Instructions to use dkudos/cinimod-devops with libraries, inference providers, notebooks, and local apps. Follow these links to get started.
- Notebooks
- Google Colab
- Kaggle
- Local Apps Settings
- llama.cpp
How to use dkudos/cinimod-devops with llama.cpp:
Install (macOS, Linux)
curl -LsSf https://llama.app/install.sh | sh # Start a local OpenAI-compatible server with a web UI: llama serve -hf dkudos/cinimod-devops:Q8_0 # Run inference directly in the terminal: llama cli -hf dkudos/cinimod-devops:Q8_0
Install from WinGet (Windows)
winget install llama.cpp # Start a local OpenAI-compatible server with a web UI: llama serve -hf dkudos/cinimod-devops:Q8_0 # Run inference directly in the terminal: llama cli -hf dkudos/cinimod-devops:Q8_0
Use pre-built binary
# Download pre-built binary from: # https://github.com/ggerganov/llama.cpp/releases # Start a local OpenAI-compatible server with a web UI: ./llama-server -hf dkudos/cinimod-devops:Q8_0 # Run inference directly in the terminal: ./llama-cli -hf dkudos/cinimod-devops:Q8_0
Build from source code
git clone https://github.com/ggerganov/llama.cpp.git cd llama.cpp cmake -B build cmake --build build -j --target llama-server llama-cli # Start a local OpenAI-compatible server with a web UI: ./build/bin/llama-server -hf dkudos/cinimod-devops:Q8_0 # Run inference directly in the terminal: ./build/bin/llama-cli -hf dkudos/cinimod-devops:Q8_0
Use Docker
docker model run hf.co/dkudos/cinimod-devops:Q8_0
- LM Studio
- Jan
- vLLM
How to use dkudos/cinimod-devops with vLLM:
Install from pip and serve model
# Install vLLM from pip: pip install vllm # Start the vLLM server: vllm serve "dkudos/cinimod-devops" # Call the server using curl (OpenAI-compatible API): curl -X POST "http://localhost:8000/v1/completions" \ -H "Content-Type: application/json" \ --data '{ "model": "dkudos/cinimod-devops", "prompt": "Once upon a time,", "max_tokens": 512, "temperature": 0.5 }'Use Docker
docker model run hf.co/dkudos/cinimod-devops:Q8_0
- Ollama
How to use dkudos/cinimod-devops with Ollama:
ollama run hf.co/dkudos/cinimod-devops:Q8_0
- Unsloth Desktop
- Docker Model Runner
How to use dkudos/cinimod-devops with Docker Model Runner:
docker model run hf.co/dkudos/cinimod-devops:Q8_0
- Lemonade
How to use dkudos/cinimod-devops with Lemonade:
Pull the model
# Download Lemonade from https://lemonade-server.ai/ lemonade pull dkudos/cinimod-devops:Q8_0
Run and chat with the model
lemonade run user.cinimod-devops-Q8_0
List all available models
lemonade list
- Atomic Chat
File size: 369,655 Bytes
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[2026-09-14 16:44:37,556] [WARNING] [runner.py:232:fetch_hostfile] Unable to find hostfile, will proceed with training with local resources only.
[2026-09-14 16:44:37,556] [INFO] [runner.py:630:main] cmd = /opt/conda/bin/python -u -m deepspeed.launcher.launch --world_info=eyJsb2NhbGhvc3QiOiBbMCwgMV19 --master_addr=127.0.0.1 --master_port=29500 --enable_each_rank_log=None --log_level=info scripts/training/train.py --model_config configs/model/model_300m.yaml --tokenizer_path tokenizer --train_data_dir /workspace/data/pretrain/train --val_data_dir /workspace/data/pretrain/val_small --output_dir outputs/devops-300m-4096-bf16-vast --max_steps 4000 --warmup_steps 40 --learning_rate 6e-4 --batch_size 1 --grad_accum 16 --logging_steps 10 --save_steps 2000 --eval_steps 2000 --deepspeed_config configs/training/deepspeed_zero2_bf16.json --bf16 --seq_length 4096 --run_name devops-300m-4096-bf16-vast
[2026-09-14 16:44:42,440] [INFO] [launch.py:155:main] 0 NCCL_DEBUG=INFO
[2026-09-14 16:44:42,440] [INFO] [launch.py:162:main] WORLD INFO DICT: {'localhost': [0, 1]}
[2026-09-14 16:44:42,440] [INFO] [launch.py:168:main] nnodes=1, num_local_procs=2, node_rank=0
[2026-09-14 16:44:42,440] [INFO] [launch.py:179:main] global_rank_mapping=defaultdict(<class 'list'>, {'localhost': [0, 1]})
[2026-09-14 16:44:42,440] [INFO] [launch.py:180:main] dist_world_size=2
[2026-09-14 16:44:42,440] [INFO] [launch.py:184:main] Setting CUDA_VISIBLE_DEVICES=0,1
[2026-09-14 16:44:42,441] [INFO] [launch.py:272:main] process 10692 spawned with command: ['/opt/conda/bin/python', '-u', 'scripts/training/train.py', '--local_rank=0', '--model_config', 'configs/model/model_300m.yaml', '--tokenizer_path', 'tokenizer', '--train_data_dir', '/workspace/data/pretrain/train', '--val_data_dir', '/workspace/data/pretrain/val_small', '--output_dir', 'outputs/devops-300m-4096-bf16-vast', '--max_steps', '4000', '--warmup_steps', '40', '--learning_rate', '6e-4', '--batch_size', '1', '--grad_accum', '16', '--logging_steps', '10', '--save_steps', '2000', '--eval_steps', '2000', '--deepspeed_config', 'configs/training/deepspeed_zero2_bf16.json', '--bf16', '--seq_length', '4096', '--run_name', 'devops-300m-4096-bf16-vast']
[2026-09-14 16:44:42,441] [INFO] [launch.py:272:main] process 10693 spawned with command: ['/opt/conda/bin/python', '-u', 'scripts/training/train.py', '--local_rank=1', '--model_config', 'configs/model/model_300m.yaml', '--tokenizer_path', 'tokenizer', '--train_data_dir', '/workspace/data/pretrain/train', '--val_data_dir', '/workspace/data/pretrain/val_small', '--output_dir', 'outputs/devops-300m-4096-bf16-vast', '--max_steps', '4000', '--warmup_steps', '40', '--learning_rate', '6e-4', '--batch_size', '1', '--grad_accum', '16', '--logging_steps', '10', '--save_steps', '2000', '--eval_steps', '2000', '--deepspeed_config', 'configs/training/deepspeed_zero2_bf16.json', '--bf16', '--seq_length', '4096', '--run_name', 'devops-300m-4096-bf16-vast']
[Tokenizer] vocab_size=65536
[Tokenizer] vocab_size=65536
[Dataset] 1509 files, 132,068 non-overlapping samples, seq_len=4096
[Dataset] 10 files, 22 non-overlapping samples, seq_len=4096
[Dataset] 1509 files, 132,068 non-overlapping samples, seq_len=4096
[Dataset] 10 files, 22 non-overlapping samples, seq_len=4096
[transformers] LlamaForCausalLM has generative capabilities, as `prepare_inputs_for_generation` is explicitly defined. However, it doesn't directly inherit from `GenerationMixin`. From πv4.50π onwards, `PreTrainedModel` will NOT inherit from `GenerationMixin`, and this model will lose the ability to call `generate` and other related functions.
- If you're using `trust_remote_code=True`, you can get rid of this warning by loading the model with an auto class. See https://huggingface.co/docs/transformers/en/model_doc/auto#auto-classes
- If you are the owner of the model architecture code, please modify your model class such that it inherits from `GenerationMixin` (after `PreTrainedModel`, otherwise you'll get an exception).
- If you are not the owner of the model architecture class, please contact the model code owner to update it.
[transformers] LlamaForCausalLM has generative capabilities, as `prepare_inputs_for_generation` is explicitly defined. However, it doesn't directly inherit from `GenerationMixin`. From πv4.50π onwards, `PreTrainedModel` will NOT inherit from `GenerationMixin`, and this model will lose the ability to call `generate` and other related functions.
- If you're using `trust_remote_code=True`, you can get rid of this warning by loading the model with an auto class. See https://huggingface.co/docs/transformers/en/model_doc/auto#auto-classes
- If you are the owner of the model architecture code, please modify your model class such that it inherits from `GenerationMixin` (after `PreTrainedModel`, otherwise you'll get an exception).
- If you are not the owner of the model architecture class, please contact the model code owner to update it.
[Model] 287.3M parameters
[Env] 2 GPUs detected, using DeepSpeed (launch with: deepspeed --master_port 29500 train.py ...)
[Model] 287.3M parameters
[Env] 2 GPUs detected, using DeepSpeed (launch with: deepspeed --master_port 29500 train.py ...)
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81d666a3c511:10692:10964 [0] NCCL INFO P2P is disabled between connected GPUs 1 and 0. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
81d666a3c511:10692:10964 [0] NCCL INFO P2P is disabled between connected GPUs 0 and 1. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
81d666a3c511:10692:10964 [0] NCCL INFO Setting affinity for GPU 0 to ffffffff,00000000,ffffffff,00000000
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81d666a3c511:10693:10962 [1] NCCL INFO P2P is disabled between connected GPUs 0 and 1. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
81d666a3c511:10693:10962 [1] NCCL INFO P2P is disabled between connected GPUs 1 and 0. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
81d666a3c511:10693:10962 [1] NCCL INFO P2P is disabled between connected GPUs 0 and 1. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
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[Train] Starting: 4000 steps, batch=1Γ16Γworld_size, lr=0.0006, seq_len=4096
[Train] Starting: 4000 steps, batch=1Γ16Γworld_size, lr=0.0006, seq_len=4096
[RANK 0] Gradient accumulation steps mismatch: GradientAccumulationPlugin has 1, DeepSpeed config has 16. Using DeepSpeed's value.
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81d666a3c511:10693:11106 [1] NCCL INFO P2P is disabled between connected GPUs 0 and 1. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
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81d666a3c511:10692:11110 [0] NCCL INFO P2P is disabled between connected GPUs 0 and 1. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
81d666a3c511:10692:11110 [0] NCCL INFO P2P is disabled between connected GPUs 1 and 0. You can repress this message with NCCL_IGNORE_DISABLED_P2P=1.
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81d666a3c511:10692:11110 [0] NCCL INFO 2 coll channels, 2 collnet channels, 0 nvls channels, 2 p2p channels, 2 p2p channels per peer
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[2026-09-14 16:44:56,871] [WARNING] [lr_schedules.py:693:get_lr] Attempting to get learning rate from scheduler before it has started
[2026-09-14 16:44:57,091] [WARNING] [lr_schedules.py:693:get_lr] Attempting to get learning rate from scheduler before it has started
0%| | 0/4000 [00:00<?, ?it/s][transformers] `use_return_dict` is deprecated! Use `return_dict` instead!
[transformers] `use_return_dict` is deprecated! Use `return_dict` instead!
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0%| | 6/4000 [00:25<4:37:30, 4.17s/it]
0%| | 7/4000 [00:30<4:45:38, 4.29s/it]
0%| | 8/4000 [00:34<4:41:01, 4.22s/it]
0%| | 9/4000 [00:38<4:37:14, 4.17s/it]
0%| | 10/4000 [00:42<4:34:56, 4.13s/it]
{'loss': '9.602', 'grad_norm': '2.286', 'learning_rate': '0.0003745', 'epoch': '0.002423'}
0%| | 10/4000 [00:42<4:34:56, 4.13s/it]
0%| | 11/4000 [00:46<4:33:45, 4.12s/it]
0%| | 12/4000 [00:50<4:33:06, 4.11s/it]
0%| | 13/4000 [00:54<4:36:32, 4.16s/it]
0%| | 14/4000 [00:59<4:38:38, 4.19s/it]
0%| | 15/4000 [01:03<4:36:01, 4.16s/it]
0%| | 16/4000 [01:07<4:34:29, 4.13s/it]
0%| | 17/4000 [01:11<4:33:13, 4.12s/it]
0%| | 18/4000 [01:15<4:32:44, 4.11s/it]
0%| | 19/4000 [01:19<4:32:15, 4.10s/it]
0%| | 20/4000 [01:24<4:39:36, 4.22s/it]
{'loss': '6.495', 'grad_norm': '0.9675', 'learning_rate': '0.0004873', 'epoch': '0.004846'}
0%| | 20/4000 [01:24<4:39:36, 4.22s/it]
1%| | 21/4000 [01:28<4:36:45, 4.17s/it]
1%| | 22/4000 [01:32<4:34:35, 4.14s/it]
1%| | 23/4000 [01:36<4:33:19, 4.12s/it]
1%| | 24/4000 [01:40<4:32:11, 4.11s/it]
1%| | 25/4000 [01:44<4:31:40, 4.10s/it]
1%| | 26/4000 [01:48<4:31:10, 4.09s/it]
1%| | 27/4000 [01:52<4:38:34, 4.21s/it]
1%| | 28/4000 [01:57<4:35:46, 4.17s/it]
1%| | 29/4000 [02:01<4:34:07, 4.14s/it]
1%| | 30/4000 [02:05<4:33:20, 4.13s/it]
{'loss': '5.982', 'grad_norm': '1.023', 'learning_rate': '0.0005532', 'epoch': '0.007269'}
1%| | 30/4000 [02:05<4:33:20, 4.13s/it]
1%| | 31/4000 [02:09<4:33:04, 4.13s/it]
1%| | 32/4000 [02:13<4:33:06, 4.13s/it]
1%| | 33/4000 [02:17<4:32:41, 4.12s/it]
1%| | 34/4000 [02:22<4:40:00, 4.24s/it]
1%| | 35/4000 [02:26<4:36:57, 4.19s/it]
1%| | 36/4000 [02:30<4:34:41, 4.16s/it]
1%| | 37/4000 [02:34<4:33:18, 4.14s/it]
1%| | 38/4000 [02:38<4:32:43, 4.13s/it]
1%| | 39/4000 [02:42<4:32:33, 4.13s/it]
1%| | 40/4000 [02:46<4:35:49, 4.18s/it]
{'loss': '5.683', 'grad_norm': '1.414', 'learning_rate': '0.0006', 'epoch': '0.009692'}
1%| | 40/4000 [02:46<4:35:49, 4.18s/it]
1%| | 41/4000 [02:51<4:38:33, 4.22s/it]
1%| | 42/4000 [02:55<4:37:00, 4.20s/it]
1%| | 43/4000 [02:59<4:35:33, 4.18s/it]
1%| | 44/4000 [03:03<4:33:54, 4.15s/it]
1%| | 45/4000 [03:07<4:32:41, 4.14s/it]
1%| | 46/4000 [03:11<4:32:04, 4.13s/it]
1%| | 47/4000 [03:16<4:39:07, 4.24s/it]
1%| | 48/4000 [03:20<4:36:54, 4.20s/it]
1%| | 49/4000 [03:24<4:35:00, 4.18s/it]
1%|β | 50/4000 [03:28<4:33:25, 4.15s/it]
{'loss': '5.258', 'grad_norm': '2.436', 'learning_rate': '0.0005986', 'epoch': '0.01211'}
1%|β | 50/4000 [03:28<4:33:25, 4.15s/it]
1%|β | 51/4000 [03:32<4:32:41, 4.14s/it]
1%|β | 52/4000 [03:36<4:31:52, 4.13s/it]
1%|β | 53/4000 [03:40<4:30:50, 4.12s/it]
1%|β | 54/4000 [03:45<4:37:37, 4.22s/it]
1%|β | 55/4000 [03:49<4:34:50, 4.18s/it]
1%|β | 56/4000 [03:53<4:32:55, 4.15s/it]
1%|β | 57/4000 [03:57<4:31:40, 4.13s/it]
1%|β | 58/4000 [04:01<4:30:43, 4.12s/it]
1%|β | 59/4000 [04:05<4:30:07, 4.11s/it]
2%|β | 60/4000 [04:09<4:29:39, 4.11s/it]
{'loss': '4.63', 'grad_norm': '1.147', 'learning_rate': '0.0005971', 'epoch': '0.01454'}
2%|β | 60/4000 [04:09<4:29:39, 4.11s/it]
2%|β | 61/4000 [04:14<4:36:15, 4.21s/it]
2%|β | 62/4000 [04:18<4:34:06, 4.18s/it]
2%|β | 63/4000 [04:22<4:32:23, 4.15s/it]
2%|β | 64/4000 [04:26<4:31:10, 4.13s/it]
2%|β | 65/4000 [04:30<4:30:13, 4.12s/it]
2%|β | 66/4000 [04:34<4:29:33, 4.11s/it]
2%|β | 67/4000 [04:39<4:32:41, 4.16s/it]
2%|β | 68/4000 [04:43<4:34:43, 4.19s/it]
2%|β | 69/4000 [04:47<4:32:46, 4.16s/it]
2%|β | 70/4000 [04:51<4:31:28, 4.14s/it]
{'loss': '3.956', 'grad_norm': '1.276', 'learning_rate': '0.0005956', 'epoch': '0.01696'}
2%|β | 70/4000 [04:51<4:31:28, 4.14s/it]
2%|β | 71/4000 [04:55<4:30:15, 4.13s/it]
