time": "1 day, 3:22:11", "remaining_time": "0:23:32"} +{"current_steps": 44570, "total_steps": 45204, "loss": 0.2444, "learning_rate": 9.705642015886974e-09, "epoch": 0.9859565164491998, "percentage": 98.6, "elapsed_time": "1 day, 3:22:19", "remaining_time": "0:23:21"} +{"current_steps": 44575, "total_steps": 45204, "loss": 0.2949, "learning_rate": 9.553184113297863e-09, "epoch": 0.9860671240907131, "percentage": 98.61, "elapsed_time": "1 day, 3:22:31", "remaining_time": "0:23:10"} +{"current_steps": 44580, "total_steps": 45204, "loss": 0.2256, "learning_rate": 9.40193255404509e-09, "epoch": 0.9861777317322262, "percentage": 98.62, "elapsed_time": "1 day, 3:22:43", "remaining_time": "0:22:59"} +{"current_steps": 44585, "total_steps": 45204, "loss": 0.2243, "learning_rate": 9.25188735639182e-09, "epoch": 0.9862883393737395, "percentage": 98.63, "elapsed_time": "1 day, 3:22:51", "remaining_time": "0:22:48"} +{"current_steps": 44590, "total_steps": 45204, "loss": 0.1919, "learning_rate": 9.103048538454673e-09, "epoch": 0.9863989470152528, "percentage": 98.64, "elapsed_time": "1 day, 3:23:01", "remaining_time": "0:22:37"} +{"current_steps": 44595, "total_steps": 45204, "loss": 0.3364, "learning_rate": 8.95541611820816e-09, "epoch": 0.986509554656766, "percentage": 98.65, "elapsed_time": "1 day, 3:23:11", "remaining_time": "0:22:26"} +{"current_steps": 44600, "total_steps": 45204, "loss": 0.2589, "learning_rate": 8.808990113476911e-09, "epoch": 0.9866201622982793, "percentage": 98.66, "elapsed_time": "1 day, 3:23:21", "remaining_time": "0:22:15"} +{"current_steps": 44605, "total_steps": 45204, "loss": 0.3695, "learning_rate": 8.66377054194345e-09, "epoch": 0.9867307699397926, "percentage": 98.67, "elapsed_time": "1 day, 3:23:32", "remaining_time": "0:22:04"} +{"current_steps": 44610, "total_steps": 45204, "loss": 0.313, "learning_rate": 8.519757421141529e-09, "epoch": 0.9868413775813059, "percentage": 98.69, "elapsed_time": "1 day, 3:23:42", "remaining_time": "0:21:53"} +{"current_steps": 44615, "total_steps": 45204, "loss": 0.1169, "learning_rate": 8.376950768461678e-09, "epoch": 0.9869519852228191, "percentage": 98.7, "elapsed_time": "1 day, 3:23:50", "remaining_time": "0:21:42"} +{"current_steps": 44620, "total_steps": 45204, "loss": 0.3756, "learning_rate": 8.235350601146775e-09, "epoch": 0.9870625928643324, "percentage": 98.71, "elapsed_time": "1 day, 3:24:01", "remaining_time": "0:21:31"} +{"current_steps": 44625, "total_steps": 45204, "loss": 0.263, "learning_rate": 8.094956936296472e-09, "epoch": 0.9871732005058456, "percentage": 98.72, "elapsed_time": "1 day, 3:24:12", "remaining_time": "0:21:19"} +{"current_steps": 44630, "total_steps": 45204, "loss": 0.2369, "learning_rate": 7.955769790861656e-09, "epoch": 0.9872838081473588, "percentage": 98.73, "elapsed_time": "1 day, 3:24:22", "remaining_time": "0:21:08"} +{"current_steps": 44635, "total_steps": 45204, "loss": 0.2753, "learning_rate": 7.817789181651102e-09, "epoch": 0.9873944157888721, "percentage": 98.74, "elapsed_time": "1 day, 3:24:31", "remaining_time": "0:20:57"} +{"current_steps": 44640, "total_steps": 45204, "loss": 0.3257, "learning_rate": 7.68101512532371e-09, "epoch": 0.9875050234303854, "percentage": 98.75, "elapsed_time": "1 day, 3:24:40", "remaining_time": "0:20:46"} +{"current_steps": 44645, "total_steps": 45204, "loss": 0.4903, "learning_rate": 7.545447638396264e-09, "epoch": 0.9876156310718986, "percentage": 98.76, "elapsed_time": "1 day, 3:24:53", "remaining_time": "0:20:35"} +{"current_steps": 44650, "total_steps": 45204, "loss": 0.2508, "learning_rate": 7.411086737237893e-09, "epoch": 0.9877262387134119, "percentage": 98.77, "elapsed_time": "1 day, 3:25:03", "remaining_time": "0:20:24"} +{"current_steps": 44655, "total_steps": 45204, "loss": 0.4753, "learning_rate": 7.277932438072288e-09, "epoch": 0.9878368463549252, "percentage": 98.79, "elapsed_time": "1 day, 3:25:15", "remaining_time": "0:20:13"} +{"current_steps": 44660, "total_steps": 45204, "loss": 0.246, "learning_rate": 7.145984756978808e-09, "epoch": 0.9879474539964385, "percentage": 98.8, "elapsed_time": "1 day, 3:25:26", "remaining_time": "0:20:02"} +{"current_steps": 44665, "total_steps": 45204, "loss": 0.2948, "learning_rate": 7.015243709890263e-09, "epoch": 0.9880580616379517, "percentage": 98.81, "elapsed_time": "1 day, 3:25:36", "remaining_time": "0:19:51"} +{"current_steps": 44670, "total_steps": 45204, "loss": 0.3408, "learning_rate": 6.8857093125929145e-09, "epoch": 0.988168669279465, "percentage": 98.82, "elapsed_time": "1 day, 3:25:49", "remaining_time": "0:19:40"} +{"current_steps": 44675, "total_steps": 45204, "loss": 0.3145, "learning_rate": 6.757381580727584e-09, "epoch": 0.9882792769209782, "percentage": 98.83, "elapsed_time": "1 day, 3:25:59", "remaining_time": "0:19:29"} +{"current_steps": 44680, "total_steps": 45204, "loss": 0.4577, "learning_rate": 6.630260529790767e-09, "epoch": 0.9883898845624914, "percentage": 98.84, "elapsed_time": "1 day, 3:26:12", "remaining_time": "0:19:18"} +{"current_steps": 44685, "total_steps": 45204, "loss": 0.2842, "learning_rate": 6.504346175131293e-09, "epoch": 0.9885004922040047, "percentage": 98.85, "elapsed_time": "1 day, 3:26:25", "remaining_time": "0:19:07"} +{"current_steps": 44690, "total_steps": 45204, "loss": 0.3381, "learning_rate": 6.379638531954779e-09, "epoch": 0.988611099845518, "percentage": 98.86, "elapsed_time": "1 day, 3:26:34", "remaining_time": "0:18:56"} +{"current_steps": 44695, "total_steps": 45204, "loss": 0.2544, "learning_rate": 6.25613761531807e-09, "epoch": 0.9887217074870313, "percentage": 98.87, "elapsed_time": "1 day, 3:26:43", "remaining_time": "0:18:45"} +{"current_steps": 44700, "total_steps": 45204, "loss": 0.3745, "learning_rate": 6.13384344013368e-09, "epoch": 0.9888323151285445, "percentage": 98.89, "elapsed_time": "1 day, 3:26:54", "remaining_time": "0:18:34"} +{"current_steps": 44705, "total_steps": 45204, "loss": 0.2401, "learning_rate": 6.012756021170907e-09, "epoch": 0.9889429227700578, "percentage": 98.9, "elapsed_time": "1 day, 3:27:03", "remaining_time": "0:18:23"} +{"current_steps": 44710, "total_steps": 45204, "loss": 0.1749, "learning_rate": 5.892875373048057e-09, "epoch": 0.9890535304115711, "percentage": 98.91, "elapsed_time": "1 day, 3:27:13", "remaining_time": "0:18:12"} +{"current_steps": 44715, "total_steps": 45204, "loss": 0.4083, "learning_rate": 5.774201510243549e-09, "epoch": 0.9891641380530843, "percentage": 98.92, "elapsed_time": "1 day, 3:27:26", "remaining_time": "0:18:00"} +{"current_steps": 44720, "total_steps": 45204, "loss": 0.3319, "learning_rate": 5.656734447084811e-09, "epoch": 0.9892747456945975, "percentage": 98.93, "elapsed_time": "1 day, 3:27:38", "remaining_time": "0:17:49"} +{"current_steps": 44725, "total_steps": 45204, "loss": 0.34, "learning_rate": 5.540474197757162e-09, "epoch": 0.9893853533361108, "percentage": 98.94, "elapsed_time": "1 day, 