2%|β | 72/4000 [04:59<4:29:14, 4.11s/it]
2%|β | 73/4000 [05:03<4:28:36, 4.10s/it]
2%|β | 74/4000 [05:08<4:35:56, 4.22s/it]
2%|β | 75/4000 [05:12<4:33:28, 4.18s/it]
2%|β | 76/4000 [05:16<4:31:42, 4.15s/it]
2%|β | 77/4000 [05:20<4:30:22, 4.14s/it]
2%|β | 78/4000 [05:24<4:29:19, 4.12s/it]
2%|β | 79/4000 [05:28<4:28:46, 4.11s/it]
2%|β | 80/4000 [05:32<4:28:17, 4.11s/it]
{'loss': '3.471', 'grad_norm': '0.7973', 'learning_rate': '0.0005941', 'epoch': '0.01938'}
2%|β | 80/4000 [05:32<4:28:17, 4.11s/it]
2%|β | 81/4000 [05:37<4:33:40, 4.19s/it]
2%|β | 82/4000 [05:41<4:31:34, 4.16s/it]
2%|β | 83/4000 [05:45<4:30:06, 4.14s/it]
2%|β | 84/4000 [05:49<4:29:04, 4.12s/it]
2%|β | 85/4000 [05:53<4:28:28, 4.11s/it]
2%|β | 86/4000 [05:57<4:28:15, 4.11s/it]
2%|β | 87/4000 [06:01<4:28:05, 4.11s/it]
2%|β | 88/4000 [06:06<4:35:19, 4.22s/it]
2%|β | 89/4000 [06:10<4:32:36, 4.18s/it]
2%|β | 90/4000 [06:14<4:31:02, 4.16s/it]
{'loss': '3.021', 'grad_norm': '0.7119', 'learning_rate': '0.0005926', 'epoch': '0.02181'}
2%|β | 90/4000 [06:14<4:31:02, 4.16s/it]
2%|β | 91/4000 [06:18<4:29:50, 4.14s/it]
2%|β | 92/4000 [06:22<4:28:49, 4.13s/it]
2%|β | 93/4000 [06:26<4:28:11, 4.12s/it]
2%|β | 94/4000 [06:31<4:33:26, 4.20s/it]
2%|β | 95/4000 [06:35<4:31:19, 4.17s/it]
2%|β | 96/4000 [06:39<4:29:39, 4.14s/it]
2%|β | 97/4000 [06:43<4:28:49, 4.13s/it]
2%|β | 98/4000 [06:47<4:27:56, 4.12s/it]
2%|β | 99/4000 [06:51<4:27:28, 4.11s/it]
2%|β | 100/4000 [06:55<4:26:55, 4.11s/it]
{'loss': '2.637', 'grad_norm': '0.6688', 'learning_rate': '0.0005911', 'epoch': '0.02423'}
2%|β | 100/4000 [06:55<4:26:55, 4.11s/it]
3%|β | 101/4000 [07:00<4:34:09, 4.22s/it]
3%|β | 102/4000 [07:04<4:31:45, 4.18s/it]
3%|β | 103/4000 [07:08<4:29:58, 4.16s/it]
3%|β | 104/4000 [07:12<4:28:31, 4.14s/it]
3%|β | 105/4000 [07:16<4:27:33, 4.12s/it]
3%|β | 106/4000 [07:20<4:26:52, 4.11s/it]
3%|β | 107/4000 [07:24<4:26:21, 4.11s/it]
3%|β | 108/4000 [07:29<4:32:45, 4.20s/it]
3%|β | 109/4000 [07:33<4:30:28, 4.17s/it]
3%|β | 110/4000 [07:37<4:28:50, 4.15s/it]
{'loss': '2.353', 'grad_norm': '0.5264', 'learning_rate': '0.0005895', 'epoch': '0.02665'}
3%|β | 110/4000 [07:37<4:28:50, 4.15s/it]
3%|β | 111/4000 [07:41<4:27:40, 4.13s/it]
3%|β | 112/4000 [07:45<4:26:59, 4.12s/it]
3%|β | 113/4000 [07:49<4:26:34, 4.11s/it]
3%|β | 114/4000 [07:53<4:26:06, 4.11s/it]
3%|β | 115/4000 [07:58<4:32:41, 4.21s/it]
3%|β | 116/4000 [08:02<4:30:24, 4.18s/it]
3%|β | 117/4000 [08:06<4:28:57, 4.16s/it]
3%|β | 118/4000 [08:10<4:27:45, 4.14s/it]
3%|β | 119/4000 [08:14<4:27:05, 4.13s/it]
3%|β | 120/4000 [08:18<4:26:31, 4.12s/it]
{'loss': '2.108', 'grad_norm': '0.4656', 'learning_rate': '0.000588', 'epoch': '0.02908'}
3%|β | 120/4000 [08:18<4:26:31, 4.12s/it]
3%|β | 121/4000 [08:23<4:33:00, 4.22s/it]
3%|β | 122/4000 [08:27<4:30:33, 4.19s/it]
3%|β | 123/4000 [08:31<4:28:35, 4.16s/it]
3%|β | 124/4000 [08:35<4:27:29, 4.14s/it]
3%|β | 125/4000 [08:39<4:26:33, 4.13s/it]
3%|β | 126/4000 [08:43<4:26:02, 4.12s/it]
3%|β | 127/4000 [08:47<4:25:25, 4.11s/it]
3%|β | 128/4000 [08:52<4:30:59, 4.20s/it]
3%|β | 129/4000 [08:56<4:28:58, 4.17s/it]
3%|β | 130/4000 [09:00<4:27:26, 4.15s/it]
{'loss': '1.974', 'grad_norm': '0.4384', 'learning_rate': '0.0005865', 'epoch': '0.0315'}
3%|β | 130/4000 [09:00<4:27:26, 4.15s/it]
3%|β | 131/4000 [09:04<4:26:40, 4.14s/it]
3%|β | 132/4000 [09:08<4:25:50, 4.12s/it]
3%|β | 133/4000 [09:12<4:25:21, 4.12s/it]
3%|β | 134/4000 [09:16<4:24:53, 4.11s/it]
3%|β | 135/4000 [09:21<4:31:25, 4.21s/it]
3%|β | 136/4000 [09:25<4:29:01, 4.18s/it]
3%|β | 137/4000 [09:29<4:27:19, 4.15s/it]
3%|β | 138/4000 [09:33<4:26:11, 4.14s/it]
3%|β | 139/4000 [09:37<4:25:21, 4.12s/it]
4%|β | 140/4000 [09:41<4:24:34, 4.11s/it]
{'loss': '1.871', 'grad_norm': '0.443', 'learning_rate': '0.000585', 'epoch': '0.03392'}
4%|β | 140/4000 [09:41<4:24:34, 4.11s/it]
4%|β | 141/4000 [09:45<4:27:53, 4.17s/it]
4%|β | 142/4000 [09:50<4:29:39, 4.19s/it]
4%|β | 143/4000 [09:54<4:27:37, 4.16s/it]
4%|β | 144/4000 [09:58<4:26:16, 4.14s/it]
4%|β | 145/4000 [10:02<4:25:30, 4.13s/it]
4%|β | 146/4000 [10:06<4:24:50, 4.12s/it]
4%|β | 147/4000 [10:10<4:24:09, 4.11s/it]
4%|β | 148/4000 [10:15<4:30:09, 4.21s/it]
4%|β | 149/4000 [10:19<4:27:54, 4.17s/it]
4%|β | 150/4000 [10:23<4:26:15, 4.15s/it]
{'loss': '1.745', 'grad_norm': '0.3832', 'learning_rate': '0.0005835', 'epoch': '0.03634'}
4%|β | 150/4000 [10:23<4:26:15, 4.15s/it]
4%|β | 151/4000 [10:27<4:25:09, 4.13s/it]
4%|β | 152/4000 [10:31<4:24:16, 4.12s/it]
4%|β | 153/4000 [10:35<4:23:44, 4.11s/it]
4%|β | 154/4000 [10:39<4:23:24, 4.11s/it]
4%|β | 155/4000 [10:44<4:29:38, 4.21s/it]
4%|β | 156/4000 [10:48<4:27:29, 4.18s/it]
4%|β | 157/4000 [10:52<4:26:01, 4.15s/it]
4%|β | 158/4000 [10:56<4:24:47, 4.14s/it]
4%|β | 159/4000 [11:00<4:24:03, 4.12s/it]
4%|β | 160/4000 [11:04<4:23:40, 4.12s/it]
{'loss': '1.724', 'grad_norm': '0.3886', 'learning_rate': '0.000582', 'epoch': '0.03877'}
4%|β | 160/4000 [11:04<4:23:40, 4.12s/it]
4%|β | 161/4000 [11:08<4:23:12, 4.11s/it]
4%|β | 162/4000 [11:13<4:28:48, 4.20s/it]
4%|β | 163/4000 [11:17<4:26:48, 4.17s/it]
4%|β | 164/4000 [11:21<4:25:17, 4.15s/it]
4%|β | 165/4000 [11:25<4:24:09, 4.13s/it]
4%|β | 166/4000 [11:29<4:23:26, 4.12s/it]
4%|β | 167/4000 [11:33<4:22:49, 4.11s/it]
4%|β | 168/4000 [11:37<4:25:55, 4.16s/it]
4%|β | 169/4000 [11:42<4:28:16, 4.20s/it]
4%|β | 170/4000 [11:46<4:26:00, 4.17s/it]
{'loss': '1.625', 'grad_norm': '0.5112', 'learning_rate': '0.0005805', 'epoch': '0.04119'}
4%|β | 170/4000 [11:46<4:26:00, 4.17s/it]
4%|β | 171/4000 [11:50<4:24:38, 4.15s/it]
4%|β | 172/4000 [11:54<4:23:38, 4.13s/it]
4%|β | 173/4000 [11:58<4:22:43, 4.12s/it]
4%|β | 174/4000 [12:02<4:22:21, 4.11s/it]
4%|β | 175/4000 [12:07<4:28:10, 4.21s/it]
4%|β | 176/4000 [12:11<4:26:01, 4.17s/it]
4%|β | 177/4000 [12:15<4:24:22, 4.15s/it]
4%|β | 178/4000 [12:19<4:23:30, 4.14s/it]
4%|β | 179/4000 [12:23<4:22:46, 4.13s/it]
4%|β | 180/4000 [12:27<4:22:07, 4.12s/it]
{'loss': '1.559', 'grad_norm': '0.3595', 'learning_rate': '0.0005789', 'epoch': '0.04361'}
4%|β | 180/4000 [12:27<4:22:07, 4.12s/it]
5%|β | 181/4000 [12:31<4:21:39, 4.11s/it]
5%|β | 182/4000 [12:36<4:27:47, 4.21s/it]
5%|β | 183/4000 [12:40<4:25:34, 4.17s/it]
5%|β | 184/4000 [12:44<4:24:02, 4.15s/it]
5%|β | 185/4000 [12:48<4:22:48, 4.13s/it]
5%|β | 186/4000 [12:52<4:22:00, 4.12s/it]
5%|β | 187/4000 [12:56<4:21:24, 4.11s/it]
5%|β | 188/4000 [13:00<4:21:00, 4.11s/it]
5%|β | 189/4000 [13:05<4:27:27, 4.21s/it]
5%|β | 190/4000 [13:09<4:25:15, 4.18s/it]
{'loss': '1.55', 'grad_norm': '0.2786', 'learning_rate': '0.0005774', 'epoch': '0.04604'}
5%|β | 190/4000 [13:09<4:25:15, 4.18s/it]
5%|β | 191/4000 [13:13<4:23:40, 4.15s/it]
5%|β | 192/4000 [13:17<4:22:23, 4.13s/it]
5%|β | 193/4000 [13:21<4:21:38, 4.12s/it]
5%|β | 194/4000 [13:25<4:21:07, 4.12s/it]
5%|β | 195/4000 [13:29<4:23:39, 4.16s/it]
5%|β | 196/4000 [13:34<4:25:30, 4.19s/it]
5%|β | 197/4000 [13:38<4:23:39, 4.16s/it]
5%|β | 198/4000 [13:42<4:22:29, 4.14s/it]
5%|β | 199/4000 [13:46<4:21:33, 4.13s/it]
5%|β | 200/4000 [13:50<4:21:04, 4.12s/it]
{'loss': '1.418', 'grad_norm': '0.3144', 'learning_rate': '0.0005759', 'epoch': '0.04846'}
5%|β | 200/4000 [13:50<4:21:04, 4.12s/it]
5%|β | 201/4000 [13:54<4:20:37, 4.12s/it]
5%|β | 202/4000 [13:59<4:27:28, 4.23s/it]
5%|β | 203/4000 [14:03<4:25:03, 4.19s/it]
5%|β | 204/4000 [14:07<4:23:04, 4.16s/it]
5%|β | 205/4000 [14:11<4:21:50, 4.14s/it]
5%|β | 206/4000 [14:15<4:20:49, 4.12s/it]
5%|β | 207/4000 [14:19<4:20:10, 4.12s/it]
5%|β | 208/4000 [14:23<4:19:47, 4.11s/it]
5%|β | 209/4000 [14:28<4:26:08, 4.21s/it]
5%|β | 210/4000 [14:32<4:23:52, 4.18s/it]
{'loss': '1.449', 'grad_norm': '0.3036', 'learning_rate': '0.0005744', 'epoch': '0.05088'}
5%|β | 210/4000 [14:32<4:23:52, 4.18s/it]
5%|β | 211/4000 [14:36<4:22:19, 4.15s/it]
5%|β | 212/4000 [14:40<4:21:20, 4.14s/it]
5%|β | 213/4000 [14:44<4:20:31, 4.13s/it]
5%|β | 214/4000 [14:48<4:19:59, 4.12s/it]
5%|β | 215/4000 [14:52<4:19:29, 4.11s/it]
5%|β | 216/4000 [14:57<4:25:25, 4.21s/it]
5%|β | 217/4000 [15:01<4:23:12, 4.17s/it]
5%|β | 218/4000 [15:05<4:21:32, 4.15s/it]
5%|β | 219/4000 [15:09<4:20:36, 4.14s/it]
6%|β | 220/4000 [15:13<4:19:40, 4.12s/it]
{'loss': '1.435', 'grad_norm': '0.4483', 'learning_rate': '0.0005729', 'epoch': '0.05331'}
6%|β | 220/4000 [15:13<4:19:40, 4.12s/it]
6%|β | 221/4000 [15:17<4:19:14, 4.12s/it]
6%|β | 222/4000 [15:22<4:25:10, 4.21s/it]
6%|β | 223/4000 [15:26<4:22:49, 4.18s/it]
6%|β | 224/4000 [15:30<4:21:28, 4.15s/it]
6%|β | 225/4000 [15:34<4:20:13, 4.14s/it]
6%|β | 226/4000 [15:38<4:19:24, 4.12s/it]
6%|β | 227/4000 [15:42<4:18:53, 4.12s/it]
6%|β | 228/4000 [15:46<4:18:26, 4.11s/it]
6%|β | 229/4000 [15:51<4:23:41, 4.20s/it]
6%|β | 230/4000 [15:55<4:21:44, 4.17s/it]
{'loss': '1.39', 'grad_norm': '0.251', 'learning_rate': '0.0005714', 'epoch': '0.05573'}
6%|β | 230/4000 [15:55<4:21:44, 4.17s/it]
6%|β | 231/4000 [15:59<4:20:26, 4.15s/it]
6%|β | 232/4000 [16:03<4:19:24, 4.13s/it]
6%|β | 233/4000 [16:07<4:18:37, 4.12s/it]
6%|β | 234/4000 [16:11<4:18:08, 4.11s/it]
6%|β | 235/4000 [16:15<4:17:46, 4.11s/it]
6%|β | 236/4000 [16:20<4:24:34, 4.22s/it]
6%|β | 237/4000 [16:24<4:22:22, 4.18s/it]
6%|β | 238/4000 [16:28<4:20:31, 4.16s/it]
6%|β | 239/4000 [16:32<4:19:13, 4.14s/it]
6%|β | 240/4000 [16:36<4:18:23, 4.12s/it]
{'loss': '1.308', 'grad_norm': '0.2457', 'learning_rate': '0.0005698', 'epoch': '0.05815'}
6%|β | 240/4000 [16:36<4:18:23, 4.12s/it]
6%|β | 241/4000 [16:40<4:17:50, 4.12s/it]
6%|β | 242/4000 [16:44<4:17:18, 4.11s/it]
6%|β | 243/4000 [16:49<4:23:12, 4.20s/it]
6%|β | 244/4000 [16:53<4:21:07, 4.17s/it]
6%|β | 245/4000 [16:57<4:19:47, 4.15s/it]
6%|β | 246/4000 [17:01<4:18:42, 4.13s/it]
6%|β | 247/4000 [17:05<4:18:06, 4.13s/it]
6%|β | 248/4000 [17:09<4:17:43, 4.12s/it]
6%|β | 249/4000 [17:14<4:23:47, 4.22s/it]
6%|β | 250/4000 [17:18<4:21:24, 4.18s/it]
{'loss': '1.299', 'grad_norm': '0.2576', 'learning_rate': '0.0005683', 'epoch': '0.06057'}
6%|β | 250/4000 [17:18<4:21:24, 4.18s/it]
6%|β | 251/4000 [17:22<4:19:46, 4.16s/it]
6%|β | 252/4000 [17:26<4:18:36, 4.14s/it]
6%|β | 253/4000 [17:30<4:17:57, 4.13s/it]
6%|β | 254/4000 [17:34<4:17:16, 4.12s/it]
6%|β | 255/4000 [17:38<4:16:44, 4.11s/it]
6%|β | 256/4000 [17:43<4:22:49, 4.21s/it]
6%|β | 257/4000 [17:47<4:20:36, 4.18s/it]
6%|β | 258/4000 [17:51<4:19:00, 4.15s/it]
6%|β | 259/4000 [17:55<4:17:49, 4.14s/it]
6%|β | 260/4000 [17:59<4:17:05, 4.12s/it]
{'loss': '1.242', 'grad_norm': '0.2659', 'learning_rate': '0.0005668', 'epoch': '0.063'}
6%|β | 260/4000 [17:59<4:17:05, 4.12s/it]
7%|β | 261/4000 [18:03<4:16:37, 4.12s/it]
7%|β | 262/4000 [18:07<4:16:13, 4.11s/it]
7%|β | 263/4000 [18:12<4:21:17, 4.20s/it]
7%|β | 264/4000 [18:16<4:19:31, 4.17s/it]
7%|β | 265/4000 [18:20<4:18:02, 4.15s/it]
7%|β | 266/4000 [18:24<4:17:04, 4.13s/it]
7%|β | 267/4000 [18:28<4:16:23, 4.12s/it]
7%|β | 268/4000 [18:32<4:15:58, 4.12s/it]
7%|β | 269/4000 [18:36<4:19:12, 4.17s/it]
7%|β | 270/4000 [18:41<4:21:23, 4.20s/it]
{'loss': '1.182', 'grad_norm': '0.286', 'learning_rate': '0.0005653', 'epoch': '0.06542'}
7%|β | 270/4000 [18:41<4:21:23, 4.20s/it]
7%|β | 271/4000 [18:45<4:19:14, 4.17s/it]
7%|β | 272/4000 [18:49<4:17:45, 4.15s/it]
7%|β | 273/4000 [18:53<4:16:32, 4.13s/it]
7%|β | 274/4000 [18:57<4:15:53, 4.12s/it]
7%|β | 275/4000 [19:01<4:15:24, 4.11s/it]
7%|β | 276/4000 [19:06<4:21:28, 4.21s/it]
7%|β | 277/4000 [19:10<4:19:08, 4.18s/it]
7%|β | 278/4000 [19:14<4:17:37, 4.15s/it]
7%|β | 279/4000 [19:18<4:16:21, 4.13s/it]
7%|β | 280/4000 [19:22<4:15:38, 4.12s/it]
{'loss': '1.113', 'grad_norm': '0.2803', 'learning_rate': '0.0005638', 'epoch': '0.06784'}
7%|β | 280/4000 [19:22<4:15:38, 4.12s/it]
7%|β | 281/4000 [19:26<4:14:59, 4.11s/it]
7%|β | 282/4000 [19:30<4:14:38, 4.11s/it]
7%|β | 283/4000 [19:35<4:19:35, 4.19s/it]
7%|β | 284/4000 [19:39<4:17:50, 4.16s/it]
7%|β | 285/4000 [19:43<4:16:32, 4.14s/it]
7%|β | 286/4000 [19:47<4:15:42, 4.13s/it]
7%|β | 287/4000 [19:51<4:15:06, 4.12s/it]
7%|β | 288/4000 [19:55<4:14:33, 4.11s/it]
7%|β | 289/4000 [19:59<4:14:12, 4.11s/it]
7%|β | 290/4000 [20:04<4:20:31, 4.21s/it]
{'loss': '1.162', 'grad_norm': '0.3629', 'learning_rate': '0.0005623', 'epoch': '0.07027'}
7%|β | 290/4000 [20:04<4:20:31, 4.21s/it]
7%|β | 291/4000 [20:08<4:18:26, 4.18s/it]
7%|β | 292/4000 [20:12<4:16:52, 4.16s/it]
7%|β | 293/4000 [20:16<4:15:44, 4.14s/it]
7%|β | 294/4000 [20:20<4:14:48, 4.13s/it]
7%|β | 295/4000 [20:24<4:14:18, 4.12s/it]
7%|β | 296/4000 [20:28<4:17:19, 4.17s/it]
7%|β | 297/4000 [20:33<4:18:51, 4.19s/it]
7%|β | 298/4000 [20:37<4:17:01, 4.17s/it]
7%|β | 299/4000 [20:41<4:15:36, 4.14s/it]
8%|β | 300/4000 [20:45<4:14:30, 4.13s/it]
{'loss': '1.117', 'grad_norm': '0.2806', 'learning_rate': '0.0005608', 'epoch': '0.07269'}
8%|β | 300/4000 [20:45<4:14:30, 4.13s/it]
8%|β | 301/4000 [20:49<4:13:55, 4.12s/it]
8%|β | 302/4000 [20:53<4:13:33, 4.11s/it]
8%|β | 303/4000 [20:58<4:19:20, 4.21s/it]
8%|β | 304/4000 [21:02<4:17:13, 4.18s/it]
8%|β | 305/4000 [21:06<4:15:38, 4.15s/it]
8%|β | 306/4000 [21:10<4:14:41, 4.14s/it]
8%|β | 307/4000 [21:14<4:13:49, 4.12s/it]
8%|β | 308/4000 [21:18<4:13:20, 4.12s/it]
8%|β | 309/4000 [21:22<4:12:46, 4.11s/it]
8%|β | 310/4000 [21:27<4:19:34, 4.22s/it]
{'loss': '1.126', 'grad_norm': '0.2639', 'learning_rate': '0.0005592', 'epoch': '0.07511'}
8%|β | 310/4000 [21:27<4:19:34, 4.22s/it]
8%|β | 311/4000 [21:31<4:17:11, 4.18s/it]
8%|β | 312/4000 [21:35<4:15:25, 4.16s/it]
8%|β | 313/4000 [21:39<4:14:03, 4.13s/it]
8%|β | 314/4000 [21:43<4:13:10, 4.12s/it]
8%|β | 315/4000 [21:47<4:12:26, 4.11s/it]
8%|β | 316/4000 [21:51<4:12:01, 4.10s/it]
8%|β | 317/4000 [21:56<4:17:13, 4.19s/it]
8%|β | 318/4000 [22:00<4:15:12, 4.16s/it]
8%|β | 319/4000 [22:04<4:13:41, 4.14s/it]
8%|β | 320/4000 [22:08<4:12:47, 4.12s/it]
{'loss': '1.049', 'grad_norm': '0.2683', 'learning_rate': '0.0005577', 'epoch': '0.07754'}
8%|β | 320/4000 [22:08<4:12:47, 4.12s/it]
8%|β | 321/4000 [22:12<4:12:10, 4.11s/it]
8%|β | 322/4000 [22:16<4:11:41, 4.11s/it]
8%|β | 323/4000 [22:20<4:14:10, 4.15s/it]