3:27:50", "remaining_time": "0:17:38"} +{"current_steps": 44730, "total_steps": 45204, "loss": 0.3454, "learning_rate": 5.425420776298263e-09, "epoch": 0.989495960977624, "percentage": 98.95, "elapsed_time": "1 day, 3:28:03", "remaining_time": "0:17:27"} +{"current_steps": 44735, "total_steps": 45204, "loss": 0.2593, "learning_rate": 5.311574196602554e-09, "epoch": 0.9896065686191373, "percentage": 98.96, "elapsed_time": "1 day, 3:28:15", "remaining_time": "0:17:16"} +{"current_steps": 44740, "total_steps": 45204, "loss": 0.311, "learning_rate": 5.198934472414596e-09, "epoch": 0.9897171762606506, "percentage": 98.97, "elapsed_time": "1 day, 3:28:24", "remaining_time": "0:17:05"} +{"current_steps": 44745, "total_steps": 45204, "loss": 0.4385, "learning_rate": 5.087501617336843e-09, "epoch": 0.9898277839021639, "percentage": 98.98, "elapsed_time": "1 day, 3:28:34", "remaining_time": "0:16:54"} +{"current_steps": 44750, "total_steps": 45204, "loss": 0.3629, "learning_rate": 4.977275644825197e-09, "epoch": 0.9899383915436771, "percentage": 99.0, "elapsed_time": "1 day, 3:28:48", "remaining_time": "0:16:43"} +{"current_steps": 44755, "total_steps": 45204, "loss": 0.1945, "learning_rate": 4.868256568187901e-09, "epoch": 0.9900489991851904, "percentage": 99.01, "elapsed_time": "1 day, 3:28:59", "remaining_time": "0:16:32"} +{"current_steps": 44760, "total_steps": 45204, "loss": 0.3026, "learning_rate": 4.760444400591091e-09, "epoch": 0.9901596068267037, "percentage": 99.02, "elapsed_time": "1 day, 3:29:10", "remaining_time": "0:16:21"} +{"current_steps": 44765, "total_steps": 45204, "loss": 0.2969, "learning_rate": 4.653839155051021e-09, "epoch": 0.990270214468217, "percentage": 99.03, "elapsed_time": "1 day, 3:29:20", "remaining_time": "0:16:10"} +{"current_steps": 44770, "total_steps": 45204, "loss": 0.2712, "learning_rate": 4.548440844440727e-09, "epoch": 0.9903808221097301, "percentage": 99.04, "elapsed_time": "1 day, 3:29:31", "remaining_time": "0:15:59"} +{"current_steps": 44775, "total_steps": 45204, "loss": 0.4258, "learning_rate": 4.4442494814889156e-09, "epoch": 0.9904914297512434, "percentage": 99.05, "elapsed_time": "1 day, 3:29:41", "remaining_time": "0:15:48"} +{"current_steps": 44780, "total_steps": 45204, "loss": 0.3482, "learning_rate": 4.341265078773305e-09, "epoch": 0.9906020373927567, "percentage": 99.06, "elapsed_time": "1 day, 3:29:54", "remaining_time": "0:15:37"} +{"current_steps": 44785, "total_steps": 45204, "loss": 0.3759, "learning_rate": 4.239487648731722e-09, "epoch": 0.9907126450342699, "percentage": 99.07, "elapsed_time": "1 day, 3:30:05", "remaining_time": "0:15:26"} +{"current_steps": 44790, "total_steps": 45204, "loss": 0.4007, "learning_rate": 4.138917203654336e-09, "epoch": 0.9908232526757832, "percentage": 99.08, "elapsed_time": "1 day, 3:30:18", "remaining_time": "0:15:15"} +{"current_steps": 44795, "total_steps": 45204, "loss": 0.2918, "learning_rate": 4.039553755682546e-09, "epoch": 0.9909338603172965, "percentage": 99.1, "elapsed_time": "1 day, 3:30:31", "remaining_time": "0:15:04"} +{"current_steps": 44800, "total_steps": 45204, "loss": 0.3471, "learning_rate": 3.941397316815643e-09, "epoch": 0.9910444679588097, "percentage": 99.11, "elapsed_time": "1 day, 3:30:43", "remaining_time": "0:14:53"} +{"current_steps": 44805, "total_steps": 45204, "loss": 0.2859, "learning_rate": 3.844447898906367e-09, "epoch": 0.991155075600323, "percentage": 99.12, "elapsed_time": "1 day, 