8%|β | 324/4000 [22:24<4:16:21, 4.18s/it]
8%|β | 325/4000 [22:29<4:14:33, 4.16s/it]
8%|β | 326/4000 [22:33<4:13:19, 4.14s/it]
8%|β | 327/4000 [22:37<4:12:25, 4.12s/it]
8%|β | 328/4000 [22:41<4:11:44, 4.11s/it]
8%|β | 329/4000 [22:45<4:11:12, 4.11s/it]
8%|β | 330/4000 [22:49<4:16:56, 4.20s/it]
{'loss': '1.116', 'grad_norm': '0.2458', 'learning_rate': '0.0005562', 'epoch': '0.07996'}
8%|β | 330/4000 [22:49<4:16:56, 4.20s/it]
8%|β | 331/4000 [22:53<4:15:01, 4.17s/it]
8%|β | 332/4000 [22:58<4:13:29, 4.15s/it]
8%|β | 333/4000 [23:02<4:12:41, 4.13s/it]
8%|β | 334/4000 [23:06<4:12:04, 4.13s/it]
8%|β | 335/4000 [23:10<4:11:33, 4.12s/it]
8%|β | 336/4000 [23:14<4:11:08, 4.11s/it]
8%|β | 337/4000 [23:18<4:17:13, 4.21s/it]
8%|β | 338/4000 [23:23<4:15:01, 4.18s/it]
8%|β | 339/4000 [23:27<4:13:30, 4.15s/it]
8%|β | 340/4000 [23:31<4:12:36, 4.14s/it]
{'loss': '1.064', 'grad_norm': '0.2021', 'learning_rate': '0.0005547', 'epoch': '0.08238'}
8%|β | 340/4000 [23:31<4:12:36, 4.14s/it]
9%|β | 341/4000 [23:35<4:11:48, 4.13s/it]
9%|β | 342/4000 [23:39<4:11:19, 4.12s/it]
9%|β | 343/4000 [23:43<4:10:43, 4.11s/it]
9%|β | 344/4000 [23:47<4:16:51, 4.22s/it]
9%|β | 345/4000 [23:52<4:14:38, 4.18s/it]
9%|β | 346/4000 [23:56<4:13:07, 4.16s/it]
9%|β | 347/4000 [24:00<4:12:03, 4.14s/it]
9%|β | 348/4000 [24:04<4:11:15, 4.13s/it]
9%|β | 349/4000 [24:08<4:10:32, 4.12s/it]
9%|β | 350/4000 [24:12<4:15:49, 4.21s/it]
{'loss': '1.056', 'grad_norm': '0.2233', 'learning_rate': '0.0005532', 'epoch': '0.0848'}
9%|β | 350/4000 [24:12<4:15:49, 4.21s/it]
9%|β | 351/4000 [24:16<4:13:43, 4.17s/it]
9%|β | 352/4000 [24:21<4:12:09, 4.15s/it]
9%|β | 353/4000 [24:25<4:11:05, 4.13s/it]
9%|β | 354/4000 [24:29<4:10:23, 4.12s/it]
9%|β | 355/4000 [24:33<4:09:44, 4.11s/it]
9%|β | 356/4000 [24:37<4:09:24, 4.11s/it]
9%|β | 357/4000 [24:41<4:15:41, 4.21s/it]
9%|β | 358/4000 [24:45<4:13:29, 4.18s/it]
9%|β | 359/4000 [24:50<4:11:42, 4.15s/it]
9%|β | 360/4000 [24:54<4:10:44, 4.13s/it]
{'loss': '1.067', 'grad_norm': '0.2488', 'learning_rate': '0.0005517', 'epoch': '0.08723'}
9%|β | 360/4000 [24:54<4:10:44, 4.13s/it]
9%|β | 361/4000 [24:58<4:09:55, 4.12s/it]
9%|β | 362/4000 [25:02<4:09:18, 4.11s/it]
9%|β | 363/4000 [25:06<4:09:08, 4.11s/it]
9%|β | 364/4000 [25:10<4:14:42, 4.20s/it]
9%|β | 365/4000 [25:14<4:12:35, 4.17s/it]
9%|β | 366/4000 [25:19<4:11:01, 4.14s/it]
9%|β | 367/4000 [25:23<4:09:58, 4.13s/it]
9%|β | 368/4000 [25:27<4:09:10, 4.12s/it]
9%|β | 369/4000 [25:31<4:08:32, 4.11s/it]
9%|β | 370/4000 [25:35<4:08:18, 4.10s/it]
{'loss': '1.039', 'grad_norm': '0.2644', 'learning_rate': '0.0005502', 'epoch': '0.08965'}
9%|β | 370/4000 [25:35<4:08:18, 4.10s/it]
9%|β | 371/4000 [25:39<4:14:43, 4.21s/it]
9%|β | 372/4000 [25:43<4:12:28, 4.18s/it]
9%|β | 373/4000 [25:48<4:10:47, 4.15s/it]
9%|β | 374/4000 [25:52<4:09:34, 4.13s/it]
9%|β | 375/4000 [25:56<4:08:52, 4.12s/it]
9%|β | 376/4000 [26:00<4:08:07, 4.11s/it]
9%|β | 377/4000 [26:04<4:13:59, 4.21s/it]
9%|β | 378/4000 [26:08<4:11:47, 4.17s/it]
9%|β | 379/4000 [26:12<4:10:30, 4.15s/it]
10%|β | 380/4000 [26:17<4:09:22, 4.13s/it]
{'loss': '1.02', 'grad_norm': '0.2621', 'learning_rate': '0.0005486', 'epoch': '0.09207'}
10%|β | 380/4000 [26:17<4:09:22, 4.13s/it]
10%|β | 381/4000 [26:21<4:08:34, 4.12s/it]
10%|β | 382/4000 [26:25<4:07:59, 4.11s/it]
10%|β | 383/4000 [26:29<4:07:43, 4.11s/it]
10%|β | 384/4000 [26:33<4:13:46, 4.21s/it]
10%|β | 385/4000 [26:37<4:11:30, 4.17s/it]
10%|β | 386/4000 [26:41<4:09:58, 4.15s/it]
10%|β | 387/4000 [26:46<4:08:59, 4.13s/it]
10%|β | 388/4000 [26:50<4:08:02, 4.12s/it]
10%|β | 389/4000 [26:54<4:07:20, 4.11s/it]
10%|β | 390/4000 [26:58<4:06:52, 4.10s/it]
{'loss': '0.9707', 'grad_norm': '0.2696', 'learning_rate': '0.0005471', 'epoch': '0.0945'}
10%|β | 390/4000 [26:58<4:06:52, 4.10s/it]
10%|β | 391/4000 [27:02<4:12:38, 4.20s/it]
10%|β | 392/4000 [27:06<4:10:38, 4.17s/it]
10%|β | 393/4000 [27:10<4:09:06, 4.14s/it]
10%|β | 394/4000 [27:14<4:07:53, 4.12s/it]
10%|β | 395/4000 [27:19<4:07:10, 4.11s/it]
10%|β | 396/4000 [27:23<4:06:34, 4.11s/it]
10%|β | 397/4000 [27:27<4:09:34, 4.16s/it]
10%|β | 398/4000 [27:31<4:11:09, 4.18s/it]
10%|β | 399/4000 [27:35<4:09:32, 4.16s/it]
10%|β | 400/4000 [27:39<4:08:22, 4.14s/it]
{'loss': '0.9642', 'grad_norm': '0.2032', 'learning_rate': '0.0005456', 'epoch': '0.09692'}
10%|β | 400/4000 [27:39<4:08:22, 4.14s/it]
10%|β | 401/4000 [27:43<4:07:21, 4.12s/it]
10%|β | 402/4000 [27:48<4:06:41, 4.11s/it]
10%|β | 403/4000 [27:52<4:06:12, 4.11s/it]
10%|β | 404/4000 [27:56<4:12:35, 4.21s/it]
10%|β | 405/4000 [28:00<4:10:15, 4.18s/it]
10%|β | 406/4000 [28:04<4:08:28, 4.15s/it]
10%|β | 407/4000 [28:08<4:07:28, 4.13s/it]
10%|β | 408/4000 [28:12<4:06:42, 4.12s/it]
10%|β | 409/4000 [28:17<4:06:11, 4.11s/it]
10%|β | 410/4000 [28:21<4:05:39, 4.11s/it]
{'loss': '1.005', 'grad_norm': '0.2873', 'learning_rate': '0.0005441', 'epoch': '0.09934'}
10%|β | 410/4000 [28:21<4:05:39, 4.11s/it]
10%|β | 411/4000 [28:25<4:11:33, 4.21s/it]
10%|β | 412/4000 [28:29<4:09:37, 4.17s/it]
10%|β | 413/4000 [28:33<4:07:59, 4.15s/it]
10%|β | 414/4000 [28:37<4:06:43, 4.13s/it]
10%|β | 415/4000 [28:41<4:05:57, 4.12s/it]
10%|β | 416/4000 [28:46<4:05:18, 4.11s/it]
10%|β | 417/4000 [28:50<4:04:50, 4.10s/it]
10%|β | 418/4000 [28:54<4:10:06, 4.19s/it]
10%|β | 419/4000 [28:58<4:08:11, 4.16s/it]
10%|β | 420/4000 [29:02<4:06:57, 4.14s/it]
{'loss': '0.9969', 'grad_norm': '0.1983', 'learning_rate': '0.0005426', 'epoch': '0.1018'}
10%|β | 420/4000 [29:02<4:06:57, 4.14s/it]
11%|β | 421/4000 [29:06<4:06:02, 4.12s/it]
11%|β | 422/4000 [29:10<4:05:27, 4.12s/it]
11%|β | 423/4000 [29:15<4:05:16, 4.11s/it]
11%|β | 424/4000 [29:19<4:05:00, 4.11s/it]
11%|β | 425/4000 [29:23<4:11:23, 4.22s/it]
11%|β | 426/4000 [29:27<4:09:24, 4.19s/it]
11%|β | 427/4000 [29:31<4:08:09, 4.17s/it]
11%|β | 428/4000 [29:35<4:07:06, 4.15s/it]
11%|β | 429/4000 [29:40<4:06:24, 4.14s/it]
11%|β | 430/4000 [29:44<4:05:55, 4.13s/it]
{'loss': '0.9302', 'grad_norm': '0.1899', 'learning_rate': '0.0005411', 'epoch': '0.1042'}
11%|β | 430/4000 [29:44<4:05:55, 4.13s/it]
11%|β | 431/4000 [29:48<4:10:57, 4.22s/it]
11%|β | 432/4000 [29:52<4:08:59, 4.19s/it]
11%|β | 433/4000 [29:56<4:07:31, 4.16s/it]
11%|β | 434/4000 [30:00<4:06:39, 4.15s/it]
11%|β | 435/4000 [30:05<4:06:05, 4.14s/it]
11%|β | 436/4000 [30:09<4:05:08, 4.13s/it]
11%|β | 437/4000 [30:13<4:04:31, 4.12s/it]
11%|β | 438/4000 [30:17<4:12:09, 4.25s/it]
11%|β | 439/4000 [30:21<4:09:36, 4.21s/it]
11%|β | 440/4000 [30:26<4:08:02, 4.18s/it]
{'loss': '0.9665', 'grad_norm': '0.2194', 'learning_rate': '0.0005395', 'epoch': '0.1066'}
11%|β | 440/4000 [30:26<4:08:02, 4.18s/it]
11%|β | 441/4000 [30:30<4:06:38, 4.16s/it]
11%|β | 442/4000 [30:34<4:05:51, 4.15s/it]
11%|β | 443/4000 [30:38<4:05:01, 4.13s/it]
11%|β | 444/4000 [30:42<4:04:26, 4.12s/it]
11%|β | 445/4000 [30:46<4:10:01, 4.22s/it]
11%|β | 446/4000 [30:50<4:07:55, 4.19s/it]
11%|β | 447/4000 [30:55<4:06:13, 4.16s/it]
11%|β | 448/4000 [30:59<4:05:14, 4.14s/it]
11%|β | 449/4000 [31:03<4:06:00, 4.16s/it]
11%|ββ | 450/4000 [31:07<4:05:34, 4.15s/it]
{'loss': '0.9361', 'grad_norm': '0.232', 'learning_rate': '0.000538', 'epoch': '0.109'}
11%|ββ | 450/4000 [31:07<4:05:34, 4.15s/it]
11%|ββ | 451/4000 [31:11<4:07:10, 4.18s/it]
11%|ββ | 452/4000 [31:16<4:09:29, 4.22s/it]
11%|ββ | 453/4000 [31:20<4:07:40, 4.19s/it]
11%|ββ | 454/4000 [31:24<4:06:09, 4.17s/it]
11%|ββ | 455/4000 [31:28<4:05:25, 4.15s/it]
11%|ββ | 456/4000 [31:32<4:04:42, 4.14s/it]
11%|ββ | 457/4000 [31:36<4:04:31, 4.14s/it]
11%|ββ | 458/4000 [31:41<4:11:03, 4.25s/it]
11%|ββ | 459/4000 [31:45<4:08:55, 4.22s/it]
12%|ββ | 460/4000 [31:49<4:07:20, 4.19s/it]
{'loss': '0.9602', 'grad_norm': '0.2184', 'learning_rate': '0.0005365', 'epoch': '0.1115'}
12%|ββ | 460/4000 [31:49<4:07:20, 4.19s/it]
12%|ββ | 461/4000 [31:53<4:06:08, 4.17s/it]
12%|ββ | 462/4000 [31:57<4:05:09, 4.16s/it]
12%|ββ | 463/4000 [32:01<4:04:41, 4.15s/it]
12%|ββ | 464/4000 [32:05<4:04:11, 4.14s/it]
12%|ββ | 465/4000 [32:10<4:09:12, 4.23s/it]
12%|ββ | 466/4000 [32:14<4:07:08, 4.20s/it]
12%|ββ | 467/4000 [32:18<4:05:40, 4.17s/it]
12%|ββ | 468/4000 [32:22<4:05:05, 4.16s/it]
12%|ββ | 469/4000 [32:26<4:04:18, 4.15s/it]
12%|ββ | 470/4000 [32:31<4:03:56, 4.15s/it]
{'loss': '0.8988', 'grad_norm': '0.2376', 'learning_rate': '0.000535', 'epoch': '0.1139'}
12%|ββ | 470/4000 [32:31<4:03:56, 4.15s/it]
12%|ββ | 471/4000 [32:35<4:03:56, 4.15s/it]
12%|ββ | 472/4000 [32:39<4:10:09, 4.25s/it]
12%|ββ | 473/4000 [32:43<4:07:55, 4.22s/it]
12%|ββ | 474/4000 [32:47<4:06:14, 4.19s/it]
12%|ββ | 475/4000 [32:52<4:05:14, 4.17s/it]
12%|ββ | 476/4000 [32:56<4:04:08, 4.16s/it]
12%|ββ | 477/4000 [33:00<4:03:26, 4.15s/it]
12%|ββ | 478/4000 [33:04<4:09:43, 4.25s/it]
12%|ββ | 479/4000 [33:08<4:07:33, 4.22s/it]
12%|ββ | 480/4000 [33:13<4:05:45, 4.19s/it]
{'loss': '0.8198', 'grad_norm': '0.2114', 'learning_rate': '0.0005335', 'epoch': '0.1163'}
12%|ββ | 480/4000 [33:13<4:05:45, 4.19s/it]
12%|ββ | 481/4000 [33:17<4:04:21, 4.17s/it]
12%|ββ | 482/4000 [33:21<4:03:23, 4.15s/it]
12%|ββ | 483/4000 [33:25<4:02:42, 4.14s/it]
12%|ββ | 484/4000 [33:29<4:02:29, 4.14s/it]
12%|ββ | 485/4000 [33:33<4:07:35, 4.23s/it]
12%|ββ | 486/4000 [33:38<4:05:56, 4.20s/it]
12%|ββ | 487/4000 [33:42<4:04:26, 4.17s/it]
12%|ββ | 488/4000 [33:46<4:03:21, 4.16s/it]
12%|ββ | 489/4000 [33:50<4:02:54, 4.15s/it]
12%|ββ | 490/4000 [33:54<4:02:22, 4.14s/it]
{'loss': '0.8315', 'grad_norm': '0.1903', 'learning_rate': '0.000532', 'epoch': '0.1187'}
12%|ββ | 490/4000 [33:54<4:02:22, 4.14s/it]
12%|ββ | 491/4000 [33:58<4:02:09, 4.14s/it]
12%|ββ | 492/4000 [34:03<4:08:39, 4.25s/it]
12%|ββ | 493/4000 [34:07<4:06:13, 4.21s/it]
12%|ββ | 494/4000 [34:11<4:04:42, 4.19s/it]
12%|ββ | 495/4000 [34:15<4:03:32, 4.17s/it]
12%|ββ | 496/4000 [34:19<4:02:49, 4.16s/it]
12%|ββ | 497/4000 [34:23<4:02:04, 4.15s/it]
12%|ββ | 498/4000 [34:28<4:01:56, 4.15s/it]
12%|ββ | 499/4000 [34:32<4:07:15, 4.24s/it]
12%|ββ | 500/4000 [34:36<4:05:27, 4.21s/it]
{'loss': '0.8515', 'grad_norm': '0.2477', 'learning_rate': '0.0005305', 'epoch': '0.1211'}
12%|ββ | 500/4000 [34:36<4:05:27, 4.21s/it]
13%|ββ | 501/4000 [34:40<4:04:12, 4.19s/it]
13%|ββ | 502/4000 [34:44<4:03:22, 4.17s/it]
13%|ββ | 503/4000 [34:49<4:02:14, 4.16s/it]
13%|ββ | 504/4000 [34:53<4:01:50, 4.15s/it]
13%|ββ | 505/4000 [34:57<4:04:23, 4.20s/it]
13%|ββ | 506/4000 [35:01<4:06:37, 4.24s/it]
13%|ββ | 507/4000 [35:05<4:04:32, 4.20s/it]
13%|ββ | 508/4000 [35:10<4:03:22, 4.18s/it]
13%|ββ | 509/4000 [35:14<4:02:11, 4.16s/it]
13%|ββ | 510/4000 [35:18<4:01:42, 4.16s/it]
{'loss': '0.8253', 'grad_norm': '0.1977', 'learning_rate': '0.0005289', 'epoch': '0.1236'}
13%|ββ | 510/4000 [35:18<4:01:42, 4.16s/it]
13%|ββ | 511/4000 [35:22<4:00:59, 4.14s/it]
13%|ββ | 512/4000 [35:26<4:06:49, 4.25s/it]
13%|ββ | 513/4000 [35:31<4:04:45, 4.21s/it]
13%|ββ | 514/4000 [35:35<4:03:11, 4.19s/it]
13%|ββ | 515/4000 [35:39<4:01:53, 4.16s/it]
13%|ββ | 516/4000 [35:43<4:01:20, 4.16s/it]
13%|ββ | 517/4000 [35:47<4:00:38, 4.15s/it]
13%|ββ | 518/4000 [35:51<4:00:28, 4.14s/it]
13%|ββ | 519/4000 [35:56<4:05:44, 4.24s/it]
13%|ββ | 520/4000 [36:00<4:03:55, 4.21s/it]
{'loss': '0.8197', 'grad_norm': '0.2504', 'learning_rate': '0.0005274', 'epoch': '0.126'}
13%|ββ | 520/4000 [36:00<4:03:55, 4.21s/it]
13%|ββ | 521/4000 [36:04<4:02:24, 4.18s/it]
13%|ββ | 522/4000 [36:08<4:01:08, 4.16s/it]
13%|ββ | 523/4000 [36:12<4:00:48, 4.16s/it]
13%|ββ | 524/4000 [36:16<4:00:30, 4.15s/it]
13%|ββ | 525/4000 [36:20<3:59:49, 4.14s/it]
13%|ββ | 526/4000 [36:25<4:06:01, 4.25s/it]
13%|ββ | 527/4000 [36:29<4:04:08, 4.22s/it]
13%|ββ | 528/4000 [36:33<4:02:19, 4.19s/it]
13%|ββ | 529/4000 [36:37<4:01:01, 4.17s/it]
13%|ββ | 530/4000 [36:41<4:00:23, 4.16s/it]
{'loss': '0.8134', 'grad_norm': '0.1738', 'learning_rate': '0.0005259', 'epoch': '0.1284'}
13%|ββ | 530/4000 [36:41<4:00:23, 4.16s/it]
13%|ββ | 531/4000 [36:46<3:59:42, 4.15s/it]
13%|ββ | 532/4000 [36:50<4:04:52, 4.24s/it]
13%|ββ | 533/4000 [36:54<4:02:46, 4.20s/it]
13%|ββ | 534/4000 [36:58<4:01:35, 4.18s/it]
13%|ββ | 535/4000 [37:02<4:00:26, 4.16s/it]
13%|ββ | 536/4000 [37:07<4:00:07, 4.16s/it]
13%|ββ | 537/4000 [37:11<4:01:48, 4.19s/it]
13%|ββ | 538/4000 [37:15<4:01:56, 4.19s/it]
13%|ββ | 539/4000 [37:20<4:08:53, 4.31s/it]
14%|ββ | 540/4000 [37:24<4:07:56, 4.30s/it]
{'loss': '0.7794', 'grad_norm': '0.2064', 'learning_rate': '0.0005244', 'epoch': '0.1308'}
14%|ββ | 540/4000 [37:24<4:07:56, 4.30s/it]
14%|ββ | 541/4000 [37:28<4:07:28, 4.29s/it]
14%|ββ | 542/4000 [37:32<4:04:54, 4.25s/it]
14%|ββ | 543/4000 [37:36<4:03:24, 4.22s/it]
14%|ββ | 544/4000 [37:41<4:02:25, 4.21s/it]
14%|ββ | 545/4000 [37:45<4:01:26, 4.19s/it]
14%|ββ | 546/4000 [37:49<4:07:07, 4.29s/it]
14%|ββ | 547/4000 [37:53<4:04:39, 4.25s/it]
14%|ββ | 548/4000 [37:58<4:02:56, 4.22s/it]
14%|ββ | 549/4000 [38:02<4:01:33, 4.20s/it]
14%|ββ | 550/4000 [38:06<4:00:33, 4.18s/it]
{'loss': '0.8368', 'grad_norm': '0.2211', 'learning_rate': '0.0005229', 'epoch': '0.1333'}
14%|ββ | 550/4000 [38:06<4:00:33, 4.18s/it]
14%|ββ | 551/4000 [38:10<4:00:12, 4.18s/it]
14%|ββ | 552/4000 [38:14<4:02:41, 4.22s/it]
14%|ββ | 553/4000 [38:19<4:05:13, 4.27s/it]
14%|ββ | 554/4000 [38:23<4:03:03, 4.23s/it]
14%|ββ | 555/4000 [38:27<4:01:23, 4.20s/it]
14%|ββ | 556/4000 [38:31<4:00:14, 4.19s/it]
14%|ββ | 557/4000 [38:35<3:59:36, 4.18s/it]
14%|ββ | 558/4000 [38:39<3:59:04, 4.17s/it]
14%|ββ | 559/4000 [38:44<4:05:51, 4.29s/it]
14%|ββ | 560/4000 [38:48<4:03:14, 4.24s/it]
{'loss': '0.7846', 'grad_norm': '0.1814', 'learning_rate': '0.0005214', 'epoch': '0.1357'}
14%|ββ | 560/4000 [38:48<4:03:14, 4.24s/it]
14%|ββ | 561/4000 [38:52<4:01:12, 4.21s/it]
14%|ββ | 562/4000 [38:56<3:59:57, 4.19s/it]
14%|ββ | 563/4000 [39:01<3:59:12, 4.18s/it]
14%|ββ | 564/4000 [39:05<3:58:20, 4.16s/it]
14%|ββ | 565/4000 [39:09<3:57:38, 4.15s/it]
14%|ββ | 566/4000 [39:13<4:03:40, 4.26s/it]
14%|ββ | 567/4000 [39:18<4:01:43, 4.22s/it]
14%|ββ | 568/4000 [39:22<4:00:10, 4.20s/it]
14%|ββ | 569/4000 [39:26<3:59:04, 4.18s/it]
14%|ββ | 570/4000 [39:30<3:58:16, 4.17s/it]
{'loss': '0.8119', 'grad_norm': '0.3592', 'learning_rate': '0.0005198', 'epoch': '0.1381'}
14%|ββ | 570/4000 [39:30<3:58:16, 4.17s/it]
14%|ββ | 571/4000 [39:34<3:57:28, 4.16s/it]
14%|ββ | 572/4000 [39:38<3:57:07, 4.15s/it]
14%|ββ | 573/4000 [39:43<4:03:24, 4.26s/it]
14%|ββ | 574/4000 [39:47<4:01:06, 4.22s/it]
14%|ββ | 575/4000 [39:51<3:59:09, 4.19s/it]
14%|ββ | 576/4000 [39:55<3:58:21, 4.18s/it]
14%|ββ | 577/4000 [39:59<3:57:39, 4.17s/it]
14%|ββ | 578/4000 [40:03<3:57:13, 4.16s/it]
14%|ββ | 579/4000 [40:08<4:01:30, 4.24s/it]
14%|ββ | 580/4000 [40:12<4:04:47, 4.29s/it]
{'loss': '0.8114', 'grad_norm': '0.176', 'learning_rate': '0.0005183', 'epoch': '0.1405'}
14%|ββ | 580/4000 [40:12<4:04:47, 4.29s/it]
15%|ββ | 581/4000 [40:16<4:03:06, 4.27s/it]
15%|ββ | 582/4000 [40:21<4:01:40, 4.24s/it]
15%|ββ | 583/4000 [40:25<4:02:36, 4.26s/it]
15%|ββ | 584/4000 [40:29<4:02:05, 4.25s/it]
15%|ββ | 585/4000 [40:33<3:59:48, 4.21s/it]
15%|ββ | 586/4000 [40:38<4:04:40, 4.30s/it]
15%|ββ | 587/4000 [40:42<4:01:28, 4.25s/it]
15%|ββ | 588/4000 [40:46<3:59:44, 4.22s/it]
15%|ββ | 589/4000 [40:50<3:58:20, 4.19s/it]
15%|ββ | 590/4000 [40:54<3:57:02, 4.17s/it]
{'loss': '0.7472', 'grad_norm': '0.1836', 'learning_rate': '0.0005168', 'epoch': '0.143'}
15%|ββ | 590/4000 [40:54<3:57:02, 4.17s/it]
15%|ββ | 591/4000 [40:58<3:56:13, 4.16s/it]
15%|ββ | 592/4000 [41:03<3:55:38, 4.15s/it]
15%|ββ | 593/4000 [41:07<4:01:42, 4.26s/it]
15%|ββ | 594/4000 [41:11<3:59:28, 4.22s/it]
15%|ββ | 595/4000 [41:15<3:57:42, 4.19s/it]
15%|ββ | 596/4000 [41:19<3:56:27, 4.17s/it]
15%|ββ | 597/4000 [41:24<3:55:45, 4.16s/it]
15%|ββ | 598/4000 [41:28<3:55:19, 4.15s/it]
15%|ββ | 599/4000 [41:32<3:54:58, 4.15s/it]
15%|ββ | 600/4000 [41:36<4:00:47, 4.25s/it]
{'loss': '0.7377', 'grad_norm': '0.1711', 'learning_rate': '0.0005153', 'epoch': '0.1454'}
15%|ββ | 600/4000 [41:36<4:00:47, 4.25s/it]
15%|ββ | 601/4000 [41:40<3:58:49, 4.22s/it]
15%|ββ | 602/4000 [41:45<3:57:23, 4.19s/it]
15%|ββ | 603/4000 [41:49<3:56:10, 4.17s/it]
15%|ββ | 604/4000 [41:53<3:55:28, 4.16s/it]
15%|ββ | 605/4000 [41:57<3:54:50, 4.15s/it]
15%|ββ | 606/4000 [42:01<3:57:24, 4.20s/it]
15%|ββ | 607/4000 [42:06<3:59:43, 4.24s/it]
15%|ββ | 608/4000 [42:10<3:57:55, 4.21s/it]
15%|ββ | 609/4000 [42:14<3:56:23, 4.18s/it]
15%|ββ | 610/4000 [42:18<3:55:32, 4.17s/it]
{'loss': '0.7716', 'grad_norm': '0.2212', 'learning_rate': '0.0005138', 'epoch': '0.1478'}
15%|ββ | 610/4000 [42:18<3:55:32, 4.17s/it]
15%|ββ | 611/4000 [42:22<3:54:46, 4.16s/it]
15%|ββ | 612/4000 [42:26<3:54:12, 4.15s/it]
15%|ββ | 613/4000 [42:31<4:00:03, 4.25s/it]
15%|ββ | 614/4000 [42:35<3:57:45, 4.21s/it]
15%|ββ | 615/4000 [42:39<3:56:20, 4.19s/it]
15%|ββ | 616/4000 [42:43<3:55:56, 4.18s/it]
15%|ββ | 617/4000 [42:47<3:55:57, 4.19s/it]
15%|ββ | 618/4000 [42:52<3:55:24, 4.18s/it]
15%|ββ | 619/4000 [42:56<3:55:12, 4.17s/it]
16%|ββ | 620/4000 [43:00<4:02:11, 4.30s/it]
{'loss': '0.7474', 'grad_norm': '0.1852', 'learning_rate': '0.0005123', 'epoch': '0.1502'}
16%|ββ | 620/4000 [43:00<4:02:11, 4.30s/it]
16%|ββ | 621/4000 [43:05<4:00:32, 4.27s/it]
16%|ββ | 622/4000 [43:09<3:58:00, 4.23s/it]
16%|ββ | 623/4000 [43:13<3:56:20, 4.20s/it]
16%|ββ | 624/4000 [43:17<3:55:32, 4.19s/it]
16%|ββ | 625/4000 [43:21<3:54:36, 4.17s/it]
16%|ββ | 626/4000 [43:25<3:53:57, 4.16s/it]
16%|ββ | 627/4000 [43:30<3:59:30, 4.26s/it]
16%|ββ | 628/4000 [43:34<3:57:18, 4.22s/it]
16%|ββ | 629/4000 [43:38<3:55:49, 4.20s/it]
16%|ββ | 630/4000 [43:42<3:54:42, 4.18s/it]
{'loss': '0.7208', 'grad_norm': '0.1889', 'learning_rate': '0.0005108', 'epoch': '0.1526'}
16%|ββ | 630/4000 [43:42<3:54:42, 4.18s/it]
16%|ββ | 631/4000 [43:46<3:53:49, 4.16s/it]
16%|ββ | 632/4000 [43:50<3:53:17, 4.16s/it]
16%|ββ | 633/4000 [43:55<3:58:31, 4.25s/it]
16%|ββ | 634/4000 [43:59<3:56:38, 4.22s/it]
16%|ββ | 635/4000 [44:03<3:55:25, 4.20s/it]
16%|ββ | 636/4000 [44:07<3:54:30, 4.18s/it]
16%|ββ | 637/4000 [44:11<3:53:39, 4.17s/it]
16%|ββ | 638/4000 [44:16<3:53:14, 4.16s/it]
16%|ββ | 639/4000 [44:20<3:54:44, 4.19s/it]
16%|ββ | 640/4000 [44:24<4:01:01, 4.30s/it]
{'loss': '0.7037', 'grad_norm': '0.1678', 'learning_rate': '0.0005092', 'epoch': '0.1551'}
16%|ββ | 640/4000 [44:24<4:01:01, 4.30s/it]
16%|ββ | 641/4000 [44:29<3:59:05, 4.27s/it]
16%|ββ | 642/4000 [44:33<3:57:50, 4.25s/it]
16%|ββ | 643/4000 [44:37<3:57:47, 4.25s/it]
16%|ββ | 644/4000 [44:41<3:55:53, 4.22s/it]
16%|ββ | 645/4000 [44:45<3:54:35, 4.20s/it]
16%|ββ | 646/4000 [44:49<3:53:34, 4.18s/it]
16%|ββ | 647/4000 [44:54<3:59:05, 4.28s/it]
16%|ββ | 648/4000 [44:58<3:56:55, 4.24s/it]
16%|ββ | 649/4000 [45:02<3:55:02, 4.21s/it]
16%|ββ | 650/4000 [45:06<3:53:48, 4.19s/it]
{'loss': '0.7125', 'grad_norm': '0.2202', 'learning_rate': '0.0005077', 'epoch': '0.1575'}
16%|ββ | 650/4000 [45:06<3:53:48, 4.19s/it]
16%|ββ | 651/4000 [45:11<3:52:52, 4.17s/it]
16%|ββ | 652/4000 [45:15<3:52:16, 4.16s/it]
16%|ββ | 653/4000 [45:19<3:52:24, 4.17s/it]
16%|ββ | 654/4000 [45:23<3:57:47, 4.26s/it]
16%|ββ | 655/4000 [45:27<3:55:34, 4.23s/it]
16%|ββ | 656/4000 [45:32<3:54:18, 4.20s/it]
16%|ββ | 657/4000 [45:36<3:52:54, 4.18s/it]
16%|ββ | 658/4000 [45:40<3:51:52, 4.16s/it]
16%|ββ | 659/4000 [45:44<3:51:32, 4.16s/it]
16%|ββ | 660/4000 [45:49<3:57:32, 4.27s/it]
{'loss': '0.7117', 'grad_norm': '0.1797', 'learning_rate': '0.0005062', 'epoch': '0.1599'}
16%|ββ | 660/4000 [45:49<3:57:32, 4.27s/it]
17%|ββ | 661/4000 [45:53<3:55:14, 4.23s/it]
17%|ββ | 662/4000 [45:57<3:53:35, 4.20s/it]
17%|ββ | 663/4000 [46:01<3:52:37, 4.18s/it]
17%|ββ | 664/4000 [46:05<3:53:21, 4.20s/it]
17%|ββ | 665/4000 [46:09<3:53:34, 4.20s/it]
17%|ββ | 666/4000 [46:14<3:53:06, 4.19s/it]
17%|ββ | 667/4000 [46:18<3:58:25, 4.29s/it]
17%|ββ | 668/4000 [46:22<3:58:32, 4.30s/it]
17%|ββ | 669/4000 [46:27<3:57:14, 4.27s/it]
17%|ββ | 670/4000 [46:31<3:54:46, 4.23s/it]
{'loss': '0.7337', 'grad_norm': '0.1529', 'learning_rate': '0.0005047', 'epoch': '0.1623'}
17%|ββ | 670/4000 [46:31<3:54:46, 4.23s/it]
17%|ββ | 671/4000 [46:35<3:52:57, 4.20s/it]
17%|ββ | 672/4000 [46:39<3:51:51, 4.18s/it]
17%|ββ | 673/4000 [46:43<3:50:42, 4.16s/it]
17%|ββ | 674/4000 [46:48<3:56:20, 4.26s/it]
17%|ββ | 675/4000 [46:52<3:53:51, 4.22s/it]
17%|ββ | 676/4000 [46:56<3:52:30, 4.20s/it]
17%|ββ | 677/4000 [47:00<3:51:13, 4.17s/it]
17%|ββ | 678/4000 [47:04<3:50:25, 4.16s/it]
17%|ββ | 679/4000 [47:08<3:50:06, 4.16s/it]
17%|ββ | 680/4000 [47:13<3:52:58, 4.21s/it]
{'loss': '0.724', 'grad_norm': '0.169', 'learning_rate': '0.0005032', 'epoch': '0.1648'}
17%|ββ | 680/4000 [47:13<3:52:58, 4.21s/it]
17%|ββ | 681/4000 [47:17<3:55:07, 4.25s/it]
17%|ββ | 682/4000 [47:21<3:53:55, 4.23s/it]
17%|ββ | 683/4000 [47:25<3:53:19, 4.22s/it]
17%|ββ | 684/4000 [47:29<3:51:50, 4.20s/it]
17%|ββ | 685/4000 [47:34<3:50:30, 4.17s/it]
17%|ββ | 686/4000 [47:38<3:49:53, 4.16s/it]
17%|ββ | 687/4000 [47:42<3:54:54, 4.25s/it]
17%|ββ | 688/4000 [47:46<3:53:15, 4.23s/it]
17%|ββ | 689/4000 [47:51<3:52:18, 4.21s/it]
17%|ββ | 690/4000 [47:55<3:51:00, 4.19s/it]
{'loss': '0.7363', 'grad_norm': '0.2151', 'learning_rate': '0.0005017', 'epoch': '0.1672'}
17%|ββ | 690/4000 [47:55<3:51:00, 4.19s/it]
17%|ββ | 691/4000 [47:59<3:50:13, 4.17s/it]
17%|ββ | 692/4000 [48:03<3:49:31, 4.16s/it]
17%|ββ | 693/4000 [48:07<3:49:16, 4.16s/it]
17%|ββ | 694/4000 [48:12<3:55:14, 4.27s/it]
17%|ββ | 695/4000 [48:16<3:53:00, 4.23s/it]
17%|ββ | 696/4000 [48:20<3:51:10, 4.20s/it]
17%|ββ | 697/4000 [48:24<3:50:06, 4.18s/it]
17%|ββ | 698/4000 [48:28<3:49:22, 4.17s/it]
17%|ββ | 699/4000 [48:32<3:48:59, 4.16s/it]
18%|ββ | 700/4000 [48:36<3:48:29, 4.15s/it]
{'loss': '0.7571', 'grad_norm': '0.1559', 'learning_rate': '0.0005002', 'epoch': '0.1696'}
18%|ββ | 700/4000 [48:36<3:48:29, 4.15s/it]
18%|ββ | 701/4000 [48:41<3:53:51, 4.25s/it]
18%|ββ | 702/4000 [48:45<3:52:18, 4.23s/it]
18%|ββ | 703/4000 [48:49<3:51:23, 4.21s/it]
18%|ββ | 704/4000 [48:53<3:50:34, 4.20s/it]
18%|ββ | 705/4000 [48:58<3:50:01, 4.19s/it]
18%|ββ | 706/4000 [49:02<3:49:43, 4.18s/it]
18%|ββ | 707/4000 [49:06<3:52:33, 4.24s/it]
18%|ββ | 708/4000 [49:11<3:54:55, 4.28s/it]
18%|ββ | 709/4000 [49:15<3:52:57, 4.25s/it]
18%|ββ | 710/4000 [49:19<3:51:35, 4.22s/it]
{'loss': '0.7024', 'grad_norm': '0.2419', 'learning_rate': '0.0004986', 'epoch': '0.172'}
18%|ββ | 710/4000 [49:19<3:51:35, 4.22s/it]
18%|ββ | 711/4000 [49:23<3:50:27, 4.20s/it]
18%|ββ | 712/4000 [49:27<3:49:56, 4.20s/it]
18%|ββ | 713/4000 [49:31<3:50:28, 4.21s/it]
18%|ββ | 714/4000 [49:36<3:58:56, 4.36s/it]
18%|ββ | 715/4000 [49:40<3:57:38, 4.34s/it]
18%|ββ | 716/4000 [49:45<3:56:43, 4.32s/it]
18%|ββ | 717/4000 [49:49<3:55:52, 4.31s/it]
18%|ββ | 718/4000 [49:53<3:56:14, 4.32s/it]
18%|ββ | 719/4000 [49:58<3:54:39, 4.29s/it]
18%|ββ | 720/4000 [50:02<3:52:50, 4.26s/it]
{'loss': '0.7251', 'grad_norm': '0.2271', 'learning_rate': '0.0004971', 'epoch': '0.1745'}
18%|ββ | 720/4000 [50:02<3:52:50, 4.26s/it]
18%|ββ | 721/4000 [50:06<3:58:06, 4.36s/it]
18%|ββ | 722/4000 [50:11<3:54:59, 4.30s/it]
18%|ββ | 723/4000 [50:15<3:52:48, 4.26s/it]
18%|ββ | 724/4000 [50:19<3:51:06, 4.23s/it]
18%|ββ | 725/4000 [50:23<3:50:04, 4.22s/it]
18%|ββ | 726/4000 [50:27<3:49:05, 4.20s/it]
18%|ββ | 727/4000 [50:31<3:48:34, 4.19s/it]
18%|ββ | 728/4000 [50:36<3:55:31, 4.32s/it]
18%|ββ | 729/4000 [50:40<3:55:55, 4.33s/it]
18%|ββ | 730/4000 [50:45<3:54:36, 4.30s/it]
{'loss': '0.69', 'grad_norm': '0.2366', 'learning_rate': '0.0004956', 'epoch': '0.1769'}
18%|ββ | 730/4000 [50:45<3:54:36, 4.30s/it]
18%|ββ | 731/4000 [50:49<3:54:34, 4.31s/it]
18%|ββ | 732/4000 [50:53<3:54:01, 4.30s/it]
18%|ββ | 733/4000 [50:58<3:54:26, 4.31s/it]
18%|ββ | 734/4000 [51:02<3:56:16, 4.34s/it]
18%|ββ | 735/4000 [51:06<3:56:23, 4.34s/it]
18%|ββ | 736/4000 [51:10<3:53:39, 4.30s/it]
18%|ββ | 737/4000 [51:15<3:51:32, 4.26s/it]
18%|ββ | 738/4000 [51:19<3:50:17, 4.24s/it]
18%|ββ | 739/4000 [51:23<3:48:58, 4.21s/it]
18%|ββ | 740/4000 [51:27<3:48:02, 4.20s/it]
{'loss': '0.6789', 'grad_norm': '0.1401', 'learning_rate': '0.0004941', 'epoch': '0.1793'}
18%|ββ | 740/4000 [51:27<3:48:02, 4.20s/it]
19%|ββ | 741/4000 [51:32<3:54:16, 4.31s/it]
19%|ββ | 742/4000 [51:36<3:54:06, 4.31s/it]
19%|ββ | 743/4000 [51:40<3:55:12, 4.33s/it]
19%|ββ | 744/4000 [51:45<3:54:03, 4.31s/it]
19%|ββ | 745/4000 [51:49<3:53:30, 4.30s/it]
19%|ββ | 746/4000 [51:53<3:52:51, 4.29s/it]
19%|ββ | 747/4000 [51:57<3:51:36, 4.27s/it]
19%|ββ | 748/4000 [52:02<3:57:23, 4.38s/it]
19%|ββ | 749/4000 [52:06<3:53:52, 4.32s/it]
19%|ββ | 750/4000 [52:10<3:51:38, 4.28s/it]
{'loss': '0.6706', 'grad_norm': '0.156', 'learning_rate': '0.0004926', 'epoch': '0.1817'}
19%|ββ | 750/4000 [52:10<3:51:38, 4.28s/it]
19%|ββ | 751/4000 [52:15<3:52:38, 4.30s/it]
19%|ββ | 752/4000 [52:19<3:51:19, 4.27s/it]
19%|ββ | 753/4000 [52:23<3:53:05, 4.31s/it]
19%|ββ | 754/4000 [52:28<3:51:13, 4.27s/it]
19%|ββ | 755/4000 [52:32<3:56:01, 4.36s/it]
19%|ββ | 756/4000 [52:36<3:53:07, 4.31s/it]
19%|ββ | 757/4000 [52:41<3:52:00, 4.29s/it]
19%|ββ | 758/4000 [52:45<3:51:40, 4.29s/it]
19%|ββ | 759/4000 [52:49<3:51:37, 4.29s/it]
19%|ββ | 760/4000 [52:53<3:51:36, 4.29s/it]
{'loss': '0.6586', 'grad_norm': '0.1442', 'learning_rate': '0.0004911', 'epoch': '0.1841'}
19%|ββ | 760/4000 [52:53<3:51:36, 4.29s/it]
19%|ββ | 761/4000 [52:58<3:59:55, 4.44s/it]
19%|ββ | 762/4000 [53:02<3:55:39, 4.37s/it]
19%|ββ | 763/4000 [53:07<3:52:27, 4.31s/it]
19%|ββ | 764/4000 [53:11<3:50:29, 4.27s/it]
19%|ββ | 765/4000 [53:15<3:48:50, 4.24s/it]
19%|ββ | 766/4000 [53:19<3:47:35, 4.22s/it]
19%|ββ | 767/4000 [53:23<3:46:43, 4.21s/it]
19%|ββ | 768/4000 [53:28<3:52:43, 4.32s/it]
19%|ββ | 769/4000 [53:32<3:50:13, 4.28s/it]
19%|ββ | 770/4000 [53:36<3:49:21, 4.26s/it]
{'loss': '0.6648', 'grad_norm': '0.1553', 'learning_rate': '0.0004895', 'epoch': '0.1866'}
19%|ββ | 770/4000 [53:36<3:49:21, 4.26s/it]
19%|ββ | 771/4000 [53:41<3:49:26, 4.26s/it]
19%|ββ | 772/4000 [53:45<3:50:41, 4.29s/it]
19%|ββ | 773/4000 [53:49<3:51:25, 4.30s/it]
19%|ββ | 774/4000 [53:54<3:52:23, 4.32s/it]
19%|ββ | 775/4000 [53:59<4:03:02, 4.52s/it]
19%|ββ | 776/4000 [54:03<3:58:00, 4.43s/it]
19%|ββ | 777/4000 [54:07<3:54:20, 4.36s/it]
19%|ββ | 778/4000 [54:11<3:52:39, 4.33s/it]
19%|ββ | 779/4000 [54:16<3:50:37, 4.30s/it]
20%|ββ | 780/4000 [54:20<3:49:12, 4.27s/it]
{'loss': '0.7217', 'grad_norm': '0.1571', 'learning_rate': '0.000488', 'epoch': '0.189'}
20%|ββ | 780/4000 [54:20<3:49:12, 4.27s/it]
20%|ββ | 781/4000 [54:24<3:48:20, 4.26s/it]
20%|ββ | 782/4000 [54:29<3:54:48, 4.38s/it]
20%|ββ | 783/4000 [54:33<3:55:09, 4.39s/it]
20%|ββ | 784/4000 [54:37<3:53:17, 4.35s/it]
20%|ββ | 785/4000 [54:42<3:52:56, 4.35s/it]
20%|ββ | 786/4000 [54:46<3:53:42, 4.36s/it]
20%|ββ | 787/4000 [54:50<3:54:26, 4.38s/it]
20%|ββ | 788/4000 [54:55<4:02:20, 4.53s/it]
20%|ββ | 789/4000 [55:00<3:57:32, 4.44s/it]
20%|ββ | 790/4000 [55:04<3:54:51, 4.39s/it]
{'loss': '0.656', 'grad_norm': '0.1701', 'learning_rate': '0.0004865', 'epoch': '0.1914'}
20%|ββ | 790/4000 [55:04<3:54:51, 4.39s/it]
20%|ββ | 791/4000 [55:08<3:52:38, 4.35s/it]
20%|ββ | 792/4000 [55:12<3:51:46, 4.33s/it]
20%|ββ | 793/4000 [55:17<3:49:52, 4.30s/it]
20%|ββ | 794/4000 [55:21<3:48:11, 4.27s/it]
20%|ββ | 795/4000 [55:25<3:53:31, 4.37s/it]
20%|ββ | 796/4000 [55:30<3:50:38, 4.32s/it]
20%|ββ | 797/4000 [55:34<3:51:04, 4.33s/it]
20%|ββ | 798/4000 [55:38<3:51:17, 4.33s/it]
20%|ββ | 799/4000 [55:43<3:50:39, 4.32s/it]
20%|ββ | 800/4000 [55:47<3:50:36, 4.32s/it]
{'loss': '0.6637', 'grad_norm': '0.1514', 'learning_rate': '0.000485', 'epoch': '0.1938'}
20%|ββ | 800/4000 [55:47<3:50:36, 4.32s/it]
20%|ββ | 801/4000 [55:51<3:51:50, 4.35s/it]
20%|ββ | 802/4000 [55:56<3:56:26, 4.44s/it]
20%|ββ | 803/4000 [56:00<3:52:28, 4.36s/it]
20%|ββ | 804/4000 [56:04<3:49:47, 4.31s/it]
20%|ββ | 805/4000 [56:09<3:49:33, 4.31s/it]
20%|ββ | 806/4000 [56:13<3:48:36, 4.29s/it]
20%|ββ | 807/4000 [56:17<3:46:47, 4.26s/it]
20%|ββ | 808/4000 [56:22<3:49:21, 4.31s/it]
20%|ββ | 809/4000 [56:26<3:50:54, 4.34s/it]
20%|ββ | 810/4000 [56:30<3:52:48, 4.38s/it]
{'loss': '0.648', 'grad_norm': '0.1341', 'learning_rate': '0.0004835', 'epoch': '0.1963'}