3:30:52", "remaining_time": "0:14:42"} +{"current_steps": 44810, "total_steps": 45204, "loss": 0.4062, "learning_rate": 3.748705513660911e-09, "epoch": 0.9912656832418363, "percentage": 99.13, "elapsed_time": "1 day, 3:31:04", "remaining_time": "0:14:31"} +{"current_steps": 44815, "total_steps": 45204, "loss": 0.3405, "learning_rate": 3.6541701726400257e-09, "epoch": 0.9913762908833494, "percentage": 99.14, "elapsed_time": "1 day, 3:31:15", "remaining_time": "0:14:19"} +{"current_steps": 44820, "total_steps": 45204, "loss": 0.2693, "learning_rate": 3.5608418872590256e-09, "epoch": 0.9914868985248627, "percentage": 99.15, "elapsed_time": "1 day, 3:31:26", "remaining_time": "0:14:08"} +{"current_steps": 44825, "total_steps": 45204, "loss": 0.3675, "learning_rate": 3.468720668787784e-09, "epoch": 0.991597506166376, "percentage": 99.16, "elapsed_time": "1 day, 3:31:36", "remaining_time": "0:13:57"} +{"current_steps": 44830, "total_steps": 45204, "loss": 0.2804, "learning_rate": 3.377806528348515e-09, "epoch": 0.9917081138078893, "percentage": 99.17, "elapsed_time": "1 day, 3:31:49", "remaining_time": "0:13:46"} +{"current_steps": 44835, "total_steps": 45204, "loss": 0.3897, "learning_rate": 3.2880994769213248e-09, "epoch": 0.9918187214494025, "percentage": 99.18, "elapsed_time": "1 day, 3:32:00", "remaining_time": "0:13:35"} +{"current_steps": 44840, "total_steps": 45204, "loss": 0.2094, "learning_rate": 3.1995995253353285e-09, "epoch": 0.9919293290909158, "percentage": 99.19, "elapsed_time": "1 day, 3:32:10", "remaining_time": "0:13:24"} +{"current_steps": 44845, "total_steps": 45204, "loss": 0.3523, "learning_rate": 3.112306684279753e-09, "epoch": 0.9920399367324291, "percentage": 99.21, "elapsed_time": "1 day, 3:32:20", "remaining_time": "0:13:13"} +{"current_steps": 44850, "total_steps": 45204, "loss": 0.3118, "learning_rate": 3.0262209642928362e-09, "epoch": 0.9921505443739423, "percentage": 99.22, "elapsed_time": "1 day, 3:32:30", "remaining_time": "0:13:02"} +{"current_steps": 44855, "total_steps": 45204, "loss": 0.4141, "learning_rate": 2.941342375770706e-09, "epoch": 0.9922611520154556, "percentage": 99.23, "elapsed_time": "1 day, 3:32:45", "remaining_time": "0:12:51"} +{"current_steps": 44860, "total_steps": 45204, "loss": 0.3635, "learning_rate": 2.8576709289629413e-09, "epoch": 0.9923717596569689, "percentage": 99.24, "elapsed_time": "1 day, 3:32:58", "remaining_time": "0:12:40"} +{"current_steps": 44865, "total_steps": 45204, "loss": 0.387, "learning_rate": 2.7752066339714613e-09, "epoch": 0.992482367298482, "percentage": 99.25, "elapsed_time": "1 day, 3:33:09", "remaining_time": "0:12:29"} +{"current_steps": 44870, "total_steps": 45204, "loss": 0.3518, "learning_rate": 2.6939495007538565e-09, "epoch": 0.9925929749399953, "percentage": 99.26, "elapsed_time": "1 day, 3:33:21", "remaining_time": "0:12:18"} +{"current_steps": 44875, "total_steps": 45204, "loss": 0.3187, "learning_rate": 2.6138995391233878e-09, "epoch": 0.9927035825815086, "percentage": 99.27, "elapsed_time": "1 day, 3:33:33", "remaining_time": "0:12:07"} +{"current_steps": 44880, "total_steps": 45204, "loss": 0.3178, "learning_rate": 2.5350567587445472e-09, "epoch": 0.9928141902230219, "percentage": 99.28, "elapsed_time": "1 day, 3:33:45", "remaining_time": "0:11:56"} +{"current_steps": 44885, "total_steps": 45204, "loss": 0.3298, "learning_rate": 2.4574211691386072e-09, "epoch": 0.9929247978645351, "percentage": 99.29, "elapsed_time": "1 