20%|ββ | 810/4000 [56:30<3:52:48, 4.38s/it]
20%|ββ | 811/4000 [56:35<3:52:57, 4.38s/it]
20%|ββ | 812/4000 [56:39<3:51:45, 4.36s/it]
20%|ββ | 813/4000 [56:43<3:50:28, 4.34s/it]
20%|ββ | 814/4000 [56:48<3:51:27, 4.36s/it]
20%|ββ | 815/4000 [56:52<3:56:44, 4.46s/it]
20%|ββ | 816/4000 [56:57<3:52:43, 4.39s/it]
20%|ββ | 817/4000 [57:01<3:50:02, 4.34s/it]
20%|ββ | 818/4000 [57:05<3:47:47, 4.30s/it]
20%|ββ | 819/4000 [57:09<3:46:11, 4.27s/it]
20%|ββ | 820/4000 [57:14<3:45:59, 4.26s/it]
{'loss': '0.6421', 'grad_norm': '0.1593', 'learning_rate': '0.000482', 'epoch': '0.1987'}
20%|ββ | 820/4000 [57:14<3:45:59, 4.26s/it]
21%|ββ | 821/4000 [57:18<3:46:30, 4.28s/it]
21%|ββ | 822/4000 [57:23<3:52:15, 4.38s/it]
21%|ββ | 823/4000 [57:27<3:50:27, 4.35s/it]
21%|ββ | 824/4000 [57:31<3:49:54, 4.34s/it]
21%|ββ | 825/4000 [57:35<3:48:31, 4.32s/it]
21%|ββ | 826/4000 [57:40<3:48:30, 4.32s/it]
21%|ββ | 827/4000 [57:44<3:47:52, 4.31s/it]
21%|ββ | 828/4000 [57:48<3:46:05, 4.28s/it]
21%|ββ | 829/4000 [57:53<3:56:48, 4.48s/it]
21%|ββ | 830/4000 [57:57<3:52:37, 4.40s/it]
{'loss': '0.6431', 'grad_norm': '0.1672', 'learning_rate': '0.0004805', 'epoch': '0.2011'}
21%|ββ | 830/4000 [57:57<3:52:37, 4.40s/it]
21%|ββ | 831/4000 [58:02<3:49:07, 4.34s/it]
21%|ββ | 832/4000 [58:06<3:46:14, 4.28s/it]
21%|ββ | 833/4000 [58:10<3:44:27, 4.25s/it]
21%|ββ | 834/4000 [58:14<3:43:39, 4.24s/it]
21%|ββ | 835/4000 [58:19<3:50:44, 4.37s/it]
21%|ββ | 836/4000 [58:23<3:51:36, 4.39s/it]
21%|ββ | 837/4000 [58:27<3:49:27, 4.35s/it]
21%|ββ | 838/4000 [58:32<3:49:00, 4.35s/it]
21%|ββ | 839/4000 [58:36<3:48:07, 4.33s/it]
21%|ββ | 840/4000 [58:40<3:48:48, 4.34s/it]
{'loss': '0.6408', 'grad_norm': '0.1539', 'learning_rate': '0.0004789', 'epoch': '0.2035'}
21%|ββ | 840/4000 [58:40<3:48:48, 4.34s/it]
21%|ββ | 841/4000 [58:45<3:46:56, 4.31s/it]
21%|ββ | 842/4000 [58:49<3:52:12, 4.41s/it]
21%|ββ | 843/4000 [58:54<3:52:03, 4.41s/it]
21%|ββ | 844/4000 [58:58<3:48:45, 4.35s/it]
21%|ββ | 845/4000 [59:02<3:46:20, 4.30s/it]
21%|ββ | 846/4000 [59:06<3:44:45, 4.28s/it]
21%|ββ | 847/4000 [59:11<3:43:36, 4.26s/it]
21%|ββ | 848/4000 [59:15<3:43:06, 4.25s/it]
21%|ββ | 849/4000 [59:20<3:53:34, 4.45s/it]
21%|βββ | 850/4000 [59:24<3:50:59, 4.40s/it]
{'loss': '0.5943', 'grad_norm': '0.14', 'learning_rate': '0.0004774', 'epoch': '0.206'}
21%|βββ | 850/4000 [59:24<3:50:59, 4.40s/it]
21%|βββ | 851/4000 [59:28<3:49:34, 4.37s/it]
21%|βββ | 852/4000 [59:33<3:50:19, 4.39s/it]
21%|βββ | 853/4000 [59:37<3:50:07, 4.39s/it]
21%|βββ | 854/4000 [59:41<3:48:16, 4.35s/it]
21%|βββ | 855/4000 [59:46<3:46:32, 4.32s/it]
21%|βββ | 856/4000 [59:50<3:50:33, 4.40s/it]
21%|βββ | 857/4000 [59:54<3:47:19, 4.34s/it]
21%|βββ | 858/4000 [59:59<3:48:42, 4.37s/it]
21%|βββ | 859/4000 [1:00:03<3:45:32, 4.31s/it]
22%|βββ | 860/4000 [1:00:07<3:43:28, 4.27s/it]
{'loss': '0.6131', 'grad_norm': '0.136', 'learning_rate': '0.0004759', 'epoch': '0.2084'}
22%|βββ | 860/4000 [1:00:07<3:43:28, 4.27s/it]
22%|βββ | 861/4000 [1:00:11<3:42:03, 4.24s/it]
22%|βββ | 862/4000 [1:00:16<3:49:05, 4.38s/it]
22%|βββ | 863/4000 [1:00:21<3:52:01, 4.44s/it]
22%|βββ | 864/4000 [1:00:25<3:49:57, 4.40s/it]
22%|βββ | 865/4000 [1:00:29<3:48:36, 4.38s/it]
22%|βββ | 866/4000 [1:00:34<3:46:59, 4.35s/it]
22%|βββ | 867/4000 [1:00:38<3:44:40, 4.30s/it]
22%|βββ | 868/4000 [1:00:42<3:42:56, 4.27s/it]
22%|βββ | 869/4000 [1:00:47<3:48:39, 4.38s/it]
22%|βββ | 870/4000 [1:00:51<3:46:05, 4.33s/it]
{'loss': '0.6394', 'grad_norm': '0.1506', 'learning_rate': '0.0004744', 'epoch': '0.2108'}
22%|βββ | 870/4000 [1:00:51<3:46:05, 4.33s/it]
22%|βββ | 871/4000 [1:00:55<3:43:53, 4.29s/it]
22%|βββ | 872/4000 [1:00:59<3:44:02, 4.30s/it]
22%|βββ | 873/4000 [1:01:04<3:42:18, 4.27s/it]
22%|βββ | 874/4000 [1:01:08<3:41:38, 4.25s/it]
22%|βββ | 875/4000 [1:01:12<3:43:16, 4.29s/it]
22%|βββ | 876/4000 [1:01:17<3:51:04, 4.44s/it]
22%|βββ | 877/4000 [1:01:21<3:48:46, 4.40s/it]
22%|βββ | 878/4000 [1:01:26<3:47:29, 4.37s/it]
22%|βββ | 879/4000 [1:01:30<3:45:50, 4.34s/it]
22%|βββ | 880/4000 [1:01:34<3:45:03, 4.33s/it]
{'loss': '0.6229', 'grad_norm': '0.1507', 'learning_rate': '0.0004729', 'epoch': '0.2132'}
22%|βββ | 880/4000 [1:01:34<3:45:03, 4.33s/it]
22%|βββ | 881/4000 [1:01:38<3:43:23, 4.30s/it]
22%|βββ | 882/4000 [1:01:43<3:41:35, 4.26s/it]
22%|βββ | 883/4000 [1:01:47<3:47:20, 4.38s/it]
22%|βββ | 884/4000 [1:01:51<3:44:30, 4.32s/it]
22%|βββ | 885/4000 [1:01:56<3:42:15, 4.28s/it]
22%|βββ | 886/4000 [1:02:00<3:41:53, 4.28s/it]
22%|βββ | 887/4000 [1:02:04<3:40:53, 4.26s/it]
22%|βββ | 888/4000 [1:02:08<3:41:00, 4.26s/it]
22%|βββ | 889/4000 [1:02:13<3:49:07, 4.42s/it]
22%|βββ | 890/4000 [1:02:17<3:46:40, 4.37s/it]
{'loss': '0.6182', 'grad_norm': '0.1306', 'learning_rate': '0.0004714', 'epoch': '0.2156'}
22%|βββ | 890/4000 [1:02:17<3:46:40, 4.37s/it]
22%|βββ | 891/4000 [1:02:22<3:46:04, 4.36s/it]
22%|βββ | 892/4000 [1:02:26<3:44:27, 4.33s/it]
22%|βββ | 893/4000 [1:02:30<3:44:48, 4.34s/it]
22%|βββ | 894/4000 [1:02:35<3:42:27, 4.30s/it]
22%|βββ | 895/4000 [1:02:39<3:40:49, 4.27s/it]
22%|βββ | 896/4000 [1:02:43<3:46:28, 4.38s/it]
22%|βββ | 897/4000 [1:02:48<3:43:20, 4.32s/it]
22%|βββ | 898/4000 [1:02:52<3:40:54, 4.27s/it]
22%|βββ | 899/4000 [1:02:56<3:39:16, 4.24s/it]
22%|βββ | 900/4000 [1:03:00<3:38:25, 4.23s/it]
{'loss': '0.614', 'grad_norm': '0.149', 'learning_rate': '0.0004698', 'epoch': '0.2181'}
22%|βββ | 900/4000 [1:03:00<3:38:25, 4.23s/it]
23%|βββ | 901/4000 [1:03:04<3:37:29, 4.21s/it]
23%|βββ | 902/4000 [1:03:08<3:37:28, 4.21s/it]
23%|βββ | 903/4000 [1:03:13<3:48:08, 4.42s/it]
23%|βββ | 904/4000 [1:03:18<3:46:45, 4.39s/it]
23%|βββ | 905/4000 [1:03:22<3:44:57, 4.36s/it]
23%|βββ | 906/4000 [1:03:26<3:44:40, 4.36s/it]
23%|βββ | 907/4000 [1:03:31<3:43:33, 4.34s/it]
23%|βββ | 908/4000 [1:03:35<3:41:25, 4.30s/it]
23%|βββ | 909/4000 [1:03:39<3:39:36, 4.26s/it]
23%|βββ | 910/4000 [1:03:44<3:44:52, 4.37s/it]
{'loss': '0.6052', 'grad_norm': '0.152', 'learning_rate': '0.0004683', 'epoch': '0.2205'}
23%|βββ | 910/4000 [1:03:44<3:44:52, 4.37s/it]
23%|βββ | 911/4000 [1:03:48<3:42:41, 4.33s/it]
23%|βββ | 912/4000 [1:03:52<3:40:24, 4.28s/it]
23%|βββ | 913/4000 [1:03:56<3:38:34, 4.25s/it]
23%|βββ | 914/4000 [1:04:00<3:37:35, 4.23s/it]
23%|βββ | 915/4000 [1:04:05<3:41:48, 4.31s/it]
23%|βββ | 916/4000 [1:04:10<3:47:35, 4.43s/it]
23%|βββ | 917/4000 [1:04:14<3:44:55, 4.38s/it]
23%|βββ | 918/4000 [1:04:18<3:43:22, 4.35s/it]
23%|βββ | 919/4000 [1:04:22<3:42:54, 4.34s/it]
23%|βββ | 920/4000 [1:04:27<3:42:23, 4.33s/it]
{'loss': '0.6114', 'grad_norm': '0.1508', 'learning_rate': '0.0004668', 'epoch': '0.2229'}
23%|βββ | 920/4000 [1:04:27<3:42:23, 4.33s/it]
23%|βββ | 921/4000 [1:04:31<3:40:01, 4.29s/it]
23%|βββ | 922/4000 [1:04:35<3:38:17, 4.26s/it]
23%|βββ | 923/4000 [1:04:40<3:48:44, 4.46s/it]
23%|βββ | 924/4000 [1:04:44<3:46:53, 4.43s/it]
23%|βββ | 925/4000 [1:04:49<3:43:38, 4.36s/it]
23%|βββ | 926/4000 [1:04:53<3:40:53, 4.31s/it]
23%|βββ | 927/4000 [1:04:57<3:38:46, 4.27s/it]
23%|βββ | 928/4000 [1:05:01<3:37:28, 4.25s/it]
23%|βββ | 929/4000 [1:05:05<3:37:18, 4.25s/it]
23%|βββ | 930/4000 [1:05:10<3:44:37, 4.39s/it]
{'loss': '0.6094', 'grad_norm': '0.1683', 'learning_rate': '0.0004653', 'epoch': '0.2253'}
23%|βββ | 930/4000 [1:05:10<3:44:37, 4.39s/it]
23%|βββ | 931/4000 [1:05:14<3:43:07, 4.36s/it]
23%|βββ | 932/4000 [1:05:19<3:42:08, 4.34s/it]
23%|βββ | 933/4000 [1:05:23<3:43:06, 4.36s/it]
23%|βββ | 934/4000 [1:05:27<3:41:42, 4.34s/it]
23%|βββ | 935/4000 [1:05:32<3:39:51, 4.30s/it]
23%|βββ | 936/4000 [1:05:36<3:41:43, 4.34s/it]
23%|βββ | 937/4000 [1:05:40<3:42:18, 4.35s/it]
23%|βββ | 938/4000 [1:05:45<3:39:46, 4.31s/it]
23%|βββ | 939/4000 [1:05:49<3:38:25, 4.28s/it]
24%|βββ | 940/4000 [1:05:53<3:37:47, 4.27s/it]
{'loss': '0.6596', 'grad_norm': '0.1666', 'learning_rate': '0.0004638', 'epoch': '0.2278'}
24%|βββ | 940/4000 [1:05:53<3:37:47, 4.27s/it]
24%|βββ | 941/4000 [1:05:57<3:37:03, 4.26s/it]
24%|βββ | 942/4000 [1:06:02<3:40:17, 4.32s/it]
24%|βββ | 943/4000 [1:06:07<3:47:54, 4.47s/it]
24%|βββ | 944/4000 [1:06:11<3:46:16, 4.44s/it]
24%|βββ | 945/4000 [1:06:15<3:44:41, 4.41s/it]
24%|βββ | 946/4000 [1:06:20<3:41:15, 4.35s/it]
24%|βββ | 947/4000 [1:06:24<3:38:45, 4.30s/it]
24%|βββ | 948/4000 [1:06:28<3:36:44, 4.26s/it]
24%|βββ | 949/4000 [1:06:32<3:35:24, 4.24s/it]
24%|βββ | 950/4000 [1:06:37<3:40:55, 4.35s/it]
{'loss': '0.5961', 'grad_norm': '0.1414', 'learning_rate': '0.0004623', 'epoch': '0.2302'}
24%|βββ | 950/4000 [1:06:37<3:40:55, 4.35s/it]
24%|βββ | 951/4000 [1:06:41<3:39:27, 4.32s/it]
24%|βββ | 952/4000 [1:06:45<3:37:29, 4.28s/it]
24%|βββ | 953/4000 [1:06:49<3:36:54, 4.27s/it]
24%|βββ | 954/4000 [1:06:54<3:36:52, 4.27s/it]
24%|βββ | 955/4000 [1:06:58<3:37:24, 4.28s/it]
24%|βββ | 956/4000 [1:07:02<3:38:12, 4.30s/it]
24%|βββ | 957/4000 [1:07:07<3:44:41, 4.43s/it]
24%|βββ | 958/4000 [1:07:11<3:41:04, 4.36s/it]
24%|βββ | 959/4000 [1:07:15<3:38:25, 4.31s/it]
24%|βββ | 960/4000 [1:07:20<3:39:04, 4.32s/it]
{'loss': '0.6108', 'grad_norm': '0.1701', 'learning_rate': '0.0004608', 'epoch': '0.2326'}
24%|βββ | 960/4000 [1:07:20<3:39:04, 4.32s/it]
24%|βββ | 961/4000 [1:07:24<3:37:16, 4.29s/it]
24%|βββ | 962/4000 [1:07:28<3:36:34, 4.28s/it]
24%|βββ | 963/4000 [1:07:32<3:35:28, 4.26s/it]
24%|βββ | 964/4000 [1:07:37<3:40:45, 4.36s/it]
24%|βββ | 965/4000 [1:07:41<3:38:05, 4.31s/it]
24%|βββ | 966/4000 [1:07:46<3:38:42, 4.33s/it]
24%|βββ | 967/4000 [1:07:50<3:37:51, 4.31s/it]
24%|βββ | 968/4000 [1:07:54<3:37:41, 4.31s/it]
24%|βββ | 969/4000 [1:07:59<3:39:12, 4.34s/it]
24%|βββ | 970/4000 [1:08:03<3:45:44, 4.47s/it]
{'loss': '0.5866', 'grad_norm': '0.1793', 'learning_rate': '0.0004592', 'epoch': '0.235'}
24%|βββ | 970/4000 [1:08:03<3:45:44, 4.47s/it]
24%|βββ | 971/4000 [1:08:08<3:41:43, 4.39s/it]
24%|βββ | 972/4000 [1:08:12<3:39:32, 4.35s/it]
24%|βββ | 973/4000 [1:08:16<3:37:06, 4.30s/it]
24%|βββ | 974/4000 [1:08:20<3:35:54, 4.28s/it]
24%|βββ | 975/4000 [1:08:24<3:34:29, 4.25s/it]
24%|βββ | 976/4000 [1:08:29<3:33:21, 4.23s/it]
24%|βββ | 977/4000 [1:08:33<3:39:25, 4.36s/it]
24%|βββ | 978/4000 [1:08:38<3:39:12, 4.35s/it]
24%|βββ | 979/4000 [1:08:42<3:39:31, 4.36s/it]
24%|βββ | 980/4000 [1:08:46<3:38:16, 4.34s/it]
{'loss': '0.5984', 'grad_norm': '0.1629', 'learning_rate': '0.0004577', 'epoch': '0.2375'}
24%|βββ | 980/4000 [1:08:46<3:38:16, 4.34s/it]
25%|βββ | 981/4000 [1:08:51<3:37:43, 4.33s/it]
25%|βββ | 982/4000 [1:08:55<3:36:46, 4.31s/it]
25%|βββ | 983/4000 [1:08:59<3:35:29, 4.29s/it]
25%|βββ | 984/4000 [1:09:04<3:40:05, 4.38s/it]
25%|βββ | 985/4000 [1:09:08<3:37:05, 4.32s/it]
25%|βββ | 986/4000 [1:09:12<3:34:49, 4.28s/it]
25%|βββ | 987/4000 [1:09:16<3:34:28, 4.27s/it]
25%|βββ | 988/4000 [1:09:21<3:36:21, 4.31s/it]
25%|βββ | 989/4000 [1:09:25<3:35:07, 4.29s/it]
25%|βββ | 990/4000 [1:09:29<3:36:32, 4.32s/it]
{'loss': '0.6663', 'grad_norm': '0.1632', 'learning_rate': '0.0004562', 'epoch': '0.2399'}
25%|βββ | 990/4000 [1:09:29<3:36:32, 4.32s/it]
25%|βββ | 991/4000 [1:09:34<3:40:24, 4.40s/it]
25%|βββ | 992/4000 [1:09:38<3:37:22, 4.34s/it]
25%|βββ | 993/4000 [1:09:42<3:34:34, 4.28s/it]
25%|βββ | 994/4000 [1:09:46<3:32:50, 4.25s/it]
25%|βββ | 995/4000 [1:09:51<3:31:39, 4.23s/it]
25%|βββ | 996/4000 [1:09:55<3:30:56, 4.21s/it]
25%|βββ | 997/4000 [1:09:59<3:36:43, 4.33s/it]
25%|βββ | 998/4000 [1:10:04<3:34:22, 4.28s/it]
25%|βββ | 999/4000 [1:10:08<3:32:22, 4.25s/it]
25%|βββ | 1000/4000 [1:10:12<3:31:16, 4.23s/it]
{'loss': '0.5965', 'grad_norm': '0.1698', 'learning_rate': '0.0004547', 'epoch': '0.2423'}
25%|βββ | 1000/4000 [1:10:12<3:31:16, 4.23s/it]
25%|βββ | 1001/4000 [1:10:16<3:30:00, 4.20s/it]
25%|βββ | 1002/4000 [1:10:20<3:29:21, 4.19s/it]
25%|βββ | 1003/4000 [1:10:25<3:31:30, 4.23s/it]
25%|βββ | 1004/4000 [1:10:29<3:35:56, 4.32s/it]
25%|βββ | 1005/4000 [1:10:33<3:33:28, 4.28s/it]
25%|βββ | 1006/4000 [1:10:37<3:31:30, 4.24s/it]
25%|βββ | 1007/4000 [1:10:42<3:30:08, 4.21s/it]
25%|βββ | 1008/4000 [1:10:46<3:29:17, 4.20s/it]
25%|βββ | 1009/4000 [1:10:50<3:28:38, 4.19s/it]
25%|βββ | 1010/4000 [1:10:54<3:28:24, 4.18s/it]
{'loss': '0.6223', 'grad_norm': '0.1658', 'learning_rate': '0.0004532', 'epoch': '0.2447'}
25%|βββ | 1010/4000 [1:10:54<3:28:24, 4.18s/it]
25%|βββ | 1011/4000 [1:10:59<3:34:11, 4.30s/it]
25%|βββ | 1012/4000 [1:11:03<3:32:00, 4.26s/it]
25%|βββ | 1013/4000 [1:11:07<3:30:35, 4.23s/it]
25%|βββ | 1014/4000 [1:11:11<3:29:18, 4.21s/it]
25%|βββ | 1015/4000 [1:11:15<3:28:14, 4.19s/it]
25%|βββ | 1016/4000 [1:11:19<3:27:55, 4.18s/it]
25%|βββ | 1017/4000 [1:11:24<3:34:00, 4.30s/it]
25%|βββ | 1018/4000 [1:11:28<3:31:23, 4.25s/it]
25%|βββ | 1019/4000 [1:11:32<3:30:00, 4.23s/it]
26%|βββ | 1020/4000 [1:11:36<3:28:57, 4.21s/it]
{'loss': '0.5967', 'grad_norm': '0.1394', 'learning_rate': '0.0004517', 'epoch': '0.2471'}
26%|βββ | 1020/4000 [1:11:36<3:28:57, 4.21s/it]
26%|βββ | 1021/4000 [1:11:41<3:28:26, 4.20s/it]
26%|βββ | 1022/4000 [1:11:45<3:28:07, 4.19s/it]
26%|βββ | 1023/4000 [1:11:49<3:27:41, 4.19s/it]
26%|βββ | 1024/4000 [1:11:54<3:33:08, 4.30s/it]
26%|βββ | 1025/4000 [1:11:58<3:30:59, 4.26s/it]
26%|βββ | 1026/4000 [1:12:02<3:29:34, 4.23s/it]
26%|βββ | 1027/4000 [1:12:06<3:28:48, 4.21s/it]
26%|βββ | 1028/4000 [1:12:10<3:27:57, 4.20s/it]
26%|βββ | 1029/4000 [1:12:14<3:27:52, 4.20s/it]
26%|βββ | 1030/4000 [1:12:19<3:27:18, 4.19s/it]
{'loss': '0.6391', 'grad_norm': '0.1589', 'learning_rate': '0.0004502', 'epoch': '0.2496'}
26%|βββ | 1030/4000 [1:12:19<3:27:18, 4.19s/it]
26%|βββ | 1031/4000 [1:12:23<3:32:38, 4.30s/it]
26%|βββ | 1032/4000 [1:12:27<3:30:38, 4.26s/it]
26%|βββ | 1033/4000 [1:12:31<3:29:06, 4.23s/it]
26%|βββ | 1034/4000 [1:12:36<3:28:13, 4.21s/it]
26%|βββ | 1035/4000 [1:12:40<3:27:22, 4.20s/it]
26%|βββ | 1036/4000 [1:12:44<3:26:48, 4.19s/it]
26%|βββ | 1037/4000 [1:12:48<3:26:25, 4.18s/it]
26%|βββ | 1038/4000 [1:12:53<3:31:27, 4.28s/it]
26%|βββ | 1039/4000 [1:12:57<3:29:32, 4.25s/it]
26%|βββ | 1040/4000 [1:13:01<3:28:20, 4.22s/it]
{'loss': '0.5962', 'grad_norm': '0.1483', 'learning_rate': '0.0004486', 'epoch': '0.252'}