day, 3:33:58", "remaining_time": "0:11:45"} +{"current_steps": 44890, "total_steps": 45204, "loss": 0.4348, "learning_rate": 2.380992779679181e-09, "epoch": 0.9930354055060484, "percentage": 99.31, "elapsed_time": "1 day, 3:34:09", "remaining_time": "0:11:34"} +{"current_steps": 44895, "total_steps": 45204, "loss": 0.1824, "learning_rate": 2.305771599595552e-09, "epoch": 0.9931460131475617, "percentage": 99.32, "elapsed_time": "1 day, 3:34:18", "remaining_time": "0:11:23"} +{"current_steps": 44900, "total_steps": 45204, "loss": 0.3022, "learning_rate": 2.2317576379704553e-09, "epoch": 0.993256620789075, "percentage": 99.33, "elapsed_time": "1 day, 3:34:29", "remaining_time": "0:11:12"} +{"current_steps": 44905, "total_steps": 45204, "loss": 0.2178, "learning_rate": 2.158950903741186e-09, "epoch": 0.9933672284305882, "percentage": 99.34, "elapsed_time": "1 day, 3:34:39", "remaining_time": "0:11:01"} +{"current_steps": 44910, "total_steps": 45204, "loss": 0.3985, "learning_rate": 2.0873514056996e-09, "epoch": 0.9934778360721014, "percentage": 99.35, "elapsed_time": "1 day, 3:34:52", "remaining_time": "0:10:50"} +{"current_steps": 44915, "total_steps": 45204, "loss": 0.2982, "learning_rate": 2.0169591524898945e-09, "epoch": 0.9935884437136147, "percentage": 99.36, "elapsed_time": "1 day, 3:35:02", "remaining_time": "0:10:38"} +{"current_steps": 44920, "total_steps": 45204, "loss": 0.4225, "learning_rate": 1.947774152613047e-09, "epoch": 0.9936990513551279, "percentage": 99.37, "elapsed_time": "1 day, 3:35:14", "remaining_time": "0:10:27"} +{"current_steps": 44925, "total_steps": 45204, "loss": 0.4137, "learning_rate": 1.879796414423485e-09, "epoch": 0.9938096589966412, "percentage": 99.38, "elapsed_time": "1 day, 3:35:25", "remaining_time": "0:10:16"} +{"current_steps": 44930, "total_steps": 45204, "loss": 0.4296, "learning_rate": 1.8130259461279775e-09, "epoch": 0.9939202666381545, "percentage": 99.39, "elapsed_time": "1 day, 3:35:37", "remaining_time": "0:10:05"} +{"current_steps": 44935, "total_steps": 45204, "loss": 0.3045, "learning_rate": 1.7474627557900748e-09, "epoch": 0.9940308742796677, "percentage": 99.4, "elapsed_time": "1 day, 3:35:49", "remaining_time": "0:09:54"} +{"current_steps": 44940, "total_steps": 45204, "loss": 0.3359, "learning_rate": 1.6831068513267768e-09, "epoch": 0.994141481921181, "percentage": 99.42, "elapsed_time": "1 day, 3:36:01", "remaining_time": "0:09:43"} +{"current_steps": 44945, "total_steps": 45204, "loss": 0.3063, "learning_rate": 1.6199582405085346e-09, "epoch": 0.9942520895626943, "percentage": 99.43, "elapsed_time": "1 day, 3:36:13", "remaining_time": "0:09:32"} +{"current_steps": 44950, "total_steps": 45204, "loss": 0.247, "learning_rate": 1.55801693096036e-09, "epoch": 0.9943626972042076, "percentage": 99.44, "elapsed_time": "1 day, 3:36:24", "remaining_time": "0:09:21"} +{"current_steps": 44955, "total_steps": 45204, "loss": 0.2982, "learning_rate": 1.4972829301618253e-09, "epoch": 0.9944733048457208, "percentage": 99.45, "elapsed_time": "1 day, 3:36:34", "remaining_time": "0:09:10"} +{"current_steps": 44960, "total_steps": 45204, "loss": 0.3629, "learning_rate": 1.437756245447064e-09, "epoch": 0.994583912487234, "percentage": 99.46, "elapsed_time": "1 day, 3:36:48", "remaining_time": "0:08:59"} +{"current_steps": 44965, "total_steps": 45204, "loss": 0.2277, "learning_rate": 1.3794368840036597e-09, "epoch": 0.9946945201287473, "percentage": 99.47, "elapsed_time": "1 day, 3:36:56", "remaining_time": "0:08:48"} +{"current_steps": 44970, "total_steps": 45204, "loss": 0.2985, "learning_rate": 1.3223248528726472e-09, "epoch": 0.9948051277702605, "percentage": 99.48, "elapsed_time": "1 day, 3:37:06", "remaining_time": "0:08:37"} +{"current_steps": 44975, "total_steps": 45204, "loss": 0.261, "learning_rate": 1.2664201589518422e-09, "epoch": 0.9949157354117738, "percentage": 99.49, "elapsed_time": "1 day, 3:37:17", "remaining_time": "0:08:26"} +{"current_steps": 44980, "total_steps": 45204, "loss": 0.1996, "learning_rate": 1.21172280899029e-09, "epoch": 0.9950263430532871, "percentage": 99.5, "elapsed_time": "1 day, 3:37:27", "remaining_time": "0:08:15"} +{"current_steps": 44985, "total_steps": 45204, "loss": 0.3471, "learning_rate": 1.1582328095938179e-09, "epoch": 0.9951369506948003, "percentage": 99.52, "elapsed_time": "1 day, 3:37:38", "remaining_time": "0:08:04"} +{"current_steps": 44990, "total_steps": 45204, "loss": 0.1823, "learning_rate": 1.105950167220593e-09, "epoch": 0.9952475583363136, "percentage": 99.53, "elapsed_time": "1 day, 3:37:47", "remaining_time": "0:07:53"} +{"current_steps": 44995, "total_steps": 45204, "loss": 0.4109, "learning_rate": 1.0548748881833436e-09, "epoch": 0.9953581659778269, "percentage": 99.54, "elapsed_time": "1 day, 3:37:59", "remaining_time": "0:07:42"} +{"current_steps": 45000, "total_steps": 45204, "loss": 0.2028, "learning_rate": 1.0050069786515792e-09, "epoch": 0.9954687736193402, "percentage": 99.55, "elapsed_time": "1 day, 3:38:08", "remaining_time": "0:07:31"} +{"current_steps": 45005, "total_steps": 45204, "loss": 0.2574, "learning_rate": 9.563464446438186e-10, "epoch": 0.9955793812608533, "percentage": 99.56, "elapsed_time": "1 day, 3:38:41", "remaining_time": "0:07:20"} +{"current_steps": 45010, "total_steps": 45204, "loss": 0.4062, "learning_rate": 9.088932920386928e-10, "epoch": 0.9956899889023666, "percentage": 99.57, "elapsed_time": "1 day, 3:38:53", "remaining_time": "0:07:09"} +{"current_steps": 45015, "total_steps": 45204, "loss": 0.3714, "learning_rate": 8.626475265638423e-10, "epoch": 0.9958005965438799, "percentage": 99.58, "elapsed_time": "1 day, 3:39:05", "remaining_time": "0:06:57"} +{"current_steps": 45020, "total_steps": 45204, "loss": 0.3897, "learning_rate": 8.176091538047992e-10, "epoch": 0.9959112041853931, "percentage": 99.59, "elapsed_time": "1 day, 3:39:16", "remaining_time": "0:06:46"} +{"current_steps": 45025, "total_steps": 45204, "loss": 0.3754, "learning_rate": 7.737781791994358e-10, "epoch": 0.9960218118269064, "percentage": 99.6, "elapsed_time": "1 day, 3:39:27", "remaining_time": "0:06:35"} +{"current_steps": 45030, "total_steps": 45204, "loss": 0.3187, "learning_rate": 7.311546080401854e-10, "epoch": 0.9961324194684197, "percentage": 99.62, "elapsed_time": "1 day, 3:39:37", "remaining_time": "0:06:24"} +{"current_steps": 45035, "total_steps": 45204, "loss": 0.1865, "learning_rate": 6.897384454740419e-10, "epoch": 0.996243027109933, "percentage": 99.63, "elapsed_time": "1 day, 3:39:47", "remaining_time": "0:06:13"} +{"current_steps": 45040, "total_steps": 45204, "loss": 0.24, "learning_rate": 6.495296965014497e-10, "epoch": 0.9963536347514462, "percentage": 99.64, "elapsed_time": "1 day, 3:39:57", "remaining_time": "0:06:02"} +{"current_steps": 45045, "total_steps": 45204, "loss": 0.4376, "learning_rate": 6.105283659785244e-10, "epoch": 0.9964642423929595, "percentage": 99.65, "elapsed_time": "1 