26%|βββ | 1040/4000 [1:13:01<3:28:20, 4.22s/it]
26%|βββ | 1041/4000 [1:13:05<3:28:02, 4.22s/it]
26%|βββ | 1042/4000 [1:13:09<3:27:18, 4.21s/it]
26%|βββ | 1043/4000 [1:13:14<3:26:32, 4.19s/it]
26%|βββ | 1044/4000 [1:13:18<3:29:26, 4.25s/it]
26%|βββ | 1045/4000 [1:13:22<3:30:58, 4.28s/it]
26%|βββ | 1046/4000 [1:13:26<3:29:14, 4.25s/it]
26%|βββ | 1047/4000 [1:13:31<3:30:29, 4.28s/it]
26%|βββ | 1048/4000 [1:13:35<3:28:37, 4.24s/it]
26%|βββ | 1049/4000 [1:13:39<3:27:17, 4.21s/it]
26%|βββ | 1050/4000 [1:13:43<3:26:28, 4.20s/it]
{'loss': '0.634', 'grad_norm': '0.1758', 'learning_rate': '0.0004471', 'epoch': '0.2544'}
26%|βββ | 1050/4000 [1:13:43<3:26:28, 4.20s/it]
26%|βββ | 1051/4000 [1:13:48<3:31:17, 4.30s/it]
26%|βββ | 1052/4000 [1:13:52<3:29:30, 4.26s/it]
26%|βββ | 1053/4000 [1:13:56<3:28:15, 4.24s/it]
26%|βββ | 1054/4000 [1:14:00<3:27:14, 4.22s/it]
26%|βββ | 1055/4000 [1:14:05<3:28:07, 4.24s/it]
26%|βββ | 1056/4000 [1:14:09<3:28:43, 4.25s/it]
26%|βββ | 1057/4000 [1:14:13<3:27:08, 4.22s/it]
26%|βββ | 1058/4000 [1:14:18<3:32:01, 4.32s/it]
26%|βββ | 1059/4000 [1:14:22<3:29:40, 4.28s/it]
26%|βββ | 1060/4000 [1:14:26<3:27:55, 4.24s/it]
{'loss': '0.5492', 'grad_norm': '0.1251', 'learning_rate': '0.0004456', 'epoch': '0.2568'}
26%|βββ | 1060/4000 [1:14:26<3:27:55, 4.24s/it]
27%|βββ | 1061/4000 [1:14:30<3:26:32, 4.22s/it]
27%|βββ | 1062/4000 [1:14:34<3:25:39, 4.20s/it]
27%|βββ | 1063/4000 [1:14:38<3:25:30, 4.20s/it]
27%|βββ | 1064/4000 [1:14:43<3:24:50, 4.19s/it]
27%|βββ | 1065/4000 [1:14:47<3:30:17, 4.30s/it]
27%|βββ | 1066/4000 [1:14:51<3:28:07, 4.26s/it]
27%|βββ | 1067/4000 [1:14:55<3:26:47, 4.23s/it]
27%|βββ | 1068/4000 [1:15:00<3:25:46, 4.21s/it]
27%|βββ | 1069/4000 [1:15:04<3:24:54, 4.19s/it]
27%|βββ | 1070/4000 [1:15:08<3:24:18, 4.18s/it]
{'loss': '0.5665', 'grad_norm': '0.1419', 'learning_rate': '0.0004441', 'epoch': '0.2593'}
27%|βββ | 1070/4000 [1:15:08<3:24:18, 4.18s/it]
27%|βββ | 1071/4000 [1:15:13<3:29:25, 4.29s/it]
27%|βββ | 1072/4000 [1:15:17<3:27:34, 4.25s/it]
27%|βββ | 1073/4000 [1:15:21<3:26:40, 4.24s/it]
27%|βββ | 1074/4000 [1:15:25<3:25:27, 4.21s/it]
27%|βββ | 1075/4000 [1:15:29<3:24:49, 4.20s/it]
27%|βββ | 1076/4000 [1:15:33<3:24:21, 4.19s/it]
27%|βββ | 1077/4000 [1:15:38<3:24:22, 4.20s/it]
27%|βββ | 1078/4000 [1:15:42<3:29:11, 4.30s/it]
27%|βββ | 1079/4000 [1:15:46<3:27:32, 4.26s/it]
27%|βββ | 1080/4000 [1:15:50<3:25:56, 4.23s/it]
{'loss': '0.5894', 'grad_norm': '0.1408', 'learning_rate': '0.0004426', 'epoch': '0.2617'}
27%|βββ | 1080/4000 [1:15:50<3:25:56, 4.23s/it]
27%|βββ | 1081/4000 [1:15:55<3:24:53, 4.21s/it]
27%|βββ | 1082/4000 [1:15:59<3:23:50, 4.19s/it]
27%|βββ | 1083/4000 [1:16:03<3:23:21, 4.18s/it]
27%|βββ | 1084/4000 [1:16:07<3:23:32, 4.19s/it]
27%|βββ | 1085/4000 [1:16:12<3:28:26, 4.29s/it]
27%|βββ | 1086/4000 [1:16:16<3:26:16, 4.25s/it]
27%|βββ | 1087/4000 [1:16:20<3:24:48, 4.22s/it]
27%|βββ | 1088/4000 [1:16:24<3:23:57, 4.20s/it]
27%|βββ | 1089/4000 [1:16:28<3:23:45, 4.20s/it]
27%|βββ | 1090/4000 [1:16:33<3:23:45, 4.20s/it]
{'loss': '0.5948', 'grad_norm': '0.1558', 'learning_rate': '0.0004411', 'epoch': '0.2641'}
27%|βββ | 1090/4000 [1:16:33<3:23:45, 4.20s/it]
27%|βββ | 1091/4000 [1:16:37<3:26:06, 4.25s/it]
27%|βββ | 1092/4000 [1:16:41<3:27:25, 4.28s/it]
27%|βββ | 1093/4000 [1:16:45<3:25:39, 4.24s/it]
27%|βββ | 1094/4000 [1:16:50<3:24:21, 4.22s/it]
27%|βββ | 1095/4000 [1:16:54<3:23:10, 4.20s/it]
27%|βββ | 1096/4000 [1:16:58<3:22:48, 4.19s/it]
27%|βββ | 1097/4000 [1:17:02<3:22:44, 4.19s/it]
27%|βββ | 1098/4000 [1:17:07<3:28:17, 4.31s/it]
27%|βββ | 1099/4000 [1:17:11<3:26:16, 4.27s/it]
28%|βββ | 1100/4000 [1:17:15<3:24:41, 4.24s/it]
{'loss': '0.5363', 'grad_norm': '0.2345', 'learning_rate': '0.0004395', 'epoch': '0.2665'}
28%|βββ | 1100/4000 [1:17:15<3:24:41, 4.24s/it]
28%|βββ | 1101/4000 [1:17:19<3:23:34, 4.21s/it]
28%|βββ | 1102/4000 [1:17:23<3:22:49, 4.20s/it]
28%|βββ | 1103/4000 [1:17:27<3:22:32, 4.19s/it]
28%|βββ | 1104/4000 [1:17:32<3:22:08, 4.19s/it]
28%|βββ | 1105/4000 [1:17:36<3:26:39, 4.28s/it]
28%|βββ | 1106/4000 [1:17:40<3:24:41, 4.24s/it]
28%|βββ | 1107/4000 [1:17:44<3:23:28, 4.22s/it]
28%|βββ | 1108/4000 [1:17:49<3:22:22, 4.20s/it]
28%|βββ | 1109/4000 [1:17:53<3:21:30, 4.18s/it]
28%|βββ | 1110/4000 [1:17:57<3:21:02, 4.17s/it]
{'loss': '0.5761', 'grad_norm': '0.1357', 'learning_rate': '0.000438', 'epoch': '0.269'}
28%|βββ | 1110/4000 [1:17:57<3:21:02, 4.17s/it]
28%|βββ | 1111/4000 [1:18:01<3:20:43, 4.17s/it]
28%|βββ | 1112/4000 [1:18:06<3:26:13, 4.28s/it]
28%|βββ | 1113/4000 [1:18:10<3:24:13, 4.24s/it]
28%|βββ | 1114/4000 [1:18:14<3:23:01, 4.22s/it]
28%|βββ | 1115/4000 [1:18:18<3:22:10, 4.20s/it]
28%|βββ | 1116/4000 [1:18:22<3:21:41, 4.20s/it]
28%|βββ | 1117/4000 [1:18:26<3:21:20, 4.19s/it]
28%|βββ | 1118/4000 [1:18:31<3:23:45, 4.24s/it]
28%|βββ | 1119/4000 [1:18:35<3:25:22, 4.28s/it]
28%|βββ | 1120/4000 [1:18:39<3:23:31, 4.24s/it]
{'loss': '0.5042', 'grad_norm': '0.119', 'learning_rate': '0.0004365', 'epoch': '0.2714'}
28%|βββ | 1120/4000 [1:18:39<3:23:31, 4.24s/it]
28%|βββ | 1121/4000 [1:18:44<3:22:14, 4.21s/it]
28%|βββ | 1122/4000 [1:18:48<3:21:13, 4.20s/it]
28%|βββ | 1123/4000 [1:18:52<3:20:30, 4.18s/it]
28%|βββ | 1124/4000 [1:18:56<3:23:00, 4.24s/it]
28%|βββ | 1125/4000 [1:19:01<3:27:01, 4.32s/it]
28%|βββ | 1126/4000 [1:19:05<3:24:39, 4.27s/it]
28%|βββ | 1127/4000 [1:19:09<3:22:43, 4.23s/it]
28%|βββ | 1128/4000 [1:19:13<3:21:34, 4.21s/it]
28%|βββ | 1129/4000 [1:19:17<3:20:55, 4.20s/it]
28%|βββ | 1130/4000 [1:19:22<3:20:33, 4.19s/it]
{'loss': '0.6019', 'grad_norm': '0.1415', 'learning_rate': '0.000435', 'epoch': '0.2738'}
28%|βββ | 1130/4000 [1:19:22<3:20:33, 4.19s/it]
28%|βββ | 1131/4000 [1:19:26<3:19:55, 4.18s/it]
28%|βββ | 1132/4000 [1:19:30<3:25:01, 4.29s/it]
28%|βββ | 1133/4000 [1:19:34<3:23:10, 4.25s/it]
28%|βββ | 1134/4000 [1:19:39<3:21:44, 4.22s/it]
28%|βββ | 1135/4000 [1:19:43<3:20:48, 4.21s/it]
28%|βββ | 1136/4000 [1:19:47<3:19:42, 4.18s/it]
28%|βββ | 1137/4000 [1:19:51<3:19:15, 4.18s/it]
28%|βββ | 1138/4000 [1:19:55<3:19:04, 4.17s/it]
28%|βββ | 1139/4000 [1:20:00<3:24:02, 4.28s/it]
28%|βββ | 1140/4000 [1:20:04<3:22:04, 4.24s/it]
{'loss': '0.5809', 'grad_norm': '0.1289', 'learning_rate': '0.0004335', 'epoch': '0.2762'}
28%|βββ | 1140/4000 [1:20:04<3:22:04, 4.24s/it]
29%|βββ | 1141/4000 [1:20:08<3:20:53, 4.22s/it]
29%|βββ | 1142/4000 [1:20:12<3:19:56, 4.20s/it]
29%|βββ | 1143/4000 [1:20:16<3:18:57, 4.18s/it]
29%|βββ | 1144/4000 [1:20:20<3:18:23, 4.17s/it]
29%|βββ | 1145/4000 [1:20:25<3:20:43, 4.22s/it]
29%|βββ | 1146/4000 [1:20:29<3:22:21, 4.25s/it]
29%|βββ | 1147/4000 [1:20:33<3:20:44, 4.22s/it]
29%|βββ | 1148/4000 [1:20:37<3:19:33, 4.20s/it]
29%|βββ | 1149/4000 [1:20:42<3:18:51, 4.18s/it]
29%|βββ | 1150/4000 [1:20:46<3:18:19, 4.18s/it]
{'loss': '0.5696', 'grad_norm': '0.1419', 'learning_rate': '0.000432', 'epoch': '0.2786'}
29%|βββ | 1150/4000 [1:20:46<3:18:19, 4.18s/it]
29%|βββ | 1151/4000 [1:20:50<3:17:59, 4.17s/it]
29%|βββ | 1152/4000 [1:20:54<3:23:10, 4.28s/it]
29%|βββ | 1153/4000 [1:20:59<3:21:13, 4.24s/it]
29%|βββ | 1154/4000 [1:21:03<3:19:54, 4.21s/it]
29%|βββ | 1155/4000 [1:21:07<3:18:54, 4.19s/it]
29%|βββ | 1156/4000 [1:21:11<3:18:08, 4.18s/it]
29%|βββ | 1157/4000 [1:21:15<3:17:38, 4.17s/it]
29%|βββ | 1158/4000 [1:21:19<3:17:23, 4.17s/it]
29%|βββ | 1159/4000 [1:21:24<3:22:44, 4.28s/it]
29%|βββ | 1160/4000 [1:21:28<3:20:43, 4.24s/it]
{'loss': '0.5416', 'grad_norm': '0.1512', 'learning_rate': '0.0004305', 'epoch': '0.2811'}
29%|βββ | 1160/4000 [1:21:28<3:20:43, 4.24s/it]
29%|βββ | 1161/4000 [1:21:32<3:19:19, 4.21s/it]
29%|βββ | 1162/4000 [1:21:36<3:18:27, 4.20s/it]
29%|βββ | 1163/4000 [1:21:40<3:17:48, 4.18s/it]
29%|βββ | 1164/4000 [1:21:45<3:17:17, 4.17s/it]
29%|βββ | 1165/4000 [1:21:49<3:16:48, 4.17s/it]
29%|βββ | 1166/4000 [1:21:53<3:22:26, 4.29s/it]
29%|βββ | 1167/4000 [1:21:57<3:20:54, 4.25s/it]
29%|βββ | 1168/4000 [1:22:02<3:19:58, 4.24s/it]
29%|βββ | 1169/4000 [1:22:06<3:18:47, 4.21s/it]
29%|βββ | 1170/4000 [1:22:10<3:17:49, 4.19s/it]
{'loss': '0.5622', 'grad_norm': '0.1497', 'learning_rate': '0.0004289', 'epoch': '0.2835'}
29%|βββ | 1170/4000 [1:22:10<3:17:49, 4.19s/it]
29%|βββ | 1171/4000 [1:22:14<3:17:13, 4.18s/it]
29%|βββ | 1172/4000 [1:22:19<3:21:58, 4.29s/it]
29%|βββ | 1173/4000 [1:22:23<3:20:18, 4.25s/it]
29%|βββ | 1174/4000 [1:22:27<3:18:46, 4.22s/it]
29%|βββ | 1175/4000 [1:22:31<3:17:43, 4.20s/it]
29%|βββ | 1176/4000 [1:22:35<3:17:01, 4.19s/it]
29%|βββ | 1177/4000 [1:22:39<3:16:36, 4.18s/it]
29%|βββ | 1178/4000 [1:22:44<3:16:44, 4.18s/it]
29%|βββ | 1179/4000 [1:22:48<3:22:28, 4.31s/it]
30%|βββ | 1180/4000 [1:22:52<3:20:41, 4.27s/it]
{'loss': '0.6044', 'grad_norm': '0.1439', 'learning_rate': '0.0004274', 'epoch': '0.2859'}
30%|βββ | 1180/4000 [1:22:52<3:20:41, 4.27s/it]
30%|βββ | 1181/4000 [1:22:57<3:18:56, 4.23s/it]
30%|βββ | 1182/4000 [1:23:01<3:17:52, 4.21s/it]
30%|βββ | 1183/4000 [1:23:05<3:17:08, 4.20s/it]
30%|βββ | 1184/4000 [1:23:09<3:16:52, 4.19s/it]
30%|βββ | 1185/4000 [1:23:13<3:16:52, 4.20s/it]
30%|βββ | 1186/4000 [1:23:18<3:21:37, 4.30s/it]
30%|βββ | 1187/4000 [1:23:22<3:19:35, 4.26s/it]
30%|βββ | 1188/4000 [1:23:26<3:17:59, 4.22s/it]
30%|βββ | 1189/4000 [1:23:30<3:16:59, 4.20s/it]
30%|βββ | 1190/4000 [1:23:34<3:16:08, 4.19s/it]
{'loss': '0.5693', 'grad_norm': '0.153', 'learning_rate': '0.0004259', 'epoch': '0.2883'}
30%|βββ | 1190/4000 [1:23:34<3:16:08, 4.19s/it]
30%|βββ | 1191/4000 [1:23:39<3:15:39, 4.18s/it]
30%|βββ | 1192/4000 [1:23:43<3:15:28, 4.18s/it]
30%|βββ | 1193/4000 [1:23:47<3:20:37, 4.29s/it]
30%|βββ | 1194/4000 [1:23:51<3:18:51, 4.25s/it]
30%|βββ | 1195/4000 [1:23:56<3:17:26, 4.22s/it]
30%|βββ | 1196/4000 [1:24:00<3:16:29, 4.20s/it]
30%|βββ | 1197/4000 [1:24:04<3:15:49, 4.19s/it]
30%|βββ | 1198/4000 [1:24:08<3:15:22, 4.18s/it]
30%|βββ | 1199/4000 [1:24:13<3:20:43, 4.30s/it]
30%|βββ | 1200/4000 [1:24:17<3:18:41, 4.26s/it]
{'loss': '0.5716', 'grad_norm': '0.1361', 'learning_rate': '0.0004244', 'epoch': '0.2908'}
30%|βββ | 1200/4000 [1:24:17<3:18:41, 4.26s/it]
30%|βββ | 1201/4000 [1:24:21<3:17:18, 4.23s/it]
30%|βββ | 1202/4000 [1:24:25<3:16:15, 4.21s/it]
30%|βββ | 1203/4000 [1:24:29<3:15:29, 4.19s/it]
30%|βββ | 1204/4000 [1:24:33<3:14:50, 4.18s/it]
30%|βββ | 1205/4000 [1:24:38<3:14:28, 4.17s/it]
30%|βββ | 1206/4000 [1:24:42<3:19:28, 4.28s/it]
30%|βββ | 1207/4000 [1:24:46<3:17:47, 4.25s/it]
30%|βββ | 1208/4000 [1:24:51<3:16:19, 4.22s/it]
30%|βββ | 1209/4000 [1:24:55<3:15:17, 4.20s/it]
30%|βββ | 1210/4000 [1:24:59<3:14:36, 4.18s/it]
{'loss': '0.5381', 'grad_norm': '0.1753', 'learning_rate': '0.0004229', 'epoch': '0.2932'}
30%|βββ | 1210/4000 [1:24:59<3:14:36, 4.18s/it]
30%|βββ | 1211/4000 [1:25:03<3:14:05, 4.18s/it]
30%|βββ | 1212/4000 [1:25:07<3:13:43, 4.17s/it]
30%|βββ | 1213/4000 [1:25:12<3:18:58, 4.28s/it]
30%|βββ | 1214/4000 [1:25:16<3:17:14, 4.25s/it]
30%|βββ | 1215/4000 [1:25:20<3:15:55, 4.22s/it]
30%|βββ | 1216/4000 [1:25:24<3:15:07, 4.21s/it]
30%|βββ | 1217/4000 [1:25:28<3:14:18, 4.19s/it]
30%|βββ | 1218/4000 [1:25:32<3:13:48, 4.18s/it]
30%|βββ | 1219/4000 [1:25:37<3:16:05, 4.23s/it]
30%|βββ | 1220/4000 [1:25:41<3:17:36, 4.27s/it]
{'loss': '0.5334', 'grad_norm': '0.1509', 'learning_rate': '0.0004214', 'epoch': '0.2956'}
30%|βββ | 1220/4000 [1:25:41<3:17:36, 4.27s/it]
31%|βββ | 1221/4000 [1:25:45<3:16:02, 4.23s/it]
31%|βββ | 1222/4000 [1:25:50<3:15:23, 4.22s/it]
31%|βββ | 1223/4000 [1:25:54<3:14:59, 4.21s/it]
31%|βββ | 1224/4000 [1:25:58<3:13:58, 4.19s/it]
31%|βββ | 1225/4000 [1:26:02<3:13:32, 4.18s/it]
31%|βββ | 1226/4000 [1:26:07<3:18:29, 4.29s/it]
31%|βββ | 1227/4000 [1:26:11<3:16:28, 4.25s/it]
31%|βββ | 1228/4000 [1:26:15<3:15:00, 4.22s/it]
31%|βββ | 1229/4000 [1:26:19<3:13:43, 4.19s/it]
31%|βββ | 1230/4000 [1:26:23<3:12:57, 4.18s/it]
{'loss': '0.5645', 'grad_norm': '0.132', 'learning_rate': '0.0004198', 'epoch': '0.298'}
31%|βββ | 1230/4000 [1:26:23<3:12:57, 4.18s/it]
31%|βββ | 1231/4000 [1:26:27<3:12:27, 4.17s/it]
31%|βββ | 1232/4000 [1:26:31<3:12:04, 4.16s/it]
31%|βββ | 1233/4000 [1:26:36<3:16:45, 4.27s/it]
31%|βββ | 1234/4000 [1:26:40<3:15:06, 4.23s/it]
31%|βββ | 1235/4000 [1:26:44<3:13:55, 4.21s/it]
31%|βββ | 1236/4000 [1:26:48<3:12:59, 4.19s/it]
31%|βββ | 1237/4000 [1:26:53<3:12:23, 4.18s/it]
31%|βββ | 1238/4000 [1:26:57<3:12:04, 4.17s/it]
31%|βββ | 1239/4000 [1:27:01<3:11:49, 4.17s/it]
31%|βββ | 1240/4000 [1:27:05<3:16:50, 4.28s/it]
{'loss': '0.5638', 'grad_norm': '0.1434', 'learning_rate': '0.0004183', 'epoch': '0.3005'}
31%|βββ | 1240/4000 [1:27:05<3:16:50, 4.28s/it]
31%|βββ | 1241/4000 [1:27:10<3:15:12, 4.25s/it]
31%|βββ | 1242/4000 [1:27:14<3:14:02, 4.22s/it]
31%|βββ | 1243/4000 [1:27:18<3:13:06, 4.20s/it]
31%|βββ | 1244/4000 [1:27:22<3:12:21, 4.19s/it]
31%|βββ | 1245/4000 [1:27:26<3:11:58, 4.18s/it]
31%|βββ | 1246/4000 [1:27:31<3:14:23, 4.24s/it]
31%|βββ | 1247/4000 [1:27:35<3:15:48, 4.27s/it]
31%|βββ | 1248/4000 [1:27:39<3:14:10, 4.23s/it]
31%|βββ | 1249/4000 [1:27:43<3:13:11, 4.21s/it]
31%|ββββ | 1250/4000 [1:27:47<3:12:14, 4.19s/it]
{'loss': '0.5903', 'grad_norm': '0.135', 'learning_rate': '0.0004168', 'epoch': '0.3029'}
31%|ββββ | 1250/4000 [1:27:47<3:12:14, 4.19s/it]
31%|ββββ | 1251/4000 [1:27:52<3:11:32, 4.18s/it]
31%|ββββ | 1252/4000 [1:27:56<3:11:20, 4.18s/it]
31%|ββββ | 1253/4000 [1:28:00<3:16:29, 4.29s/it]
31%|ββββ | 1254/4000 [1:28:04<3:14:34, 4.25s/it]
31%|ββββ | 1255/4000 [1:28:09<3:13:09, 4.22s/it]
31%|ββββ | 1256/4000 [1:28:13<3:12:15, 4.20s/it]
31%|ββββ | 1257/4000 [1:28:17<3:11:23, 4.19s/it]
31%|ββββ | 1258/4000 [1:28:21<3:10:46, 4.17s/it]
31%|ββββ | 1259/4000 [1:28:25<3:10:13, 4.16s/it]
32%|ββββ | 1260/4000 [1:28:30<3:15:17, 4.28s/it]
{'loss': '0.5562', 'grad_norm': '0.1464', 'learning_rate': '0.0004153', 'epoch': '0.3053'}
32%|ββββ | 1260/4000 [1:28:30<3:15:17, 4.28s/it]
32%|ββββ | 1261/4000 [1:28:34<3:13:37, 4.24s/it]
32%|ββββ | 1262/4000 [1:28:38<3:12:33, 4.22s/it]
32%|ββββ | 1263/4000 [1:28:42<3:11:38, 4.20s/it]
32%|ββββ | 1264/4000 [1:28:46<3:11:11, 4.19s/it]
32%|ββββ | 1265/4000 [1:28:51<3:10:40, 4.18s/it]