day, 3:40:08", "remaining_time": "0:05:51"} +{"current_steps": 45050, "total_steps": 45204, "loss": 0.2152, "learning_rate": 5.72734458614832e-10, "epoch": 0.9965748500344728, "percentage": 99.66, "elapsed_time": "1 day, 3:40:17", "remaining_time": "0:05:40"} +{"current_steps": 45055, "total_steps": 45204, "loss": 0.2397, "learning_rate": 5.36147978972279e-10, "epoch": 0.9966854576759859, "percentage": 99.67, "elapsed_time": "1 day, 3:40:26", "remaining_time": "0:05:29"} +{"current_steps": 45060, "total_steps": 45204, "loss": 0.2818, "learning_rate": 5.007689314706632e-10, "epoch": 0.9967960653174992, "percentage": 99.68, "elapsed_time": "1 day, 3:40:36", "remaining_time": "0:05:18"} +{"current_steps": 45065, "total_steps": 45204, "loss": 0.5122, "learning_rate": 4.665973203810126e-10, "epoch": 0.9969066729590125, "percentage": 99.69, "elapsed_time": "1 day, 3:40:48", "remaining_time": "0:05:07"} +{"current_steps": 45070, "total_steps": 45204, "loss": 0.2032, "learning_rate": 4.336331498300261e-10, "epoch": 0.9970172806005257, "percentage": 99.7, "elapsed_time": "1 day, 3:40:57", "remaining_time": "0:04:56"} +{"current_steps": 45075, "total_steps": 45204, "loss": 0.2236, "learning_rate": 4.018764237967432e-10, "epoch": 0.997127888242039, "percentage": 99.71, "elapsed_time": "1 day, 3:41:07", "remaining_time": "0:04:45"} +{"current_steps": 45080, "total_steps": 45204, "loss": 0.3344, "learning_rate": 3.713271461180945e-10, "epoch": 0.9972384958835523, "percentage": 99.73, "elapsed_time": "1 day, 3:41:18", "remaining_time": "0:04:34"} +{"current_steps": 45085, "total_steps": 45204, "loss": 0.3829, "learning_rate": 3.419853204800205e-10, "epoch": 0.9973491035250656, "percentage": 99.74, "elapsed_time": "1 day, 3:41:30", "remaining_time": "0:04:23"} +{"current_steps": 45090, "total_steps": 45204, "loss": 0.3224, "learning_rate": 3.138509504285736e-10, "epoch": 0.9974597111665788, "percentage": 99.75, "elapsed_time": "1 day, 3:41:41", "remaining_time": "0:04:12"} +{"current_steps": 45095, "total_steps": 45204, "loss": 0.2299, "learning_rate": 2.8692403935881574e-10, "epoch": 0.9975703188080921, "percentage": 99.76, "elapsed_time": "1 day, 3:41:51", "remaining_time": "0:04:01"} +{"current_steps": 45100, "total_steps": 45204, "loss": 0.1364, "learning_rate": 2.612045905225902e-10, "epoch": 0.9976809264496053, "percentage": 99.77, "elapsed_time": "1 day, 3:42:00", "remaining_time": "0:03:49"} +{"current_steps": 45105, "total_steps": 45204, "loss": 0.3305, "learning_rate": 2.3669260702630093e-10, "epoch": 0.9977915340911185, "percentage": 99.78, "elapsed_time": "1 day, 3:42:14", "remaining_time": "0:03:38"} +{"current_steps": 45110, "total_steps": 45204, "loss": 0.3215, "learning_rate": 2.1338809182869235e-10, "epoch": 0.9979021417326318, "percentage": 99.79, "elapsed_time": "1 day, 3:42:26", "remaining_time": "0:03:27"} +{"current_steps": 45115, "total_steps": 45204, "loss": 0.3044, "learning_rate": 1.9129104774417985e-10, "epoch": 0.9980127493741451, "percentage": 99.8, "elapsed_time": "1 day, 3:42:36", "remaining_time": "0:03:16"} +{"current_steps": 45120, "total_steps": 45204, "loss": 0.347, "learning_rate": 1.7040147744173952e-10, "epoch": 0.9981233570156584, "percentage": 99.81, "elapsed_time": "1 day, 3:42:48", "remaining_time": "0:03:05"} +{"current_steps": 45125, "total_steps": 45204, "loss": 0.3912, "learning_rate": 1.507193834426879e-10, "epoch": 0.9982339646571716, "percentage": 99.83, "elapsed_time": "1 