32%|ββββ | 1266/4000 [1:28:55<3:10:19, 4.18s/it]
32%|ββββ | 1267/4000 [1:28:59<3:15:34, 4.29s/it]
32%|ββββ | 1268/4000 [1:29:03<3:13:34, 4.25s/it]
32%|ββββ | 1269/4000 [1:29:08<3:11:59, 4.22s/it]
32%|ββββ | 1270/4000 [1:29:12<3:11:14, 4.20s/it]
{'loss': '0.5484', 'grad_norm': '0.1255', 'learning_rate': '0.0004138', 'epoch': '0.3077'}
32%|ββββ | 1270/4000 [1:29:12<3:11:14, 4.20s/it]
32%|ββββ | 1271/4000 [1:29:16<3:10:39, 4.19s/it]
32%|ββββ | 1272/4000 [1:29:20<3:10:05, 4.18s/it]
32%|ββββ | 1273/4000 [1:29:24<3:12:21, 4.23s/it]
32%|ββββ | 1274/4000 [1:29:29<3:13:37, 4.26s/it]
32%|ββββ | 1275/4000 [1:29:33<3:12:02, 4.23s/it]
32%|ββββ | 1276/4000 [1:29:37<3:10:52, 4.20s/it]
32%|ββββ | 1277/4000 [1:29:41<3:10:16, 4.19s/it]
32%|ββββ | 1278/4000 [1:29:45<3:09:38, 4.18s/it]
32%|ββββ | 1279/4000 [1:29:50<3:09:15, 4.17s/it]
32%|ββββ | 1280/4000 [1:29:54<3:14:27, 4.29s/it]
{'loss': '0.5281', 'grad_norm': '0.1772', 'learning_rate': '0.0004123', 'epoch': '0.3101'}
32%|ββββ | 1280/4000 [1:29:54<3:14:27, 4.29s/it]
32%|ββββ | 1281/4000 [1:29:58<3:12:35, 4.25s/it]
32%|ββββ | 1282/4000 [1:30:02<3:11:19, 4.22s/it]
32%|ββββ | 1283/4000 [1:30:07<3:10:09, 4.20s/it]
32%|ββββ | 1284/4000 [1:30:11<3:09:26, 4.18s/it]
32%|ββββ | 1285/4000 [1:30:15<3:09:02, 4.18s/it]
32%|ββββ | 1286/4000 [1:30:19<3:08:39, 4.17s/it]
32%|ββββ | 1287/4000 [1:30:24<3:13:15, 4.27s/it]
32%|ββββ | 1288/4000 [1:30:28<3:11:25, 4.24s/it]
32%|ββββ | 1289/4000 [1:30:32<3:10:37, 4.22s/it]
32%|ββββ | 1290/4000 [1:30:36<3:09:49, 4.20s/it]
{'loss': '0.5709', 'grad_norm': '0.1399', 'learning_rate': '0.0004108', 'epoch': '0.3126'}
32%|ββββ | 1290/4000 [1:30:36<3:09:49, 4.20s/it]
32%|ββββ | 1291/4000 [1:30:40<3:08:58, 4.19s/it]
32%|ββββ | 1292/4000 [1:30:44<3:08:50, 4.18s/it]
32%|ββββ | 1293/4000 [1:30:48<3:08:37, 4.18s/it]
32%|ββββ | 1294/4000 [1:30:53<3:13:00, 4.28s/it]
32%|ββββ | 1295/4000 [1:30:57<3:11:08, 4.24s/it]
32%|ββββ | 1296/4000 [1:31:01<3:09:49, 4.21s/it]
32%|ββββ | 1297/4000 [1:31:05<3:09:06, 4.20s/it]
32%|ββββ | 1298/4000 [1:31:10<3:08:33, 4.19s/it]
32%|ββββ | 1299/4000 [1:31:14<3:08:03, 4.18s/it]
32%|ββββ | 1300/4000 [1:31:18<3:13:12, 4.29s/it]
{'loss': '0.5659', 'grad_norm': '0.1292', 'learning_rate': '0.0004092', 'epoch': '0.315'}
32%|ββββ | 1300/4000 [1:31:18<3:13:12, 4.29s/it]
33%|ββββ | 1301/4000 [1:31:22<3:11:02, 4.25s/it]
33%|ββββ | 1302/4000 [1:31:27<3:09:43, 4.22s/it]
33%|ββββ | 1303/4000 [1:31:31<3:08:41, 4.20s/it]
33%|ββββ | 1304/4000 [1:31:35<3:07:56, 4.18s/it]
33%|ββββ | 1305/4000 [1:31:39<3:07:20, 4.17s/it]
33%|ββββ | 1306/4000 [1:31:43<3:07:05, 4.17s/it]
33%|ββββ | 1307/4000 [1:31:48<3:11:26, 4.27s/it]
33%|ββββ | 1308/4000 [1:31:52<3:09:45, 4.23s/it]
33%|ββββ | 1309/4000 [1:31:56<3:08:50, 4.21s/it]
33%|ββββ | 1310/4000 [1:32:00<3:08:12, 4.20s/it]
{'loss': '0.5598', 'grad_norm': '0.1478', 'learning_rate': '0.0004077', 'epoch': '0.3174'}
33%|ββββ | 1310/4000 [1:32:00<3:08:12, 4.20s/it]
33%|ββββ | 1311/4000 [1:32:04<3:07:36, 4.19s/it]
33%|ββββ | 1312/4000 [1:32:09<3:06:56, 4.17s/it]
33%|ββββ | 1313/4000 [1:32:13<3:06:32, 4.17s/it]
33%|ββββ | 1314/4000 [1:32:17<3:11:26, 4.28s/it]
33%|ββββ | 1315/4000 [1:32:21<3:09:48, 4.24s/it]
33%|ββββ | 1316/4000 [1:32:26<3:08:41, 4.22s/it]
33%|ββββ | 1317/4000 [1:32:30<3:08:08, 4.21s/it]
33%|ββββ | 1318/4000 [1:32:34<3:07:37, 4.20s/it]
33%|ββββ | 1319/4000 [1:32:38<3:07:28, 4.20s/it]
33%|ββββ | 1320/4000 [1:32:42<3:07:16, 4.19s/it]
{'loss': '0.5577', 'grad_norm': '0.1276', 'learning_rate': '0.0004062', 'epoch': '0.3198'}
33%|ββββ | 1320/4000 [1:32:42<3:07:16, 4.19s/it]
33%|ββββ | 1321/4000 [1:32:47<3:12:35, 4.31s/it]
33%|ββββ | 1322/4000 [1:32:51<3:10:50, 4.28s/it]
33%|ββββ | 1323/4000 [1:32:55<3:09:02, 4.24s/it]
33%|ββββ | 1324/4000 [1:32:59<3:08:02, 4.22s/it]
33%|ββββ | 1325/4000 [1:33:04<3:07:08, 4.20s/it]
33%|ββββ | 1326/4000 [1:33:08<3:06:27, 4.18s/it]
33%|ββββ | 1327/4000 [1:33:12<3:10:42, 4.28s/it]
33%|ββββ | 1328/4000 [1:33:16<3:08:56, 4.24s/it]
33%|ββββ | 1329/4000 [1:33:20<3:07:26, 4.21s/it]
33%|ββββ | 1330/4000 [1:33:25<3:06:31, 4.19s/it]
{'loss': '0.5051', 'grad_norm': '0.1239', 'learning_rate': '0.0004047', 'epoch': '0.3223'}
33%|ββββ | 1330/4000 [1:33:25<3:06:31, 4.19s/it]
33%|ββββ | 1331/4000 [1:33:29<3:05:53, 4.18s/it]
33%|ββββ | 1332/4000 [1:33:33<3:05:29, 4.17s/it]
33%|ββββ | 1333/4000 [1:33:37<3:05:08, 4.17s/it]
33%|ββββ | 1334/4000 [1:33:42<3:10:18, 4.28s/it]
33%|ββββ | 1335/4000 [1:33:46<3:08:34, 4.25s/it]
33%|ββββ | 1336/4000 [1:33:50<3:07:39, 4.23s/it]
33%|ββββ | 1337/4000 [1:33:54<3:06:46, 4.21s/it]
33%|ββββ | 1338/4000 [1:33:58<3:06:05, 4.19s/it]
33%|ββββ | 1339/4000 [1:34:02<3:05:37, 4.19s/it]
34%|ββββ | 1340/4000 [1:34:07<3:05:37, 4.19s/it]
{'loss': '0.5823', 'grad_norm': '0.1593', 'learning_rate': '0.0004032', 'epoch': '0.3247'}
34%|ββββ | 1340/4000 [1:34:07<3:05:37, 4.19s/it]
34%|ββββ | 1341/4000 [1:34:11<3:10:08, 4.29s/it]
34%|ββββ | 1342/4000 [1:34:15<3:08:29, 4.25s/it]
34%|ββββ | 1343/4000 [1:34:20<3:07:10, 4.23s/it]
34%|ββββ | 1344/4000 [1:34:24<3:06:25, 4.21s/it]
34%|ββββ | 1345/4000 [1:34:28<3:05:38, 4.20s/it]
34%|ββββ | 1346/4000 [1:34:32<3:04:57, 4.18s/it]
34%|ββββ | 1347/4000 [1:34:36<3:07:04, 4.23s/it]
34%|ββββ | 1348/4000 [1:34:41<3:08:25, 4.26s/it]
34%|ββββ | 1349/4000 [1:34:45<3:06:51, 4.23s/it]
34%|ββββ | 1350/4000 [1:34:49<3:05:57, 4.21s/it]
{'loss': '0.5374', 'grad_norm': '0.1937', 'learning_rate': '0.0004017', 'epoch': '0.3271'}
34%|ββββ | 1350/4000 [1:34:49<3:05:57, 4.21s/it]
34%|ββββ | 1351/4000 [1:34:53<3:05:16, 4.20s/it]
34%|ββββ | 1352/4000 [1:34:57<3:04:56, 4.19s/it]
34%|ββββ | 1353/4000 [1:35:01<3:04:29, 4.18s/it]
34%|ββββ | 1354/4000 [1:35:06<3:09:49, 4.30s/it]
34%|ββββ | 1355/4000 [1:35:10<3:08:05, 4.27s/it]
34%|ββββ | 1356/4000 [1:35:14<3:06:53, 4.24s/it]
34%|ββββ | 1357/4000 [1:35:19<3:05:48, 4.22s/it]
34%|ββββ | 1358/4000 [1:35:23<3:04:49, 4.20s/it]
34%|ββββ | 1359/4000 [1:35:27<3:04:28, 4.19s/it]
34%|ββββ | 1360/4000 [1:35:31<3:04:04, 4.18s/it]
{'loss': '0.5148', 'grad_norm': '0.1512', 'learning_rate': '0.0004002', 'epoch': '0.3295'}
34%|ββββ | 1360/4000 [1:35:31<3:04:04, 4.18s/it]
34%|ββββ | 1361/4000 [1:35:36<3:08:28, 4.29s/it]
34%|ββββ | 1362/4000 [1:35:40<3:06:54, 4.25s/it]
34%|ββββ | 1363/4000 [1:35:44<3:05:48, 4.23s/it]
34%|ββββ | 1364/4000 [1:35:48<3:04:53, 4.21s/it]
34%|ββββ | 1365/4000 [1:35:52<3:04:20, 4.20s/it]
34%|ββββ | 1366/4000 [1:35:56<3:04:03, 4.19s/it]
34%|ββββ | 1367/4000 [1:36:01<3:03:27, 4.18s/it]
34%|ββββ | 1368/4000 [1:36:05<3:08:30, 4.30s/it]
34%|ββββ | 1369/4000 [1:36:09<3:06:32, 4.25s/it]
34%|ββββ | 1370/4000 [1:36:14<3:05:21, 4.23s/it]
{'loss': '0.5666', 'grad_norm': '0.1293', 'learning_rate': '0.0003986', 'epoch': '0.332'}
34%|ββββ | 1370/4000 [1:36:14<3:05:21, 4.23s/it]
34%|ββββ | 1371/4000 [1:36:18<3:04:24, 4.21s/it]
34%|ββββ | 1372/4000 [1:36:22<3:03:47, 4.20s/it]
34%|ββββ | 1373/4000 [1:36:26<3:03:15, 4.19s/it]
34%|ββββ | 1374/4000 [1:36:30<3:05:20, 4.23s/it]
34%|ββββ | 1375/4000 [1:36:35<3:06:30, 4.26s/it]
34%|ββββ | 1376/4000 [1:36:39<3:05:02, 4.23s/it]
34%|ββββ | 1377/4000 [1:36:43<3:04:09, 4.21s/it]
34%|ββββ | 1378/4000 [1:36:47<3:03:36, 4.20s/it]
34%|ββββ | 1379/4000 [1:36:51<3:03:09, 4.19s/it]
34%|ββββ | 1380/4000 [1:36:56<3:02:41, 4.18s/it]
{'loss': '0.5444', 'grad_norm': '0.1459', 'learning_rate': '0.0003971', 'epoch': '0.3344'}
34%|ββββ | 1380/4000 [1:36:56<3:02:41, 4.18s/it]
35%|ββββ | 1381/4000 [1:37:00<3:07:06, 4.29s/it]
35%|ββββ | 1382/4000 [1:37:04<3:05:36, 4.25s/it]
35%|ββββ | 1383/4000 [1:37:08<3:04:19, 4.23s/it]
35%|ββββ | 1384/4000 [1:37:13<3:03:30, 4.21s/it]
35%|ββββ | 1385/4000 [1:37:17<3:02:49, 4.19s/it]
35%|ββββ | 1386/4000 [1:37:21<3:02:34, 4.19s/it]
35%|ββββ | 1387/4000 [1:37:25<3:02:11, 4.18s/it]
35%|ββββ | 1388/4000 [1:37:30<3:07:31, 4.31s/it]
35%|ββββ | 1389/4000 [1:37:34<3:05:43, 4.27s/it]
35%|ββββ | 1390/4000 [1:37:38<3:04:17, 4.24s/it]
{'loss': '0.5412', 'grad_norm': '0.1493', 'learning_rate': '0.0003956', 'epoch': '0.3368'}
35%|ββββ | 1390/4000 [1:37:38<3:04:17, 4.24s/it]
35%|ββββ | 1391/4000 [1:37:42<3:03:28, 4.22s/it]
35%|ββββ | 1392/4000 [1:37:46<3:02:50, 4.21s/it]
35%|ββββ | 1393/4000 [1:37:51<3:02:13, 4.19s/it]
35%|ββββ | 1394/4000 [1:37:55<3:01:49, 4.19s/it]
35%|ββββ | 1395/4000 [1:37:59<3:06:19, 4.29s/it]
35%|ββββ | 1396/4000 [1:38:03<3:04:32, 4.25s/it]
35%|ββββ | 1397/4000 [1:38:08<3:03:17, 4.23s/it]
35%|ββββ | 1398/4000 [1:38:12<3:03:07, 4.22s/it]
35%|ββββ | 1399/4000 [1:38:16<3:02:24, 4.21s/it]
35%|ββββ | 1400/4000 [1:38:20<3:01:40, 4.19s/it]
{'loss': '0.4633', 'grad_norm': '0.1313', 'learning_rate': '0.0003941', 'epoch': '0.3392'}
35%|ββββ | 1400/4000 [1:38:20<3:01:40, 4.19s/it]
35%|ββββ | 1401/4000 [1:38:24<3:03:57, 4.25s/it]
35%|ββββ | 1402/4000 [1:38:29<3:05:01, 4.27s/it]
35%|ββββ | 1403/4000 [1:38:33<3:03:36, 4.24s/it]
35%|ββββ | 1404/4000 [1:38:37<3:02:30, 4.22s/it]
35%|ββββ | 1405/4000 [1:38:41<3:01:36, 4.20s/it]
35%|ββββ | 1406/4000 [1:38:45<3:01:06, 4.19s/it]
35%|ββββ | 1407/4000 [1:38:50<3:00:54, 4.19s/it]
35%|ββββ | 1408/4000 [1:38:54<3:05:35, 4.30s/it]
35%|ββββ | 1409/4000 [1:38:58<3:03:52, 4.26s/it]
35%|ββββ | 1410/4000 [1:39:03<3:02:44, 4.23s/it]
{'loss': '0.5398', 'grad_norm': '0.1156', 'learning_rate': '0.0003926', 'epoch': '0.3416'}
35%|ββββ | 1410/4000 [1:39:03<3:02:44, 4.23s/it]
35%|ββββ | 1411/4000 [1:39:07<3:01:54, 4.22s/it]
35%|ββββ | 1412/4000 [1:39:11<3:01:19, 4.20s/it]
35%|ββββ | 1413/4000 [1:39:15<3:00:37, 4.19s/it]
35%|ββββ | 1414/4000 [1:39:19<3:00:07, 4.18s/it]
35%|ββββ | 1415/4000 [1:39:24<3:04:24, 4.28s/it]
35%|ββββ | 1416/4000 [1:39:28<3:03:04, 4.25s/it]
35%|ββββ | 1417/4000 [1:39:32<3:02:15, 4.23s/it]
35%|ββββ | 1418/4000 [1:39:36<3:01:25, 4.22s/it]
35%|ββββ | 1419/4000 [1:39:40<3:00:52, 4.20s/it]
36%|ββββ | 1420/4000 [1:39:45<3:00:18, 4.19s/it]
{'loss': '0.5687', 'grad_norm': '0.1501', 'learning_rate': '0.0003911', 'epoch': '0.3441'}
36%|ββββ | 1420/4000 [1:39:45<3:00:18, 4.19s/it]
36%|ββββ | 1421/4000 [1:39:49<2:59:46, 4.18s/it]
36%|ββββ | 1422/4000 [1:39:53<3:04:07, 4.29s/it]
36%|ββββ | 1423/4000 [1:39:57<3:02:43, 4.25s/it]
36%|ββββ | 1424/4000 [1:40:02<3:01:45, 4.23s/it]
36%|ββββ | 1425/4000 [1:40:06<3:00:46, 4.21s/it]
36%|ββββ | 1426/4000 [1:40:10<3:00:27, 4.21s/it]
36%|ββββ | 1427/4000 [1:40:14<2:59:49, 4.19s/it]
36%|ββββ | 1428/4000 [1:40:19<3:04:35, 4.31s/it]
36%|ββββ | 1429/4000 [1:40:23<3:03:11, 4.28s/it]
36%|ββββ | 1430/4000 [1:40:27<3:01:50, 4.25s/it]
{'loss': '0.5372', 'grad_norm': '0.2107', 'learning_rate': '0.0003895', 'epoch': '0.3465'}
36%|ββββ | 1430/4000 [1:40:27<3:01:50, 4.25s/it]
36%|ββββ | 1431/4000 [1:40:31<3:00:48, 4.22s/it]
36%|ββββ | 1432/4000 [1:40:35<3:00:05, 4.21s/it]
36%|ββββ | 1433/4000 [1:40:40<2:59:52, 4.20s/it]
36%|ββββ | 1434/4000 [1:40:44<2:59:05, 4.19s/it]
36%|ββββ | 1435/4000 [1:40:48<3:03:21, 4.29s/it]
36%|ββββ | 1436/4000 [1:40:53<3:01:49, 4.25s/it]
36%|ββββ | 1437/4000 [1:40:57<3:01:09, 4.24s/it]
36%|ββββ | 1438/4000 [1:41:01<3:00:21, 4.22s/it]
36%|ββββ | 1439/4000 [1:41:05<2:59:43, 4.21s/it]
36%|ββββ | 1440/4000 [1:41:09<2:59:14, 4.20s/it]
{'loss': '0.5215', 'grad_norm': '0.1397', 'learning_rate': '0.000388', 'epoch': '0.3489'}
36%|ββββ | 1440/4000 [1:41:09<2:59:14, 4.20s/it]
36%|ββββ | 1441/4000 [1:41:13<2:59:09, 4.20s/it]
36%|ββββ | 1442/4000 [1:41:18<3:03:28, 4.30s/it]
36%|ββββ | 1443/4000 [1:41:22<3:01:43, 4.26s/it]
36%|ββββ | 1444/4000 [1:41:26<3:00:29, 4.24s/it]
36%|ββββ | 1445/4000 [1:41:31<2:59:48, 4.22s/it]
36%|ββββ | 1446/4000 [1:41:35<2:59:05, 4.21s/it]
36%|ββββ | 1447/4000 [1:41:39<2:58:33, 4.20s/it]
36%|ββββ | 1448/4000 [1:41:43<2:57:53, 4.18s/it]
36%|ββββ | 1449/4000 [1:41:48<3:02:24, 4.29s/it]
36%|ββββ | 1450/4000 [1:41:52<3:00:33, 4.25s/it]
{'loss': '0.5467', 'grad_norm': '0.1459', 'learning_rate': '0.0003865', 'epoch': '0.3513'}
36%|ββββ | 1450/4000 [1:41:52<3:00:33, 4.25s/it]
36%|ββββ | 1451/4000 [1:41:56<2:59:14, 4.22s/it]
36%|ββββ | 1452/4000 [1:42:00<2:58:14, 4.20s/it]
36%|ββββ | 1453/4000 [1:42:04<2:58:03, 4.19s/it]
36%|ββββ | 1454/4000 [1:42:08<2:57:53, 4.19s/it]
36%|ββββ | 1455/4000 [1:42:13<3:03:02, 4.32s/it]
36%|ββββ | 1456/4000 [1:42:17<3:01:06, 4.27s/it]
36%|ββββ | 1457/4000 [1:42:21<2:59:43, 4.24s/it]
36%|ββββ | 1458/4000 [1:42:26<2:58:39, 4.22s/it]
36%|ββββ | 1459/4000 [1:42:30<2:57:46, 4.20s/it]
36%|ββββ | 1460/4000 [1:42:34<2:57:20, 4.19s/it]
{'loss': '0.533', 'grad_norm': '0.1424', 'learning_rate': '0.000385', 'epoch': '0.3538'}
36%|ββββ | 1460/4000 [1:42:34<2:57:20, 4.19s/it]
37%|ββββ | 1461/4000 [1:42:38<2:57:02, 4.18s/it]
37%|ββββ | 1462/4000 [1:42:42<3:00:43, 4.27s/it]
37%|ββββ | 1463/4000 [1:42:47<2:58:53, 4.23s/it]
37%|ββββ | 1464/4000 [1:42:51<2:57:42, 4.20s/it]
37%|ββββ | 1465/4000 [1:42:55<2:56:48, 4.18s/it]
37%|ββββ | 1466/4000 [1:42:59<2:56:23, 4.18s/it]
37%|ββββ | 1467/4000 [1:43:03<2:55:52, 4.17s/it]
37%|ββββ | 1468/4000 [1:43:07<2:55:33, 4.16s/it]
37%|ββββ | 1469/4000 [1:43:12<3:00:10, 4.27s/it]
37%|ββββ | 1470/4000 [1:43:16<2:58:41, 4.24s/it]
{'loss': '0.5525', 'grad_norm': '0.1409', 'learning_rate': '0.0003835', 'epoch': '0.3562'}
37%|ββββ | 1470/4000 [1:43:16<2:58:41, 4.24s/it]
37%|ββββ | 1471/4000 [1:43:20<2:57:29, 4.21s/it]
37%|ββββ | 1472/4000 [1:43:24<2:56:41, 4.19s/it]
37%|ββββ | 1473/4000 [1:43:28<2:56:03, 4.18s/it]
37%|ββββ | 1474/4000 [1:43:33<2:55:55, 4.18s/it]
37%|ββββ | 1475/4000 [1:43:37<2:58:04, 4.23s/it]
37%|ββββ | 1476/4000 [1:43:41<2:59:05, 4.26s/it]
37%|ββββ | 1477/4000 [1:43:45<2:57:52, 4.23s/it]
37%|ββββ | 1478/4000 [1:43:50<2:56:55, 4.21s/it]
37%|ββββ | 1479/4000 [1:43:54<2:56:22, 4.20s/it]
37%|ββββ | 1480/4000 [1:43:58<2:56:01, 4.19s/it]
{'loss': '0.5515', 'grad_norm': '0.1436', 'learning_rate': '0.000382', 'epoch': '0.3586'}
37%|ββββ | 1480/4000 [1:43:58<2:56:01, 4.19s/it]
37%|ββββ | 1481/4000 [1:44:02<2:55:44, 4.19s/it]
37%|ββββ | 1482/4000 [1:44:07<2:59:57, 4.29s/it]
37%|ββββ | 1483/4000 [1:44:11<2:58:25, 4.25s/it]
37%|ββββ | 1484/4000 [1:44:15<2:57:21, 4.23s/it]
37%|ββββ | 1485/4000 [1:44:19<2:56:15, 4.20s/it]