day, 3:43:01", "remaining_time": "0:02:54"} +{"current_steps": 45130, "total_steps": 45204, "loss": 0.2207, "learning_rate": 1.3224476812401243e-10, "epoch": 0.9983445722986849, "percentage": 99.84, "elapsed_time": "1 day, 3:43:11", "remaining_time": "0:02:43"} +{"current_steps": 45135, "total_steps": 45204, "loss": 0.4075, "learning_rate": 1.1497763371726145e-10, "epoch": 0.9984551799401982, "percentage": 99.85, "elapsed_time": "1 day, 3:43:23", "remaining_time": "0:02:32"} +{"current_steps": 45140, "total_steps": 45204, "loss": 0.3633, "learning_rate": 9.891798230632354e-11, "epoch": 0.9985657875817114, "percentage": 99.86, "elapsed_time": "1 day, 3:43:35", "remaining_time": "0:02:21"} +{"current_steps": 45145, "total_steps": 45204, "loss": 0.3839, "learning_rate": 8.406581583075834e-11, "epoch": 0.9986763952232246, "percentage": 99.87, "elapsed_time": "1 day, 3:43:48", "remaining_time": "0:02:10"} +{"current_steps": 45150, "total_steps": 45204, "loss": 0.2362, "learning_rate": 7.042113608468626e-11, "epoch": 0.9987870028647379, "percentage": 99.88, "elapsed_time": "1 day, 3:43:57", "remaining_time": "0:01:59"} +{"current_steps": 45155, "total_steps": 45204, "loss": 0.5051, "learning_rate": 5.798394471456803e-11, "epoch": 0.9988976105062511, "percentage": 99.89, "elapsed_time": "1 day, 3:44:10", "remaining_time": "0:01:48"} +{"current_steps": 45160, "total_steps": 45204, "loss": 0.2615, "learning_rate": 4.675424322253541e-11, "epoch": 0.9990082181477644, "percentage": 99.9, "elapsed_time": "1 day, 3:44:21", "remaining_time": "0:01:37"} +{"current_steps": 45165, "total_steps": 45204, "loss": 0.3058, "learning_rate": 3.673203296528094e-11, "epoch": 0.9991188257892777, "percentage": 99.91, "elapsed_time": "1 day, 3:44:29", "remaining_time": "0:01:26"} +{"current_steps": 45170, "total_steps": 45204, "loss": 0.2805, "learning_rate": 2.7917315151837486e-11, "epoch": 0.999229433430791, "percentage": 99.92, "elapsed_time": "1 day, 3:44:40", "remaining_time": "0:01:15"} +{"current_steps": 45175, "total_steps": 45204, "loss": 0.1668, "learning_rate": 2.0310090846908937e-11, "epoch": 0.9993400410723042, "percentage": 99.94, "elapsed_time": "1 day, 3:44:48", "remaining_time": "0:01:04"} +{"current_steps": 45180, "total_steps": 45204, "loss": 0.2907, "learning_rate": 1.3910360969759951e-11, "epoch": 0.9994506487138175, "percentage": 99.95, "elapsed_time": "1 day, 3:44:58", "remaining_time": "0:00:53"} +{"current_steps": 45185, "total_steps": 45204, "loss": 0.3455, "learning_rate": 8.718126293105756e-12, "epoch": 0.9995612563553308, "percentage": 99.96, "elapsed_time": "1 day, 3:45:08", "remaining_time": "0:00:42"} +{"current_steps": 45190, "total_steps": 45204, "loss": 0.3522, "learning_rate": 4.7333874431121365e-12, "epoch": 0.999671863996844, "percentage": 99.97, "elapsed_time": "1 day, 3:45:22", "remaining_time": "0:00:30"} +{"current_steps": 45195, "total_steps": 45204, "loss": 0.3375, "learning_rate": 1.9561449016158862e-12, "epoch": 0.9997824716383572, "percentage": 99.98, "elapsed_time": "1 day, 3:45:32", "remaining_time": "0:00:19"} +{"current_steps": 45200, "total_steps": 45204, "loss": 0.3596, "learning_rate": 3.8639900279413556e-13, "epoch": 0.9998930792798705, "percentage": 99.99, "elapsed_time": "1 day, 3:45:44", "remaining_time": "0:00:08"} +{"current_steps": 45204, "total_steps": 45204, "epoch": 0.9999815653930811, "percentage": 100.0, "elapsed_time": "1 day, 3:45:53", "remaining_time": "0:00:00"}