37%|ββββ | 1486/4000 [1:44:23<2:55:21, 4.18s/it]
37%|ββββ | 1487/4000 [1:44:27<2:54:59, 4.18s/it]
37%|ββββ | 1488/4000 [1:44:32<2:54:30, 4.17s/it]
37%|ββββ | 1489/4000 [1:44:36<2:58:47, 4.27s/it]
37%|ββββ | 1490/4000 [1:44:40<2:57:02, 4.23s/it]
{'loss': '0.499', 'grad_norm': '0.1194', 'learning_rate': '0.0003805', 'epoch': '0.361'}
37%|ββββ | 1490/4000 [1:44:40<2:57:02, 4.23s/it]
37%|ββββ | 1491/4000 [1:44:44<2:56:11, 4.21s/it]
37%|ββββ | 1492/4000 [1:44:49<2:55:21, 4.20s/it]
37%|ββββ | 1493/4000 [1:44:53<2:54:29, 4.18s/it]
37%|ββββ | 1494/4000 [1:44:57<2:54:00, 4.17s/it]
37%|ββββ | 1495/4000 [1:45:01<2:53:47, 4.16s/it]
37%|ββββ | 1496/4000 [1:45:06<2:58:02, 4.27s/it]
37%|ββββ | 1497/4000 [1:45:10<2:56:20, 4.23s/it]
37%|ββββ | 1498/4000 [1:45:14<2:55:11, 4.20s/it]
37%|ββββ | 1499/4000 [1:45:18<2:54:31, 4.19s/it]
38%|ββββ | 1500/4000 [1:45:22<2:53:50, 4.17s/it]
{'loss': '0.5304', 'grad_norm': '0.1319', 'learning_rate': '0.0003789', 'epoch': '0.3634'}
38%|ββββ | 1500/4000 [1:45:22<2:53:50, 4.17s/it]
38%|ββββ | 1501/4000 [1:45:26<2:53:21, 4.16s/it]
38%|ββββ | 1502/4000 [1:45:30<2:52:59, 4.16s/it]
38%|ββββ | 1503/4000 [1:45:35<2:57:05, 4.26s/it]
38%|ββββ | 1504/4000 [1:45:39<2:55:47, 4.23s/it]
38%|ββββ | 1505/4000 [1:45:43<2:54:44, 4.20s/it]
38%|ββββ | 1506/4000 [1:45:47<2:54:01, 4.19s/it]
38%|ββββ | 1507/4000 [1:45:51<2:53:26, 4.17s/it]
38%|ββββ | 1508/4000 [1:45:56<2:53:09, 4.17s/it]
38%|ββββ | 1509/4000 [1:46:00<2:57:26, 4.27s/it]
38%|ββββ | 1510/4000 [1:46:04<2:55:41, 4.23s/it]
{'loss': '0.4838', 'grad_norm': '0.1603', 'learning_rate': '0.0003774', 'epoch': '0.3659'}
38%|ββββ | 1510/4000 [1:46:04<2:55:41, 4.23s/it]
38%|ββββ | 1511/4000 [1:46:08<2:54:32, 4.21s/it]
38%|ββββ | 1512/4000 [1:46:13<2:53:58, 4.20s/it]
38%|ββββ | 1513/4000 [1:46:17<2:53:09, 4.18s/it]
38%|ββββ | 1514/4000 [1:46:21<2:52:39, 4.17s/it]
38%|ββββ | 1515/4000 [1:46:25<2:52:20, 4.16s/it]
38%|ββββ | 1516/4000 [1:46:30<2:56:48, 4.27s/it]
38%|ββββ | 1517/4000 [1:46:34<2:54:57, 4.23s/it]
38%|ββββ | 1518/4000 [1:46:38<2:53:46, 4.20s/it]
38%|ββββ | 1519/4000 [1:46:42<2:52:58, 4.18s/it]
38%|ββββ | 1520/4000 [1:46:46<2:52:23, 4.17s/it]
{'loss': '0.526', 'grad_norm': '0.1302', 'learning_rate': '0.0003759', 'epoch': '0.3683'}
38%|ββββ | 1520/4000 [1:46:46<2:52:23, 4.17s/it]
38%|ββββ | 1521/4000 [1:46:50<2:52:09, 4.17s/it]
38%|ββββ | 1522/4000 [1:46:54<2:51:36, 4.15s/it]
38%|ββββ | 1523/4000 [1:46:59<2:55:43, 4.26s/it]
38%|ββββ | 1524/4000 [1:47:03<2:54:07, 4.22s/it]
38%|ββββ | 1525/4000 [1:47:07<2:53:19, 4.20s/it]
38%|ββββ | 1526/4000 [1:47:11<2:52:28, 4.18s/it]
38%|ββββ | 1527/4000 [1:47:15<2:51:56, 4.17s/it]
38%|ββββ | 1528/4000 [1:47:20<2:51:35, 4.16s/it]
38%|ββββ | 1529/4000 [1:47:24<2:53:40, 4.22s/it]
38%|ββββ | 1530/4000 [1:47:28<2:55:05, 4.25s/it]
{'loss': '0.5107', 'grad_norm': '0.1193', 'learning_rate': '0.0003744', 'epoch': '0.3707'}
38%|ββββ | 1530/4000 [1:47:28<2:55:05, 4.25s/it]
38%|ββββ | 1531/4000 [1:47:32<2:53:45, 4.22s/it]
38%|ββββ | 1532/4000 [1:47:37<2:52:52, 4.20s/it]
38%|ββββ | 1533/4000 [1:47:41<2:52:19, 4.19s/it]
38%|ββββ | 1534/4000 [1:47:45<2:51:37, 4.18s/it]
38%|ββββ | 1535/4000 [1:47:49<2:51:21, 4.17s/it]
38%|ββββ | 1536/4000 [1:47:54<2:55:36, 4.28s/it]
38%|ββββ | 1537/4000 [1:47:58<2:54:31, 4.25s/it]
38%|ββββ | 1538/4000 [1:48:02<2:53:15, 4.22s/it]
38%|ββββ | 1539/4000 [1:48:06<2:52:28, 4.21s/it]
38%|ββββ | 1540/4000 [1:48:10<2:51:50, 4.19s/it]
{'loss': '0.4817', 'grad_norm': '0.1222', 'learning_rate': '0.0003729', 'epoch': '0.3731'}
38%|ββββ | 1540/4000 [1:48:10<2:51:50, 4.19s/it]
39%|ββββ | 1541/4000 [1:48:14<2:51:21, 4.18s/it]
39%|ββββ | 1542/4000 [1:48:19<2:51:08, 4.18s/it]
39%|ββββ | 1543/4000 [1:48:23<2:55:14, 4.28s/it]
39%|ββββ | 1544/4000 [1:48:27<2:53:45, 4.24s/it]
39%|ββββ | 1545/4000 [1:48:31<2:52:31, 4.22s/it]
39%|ββββ | 1546/4000 [1:48:36<2:51:49, 4.20s/it]
39%|ββββ | 1547/4000 [1:48:40<2:51:25, 4.19s/it]
39%|ββββ | 1548/4000 [1:48:44<2:50:41, 4.18s/it]
39%|ββββ | 1549/4000 [1:48:48<2:50:12, 4.17s/it]
39%|ββββ | 1550/4000 [1:48:53<2:54:56, 4.28s/it]
{'loss': '0.4882', 'grad_norm': '0.1181', 'learning_rate': '0.0003714', 'epoch': '0.3756'}
39%|ββββ | 1550/4000 [1:48:53<2:54:56, 4.28s/it]
39%|ββββ | 1551/4000 [1:48:57<2:53:26, 4.25s/it]
39%|ββββ | 1552/4000 [1:49:01<2:52:13, 4.22s/it]
39%|ββββ | 1553/4000 [1:49:05<2:51:08, 4.20s/it]
39%|ββββ | 1554/4000 [1:49:09<2:50:39, 4.19s/it]
39%|ββββ | 1555/4000 [1:49:13<2:50:09, 4.18s/it]
39%|ββββ | 1556/4000 [1:49:18<2:54:35, 4.29s/it]
39%|ββββ | 1557/4000 [1:49:22<2:53:04, 4.25s/it]
39%|ββββ | 1558/4000 [1:49:26<2:51:54, 4.22s/it]
39%|ββββ | 1559/4000 [1:49:30<2:51:07, 4.21s/it]
39%|ββββ | 1560/4000 [1:49:35<2:50:37, 4.20s/it]
{'loss': '0.5387', 'grad_norm': '0.1452', 'learning_rate': '0.0003698', 'epoch': '0.378'}
39%|ββββ | 1560/4000 [1:49:35<2:50:37, 4.20s/it]
39%|ββββ | 1561/4000 [1:49:39<2:50:13, 4.19s/it]
39%|ββββ | 1562/4000 [1:49:43<2:49:47, 4.18s/it]
39%|ββββ | 1563/4000 [1:49:47<2:53:03, 4.26s/it]
39%|ββββ | 1564/4000 [1:49:52<2:51:45, 4.23s/it]
39%|ββββ | 1565/4000 [1:49:56<2:50:53, 4.21s/it]
39%|ββββ | 1566/4000 [1:50:00<2:50:10, 4.20s/it]
39%|ββββ | 1567/4000 [1:50:04<2:49:34, 4.18s/it]
39%|ββββ | 1568/4000 [1:50:08<2:49:00, 4.17s/it]
39%|ββββ | 1569/4000 [1:50:12<2:48:35, 4.16s/it]
39%|ββββ | 1570/4000 [1:50:17<2:53:18, 4.28s/it]
{'loss': '0.5409', 'grad_norm': '0.146', 'learning_rate': '0.0003683', 'epoch': '0.3804'}
39%|ββββ | 1570/4000 [1:50:17<2:53:18, 4.28s/it]
39%|ββββ | 1571/4000 [1:50:21<2:51:44, 4.24s/it]
39%|ββββ | 1572/4000 [1:50:25<2:50:34, 4.22s/it]
39%|ββββ | 1573/4000 [1:50:29<2:49:43, 4.20s/it]
39%|ββββ | 1574/4000 [1:50:33<2:49:01, 4.18s/it]
39%|ββββ | 1575/4000 [1:50:38<2:48:29, 4.17s/it]
39%|ββββ | 1576/4000 [1:50:42<2:48:14, 4.16s/it]
39%|ββββ | 1577/4000 [1:50:46<2:52:17, 4.27s/it]
39%|ββββ | 1578/4000 [1:50:50<2:50:40, 4.23s/it]
39%|ββββ | 1579/4000 [1:50:55<2:49:38, 4.20s/it]
40%|ββββ | 1580/4000 [1:50:59<2:49:27, 4.20s/it]
{'loss': '0.5167', 'grad_norm': '0.1351', 'learning_rate': '0.0003668', 'epoch': '0.3828'}
40%|ββββ | 1580/4000 [1:50:59<2:49:27, 4.20s/it]
40%|ββββ | 1581/4000 [1:51:03<2:48:52, 4.19s/it]
40%|ββββ | 1582/4000 [1:51:07<2:48:43, 4.19s/it]
40%|ββββ | 1583/4000 [1:51:11<2:50:52, 4.24s/it]
40%|ββββ | 1584/4000 [1:51:16<2:51:54, 4.27s/it]
40%|ββββ | 1585/4000 [1:51:20<2:50:23, 4.23s/it]
40%|ββββ | 1586/4000 [1:51:24<2:49:28, 4.21s/it]
40%|ββββ | 1587/4000 [1:51:28<2:48:58, 4.20s/it]
40%|ββββ | 1588/4000 [1:51:32<2:48:34, 4.19s/it]
40%|ββββ | 1589/4000 [1:51:37<2:48:10, 4.19s/it]
40%|ββββ | 1590/4000 [1:51:41<2:52:44, 4.30s/it]
{'loss': '0.5061', 'grad_norm': '0.1514', 'learning_rate': '0.0003653', 'epoch': '0.3853'}
40%|ββββ | 1590/4000 [1:51:41<2:52:44, 4.30s/it]
40%|ββββ | 1591/4000 [1:51:45<2:51:08, 4.26s/it]
40%|ββββ | 1592/4000 [1:51:50<2:50:03, 4.24s/it]
40%|ββββ | 1593/4000 [1:51:54<2:49:09, 4.22s/it]
40%|ββββ | 1594/4000 [1:51:58<2:48:26, 4.20s/it]
40%|ββββ | 1595/4000 [1:52:02<2:47:52, 4.19s/it]
40%|ββββ | 1596/4000 [1:52:06<2:47:36, 4.18s/it]
40%|ββββ | 1597/4000 [1:52:11<2:51:32, 4.28s/it]
40%|ββββ | 1598/4000 [1:52:15<2:50:16, 4.25s/it]
40%|ββββ | 1599/4000 [1:52:19<2:49:06, 4.23s/it]
40%|ββββ | 1600/4000 [1:52:23<2:48:45, 4.22s/it]
{'loss': '0.4952', 'grad_norm': '0.1838', 'learning_rate': '0.0003638', 'epoch': '0.3877'}
40%|ββββ | 1600/4000 [1:52:23<2:48:45, 4.22s/it]
40%|ββββ | 1601/4000 [1:52:27<2:48:25, 4.21s/it]
40%|ββββ | 1602/4000 [1:52:32<2:47:50, 4.20s/it]
40%|ββββ | 1603/4000 [1:52:36<2:47:32, 4.19s/it]
40%|ββββ | 1604/4000 [1:52:40<2:51:40, 4.30s/it]
40%|ββββ | 1605/4000 [1:52:45<2:49:58, 4.26s/it]
40%|ββββ | 1606/4000 [1:52:49<2:48:46, 4.23s/it]
40%|ββββ | 1607/4000 [1:52:53<2:48:03, 4.21s/it]
40%|ββββ | 1608/4000 [1:52:57<2:47:17, 4.20s/it]
40%|ββββ | 1609/4000 [1:53:01<2:46:55, 4.19s/it]
40%|ββββ | 1610/4000 [1:53:06<2:51:21, 4.30s/it]
{'loss': '0.5098', 'grad_norm': '0.1327', 'learning_rate': '0.0003623', 'epoch': '0.3901'}
40%|ββββ | 1610/4000 [1:53:06<2:51:21, 4.30s/it]
40%|ββββ | 1611/4000 [1:53:10<2:49:40, 4.26s/it]
40%|ββββ | 1612/4000 [1:53:14<2:48:28, 4.23s/it]
40%|ββββ | 1613/4000 [1:53:18<2:47:42, 4.22s/it]
40%|ββββ | 1614/4000 [1:53:22<2:47:12, 4.20s/it]
40%|ββββ | 1615/4000 [1:53:27<2:46:36, 4.19s/it]
40%|ββββ | 1616/4000 [1:53:31<2:46:16, 4.18s/it]
40%|ββββ | 1617/4000 [1:53:35<2:50:41, 4.30s/it]
40%|ββββ | 1618/4000 [1:53:39<2:49:09, 4.26s/it]
40%|ββββ | 1619/4000 [1:53:44<2:47:56, 4.23s/it]
40%|ββββ | 1620/4000 [1:53:48<2:47:01, 4.21s/it]
{'loss': '0.4661', 'grad_norm': '0.1156', 'learning_rate': '0.0003608', 'epoch': '0.3925'}
40%|ββββ | 1620/4000 [1:53:48<2:47:01, 4.21s/it]
41%|ββββ | 1621/4000 [1:53:52<2:46:22, 4.20s/it]
41%|ββββ | 1622/4000 [1:53:56<2:46:04, 4.19s/it]
41%|ββββ | 1623/4000 [1:54:00<2:45:44, 4.18s/it]
41%|ββββ | 1624/4000 [1:54:05<2:49:56, 4.29s/it]
41%|ββββ | 1625/4000 [1:54:09<2:48:28, 4.26s/it]
41%|ββββ | 1626/4000 [1:54:13<2:47:26, 4.23s/it]
41%|ββββ | 1627/4000 [1:54:17<2:46:54, 4.22s/it]
41%|ββββ | 1628/4000 [1:54:22<2:46:15, 4.21s/it]
41%|ββββ | 1629/4000 [1:54:26<2:45:42, 4.19s/it]
41%|ββββ | 1630/4000 [1:54:30<2:47:24, 4.24s/it]
{'loss': '0.4574', 'grad_norm': '0.1199', 'learning_rate': '0.0003592', 'epoch': '0.3949'}
41%|ββββ | 1630/4000 [1:54:30<2:47:24, 4.24s/it]
41%|ββββ | 1631/4000 [1:54:34<2:48:32, 4.27s/it]
41%|ββββ | 1632/4000 [1:54:39<2:47:20, 4.24s/it]
41%|ββββ | 1633/4000 [1:54:43<2:46:25, 4.22s/it]
41%|ββββ | 1634/4000 [1:54:47<2:45:50, 4.21s/it]
41%|ββββ | 1635/4000 [1:54:51<2:45:24, 4.20s/it]
41%|ββββ | 1636/4000 [1:54:55<2:44:59, 4.19s/it]
41%|ββββ | 1637/4000 [1:55:00<2:49:52, 4.31s/it]
41%|ββββ | 1638/4000 [1:55:04<2:48:14, 4.27s/it]
41%|ββββ | 1639/4000 [1:55:08<2:47:02, 4.25s/it]
41%|ββββ | 1640/4000 [1:55:12<2:46:20, 4.23s/it]
{'loss': '0.4998', 'grad_norm': '0.2282', 'learning_rate': '0.0003577', 'epoch': '0.3974'}
41%|ββββ | 1640/4000 [1:55:12<2:46:20, 4.23s/it]
41%|ββββ | 1641/4000 [1:55:17<2:45:41, 4.21s/it]
41%|ββββ | 1642/4000 [1:55:21<2:45:08, 4.20s/it]
41%|ββββ | 1643/4000 [1:55:25<2:44:36, 4.19s/it]
41%|ββββ | 1644/4000 [1:55:29<2:48:21, 4.29s/it]
41%|ββββ | 1645/4000 [1:55:34<2:47:04, 4.26s/it]
41%|ββββ | 1646/4000 [1:55:38<2:45:59, 4.23s/it]
41%|ββββ | 1647/4000 [1:55:42<2:45:12, 4.21s/it]
41%|ββββ | 1648/4000 [1:55:46<2:44:26, 4.19s/it]
41%|ββββ | 1649/4000 [1:55:50<2:43:55, 4.18s/it]
41%|βββββ | 1650/4000 [1:55:54<2:43:36, 4.18s/it]
{'loss': '0.5091', 'grad_norm': '0.1964', 'learning_rate': '0.0003562', 'epoch': '0.3998'}
41%|βββββ | 1650/4000 [1:55:54<2:43:36, 4.18s/it]
41%|βββββ | 1651/4000 [1:55:59<2:47:47, 4.29s/it]
41%|βββββ | 1652/4000 [1:56:03<2:46:11, 4.25s/it]
41%|βββββ | 1653/4000 [1:56:07<2:45:02, 4.22s/it]
41%|βββββ | 1654/4000 [1:56:11<2:44:23, 4.20s/it]
41%|βββββ | 1655/4000 [1:56:16<2:44:10, 4.20s/it]
41%|βββββ | 1656/4000 [1:56:20<2:44:14, 4.20s/it]
41%|βββββ | 1657/4000 [1:56:24<2:46:26, 4.26s/it]
41%|βββββ | 1658/4000 [1:56:29<2:47:59, 4.30s/it]
41%|βββββ | 1659/4000 [1:56:33<2:46:20, 4.26s/it]
42%|βββββ | 1660/4000 [1:56:37<2:45:39, 4.25s/it]
{'loss': '0.483', 'grad_norm': '0.1286', 'learning_rate': '0.0003547', 'epoch': '0.4022'}
42%|βββββ | 1660/4000 [1:56:37<2:45:39, 4.25s/it]
42%|βββββ | 1661/4000 [1:56:41<2:44:39, 4.22s/it]
42%|βββββ | 1662/4000 [1:56:45<2:44:12, 4.21s/it]
42%|βββββ | 1663/4000 [1:56:50<2:43:37, 4.20s/it]
42%|βββββ | 1664/4000 [1:56:54<2:47:16, 4.30s/it]
42%|βββββ | 1665/4000 [1:56:58<2:45:41, 4.26s/it]
42%|βββββ | 1666/4000 [1:57:02<2:44:28, 4.23s/it]
42%|βββββ | 1667/4000 [1:57:07<2:43:47, 4.21s/it]
42%|βββββ | 1668/4000 [1:57:11<2:43:24, 4.20s/it]
42%|βββββ | 1669/4000 [1:57:15<2:43:14, 4.20s/it]
42%|βββββ | 1670/4000 [1:57:19<2:43:14, 4.20s/it]
{'loss': '0.4756', 'grad_norm': '0.1426', 'learning_rate': '0.0003532', 'epoch': '0.4046'}
42%|βββββ | 1670/4000 [1:57:19<2:43:14, 4.20s/it]
42%|βββββ | 1671/4000 [1:57:24<2:47:13, 4.31s/it]
42%|βββββ | 1672/4000 [1:57:28<2:45:51, 4.27s/it]
42%|βββββ | 1673/4000 [1:57:32<2:44:47, 4.25s/it]
42%|βββββ | 1674/4000 [1:57:36<2:44:10, 4.23s/it]
42%|βββββ | 1675/4000 [1:57:41<2:43:14, 4.21s/it]
42%|βββββ | 1676/4000 [1:57:45<2:42:46, 4.20s/it]
42%|βββββ | 1677/4000 [1:57:49<2:42:16, 4.19s/it]
42%|βββββ | 1678/4000 [1:57:53<2:46:19, 4.30s/it]
42%|βββββ | 1679/4000 [1:57:58<2:44:33, 4.25s/it]
42%|βββββ | 1680/4000 [1:58:02<2:43:17, 4.22s/it]
{'loss': '0.5059', 'grad_norm': '0.1299', 'learning_rate': '0.0003517', 'epoch': '0.4071'}
42%|βββββ | 1680/4000 [1:58:02<2:43:17, 4.22s/it]
42%|βββββ | 1681/4000 [1:58:06<2:42:37, 4.21s/it]
42%|βββββ | 1682/4000 [1:58:10<2:42:04, 4.20s/it]
42%|βββββ | 1683/4000 [1:58:14<2:41:25, 4.18s/it]
42%|βββββ | 1684/4000 [1:58:19<2:43:05, 4.23s/it]
42%|βββββ | 1685/4000 [1:58:23<2:44:37, 4.27s/it]
42%|βββββ | 1686/4000 [1:58:27<2:43:12, 4.23s/it]
42%|βββββ | 1687/4000 [1:58:31<2:42:22, 4.21s/it]
42%|βββββ | 1688/4000 [1:58:35<2:41:53, 4.20s/it]
42%|βββββ | 1689/4000 [1:58:40<2:41:32, 4.19s/it]
42%|βββββ | 1690/4000 [1:58:44<2:41:12, 4.19s/it]
{'loss': '0.5031', 'grad_norm': '0.1176', 'learning_rate': '0.0003502', 'epoch': '0.4095'}
42%|βββββ | 1690/4000 [1:58:44<2:41:12, 4.19s/it]
42%|βββββ | 1691/4000 [1:58:48<2:45:12, 4.29s/it]
42%|βββββ | 1692/4000 [1:58:52<2:43:40, 4.25s/it]
42%|βββββ | 1693/4000 [1:58:57<2:42:20, 4.22s/it]
42%|βββββ | 1694/4000 [1:59:01<2:41:36, 4.21s/it]
42%|βββββ | 1695/4000 [1:59:05<2:41:00, 4.19s/it]
42%|βββββ | 1696/4000 [1:59:09<2:40:41, 4.18s/it]
42%|βββββ | 1697/4000 [1:59:13<2:40:38, 4.19s/it]
42%|βββββ | 1698/4000 [1:59:18<2:44:54, 4.30s/it]
42%|βββββ | 1699/4000 [1:59:22<2:43:25, 4.26s/it]
42%|βββββ | 1700/4000 [1:59:26<2:42:22, 4.24s/it]
{'loss': '0.4895', 'grad_norm': '0.1596', 'learning_rate': '0.0003486', 'epoch': '0.4119'}
42%|βββββ | 1700/4000 [1:59:26<2:42:22, 4.24s/it]
43%|βββββ | 1701/4000 [1:59:30<2:41:51, 4.22s/it]
43%|βββββ | 1702/4000 [1:59:35<2:41:48, 4.22s/it]
43%|βββββ | 1703/4000 [1:59:39<2:41:19, 4.21s/it]
43%|βββββ | 1704/4000 [1:59:43<2:40:46, 4.20s/it]
43%|βββββ | 1705/4000 [1:59:47<2:44:36, 4.30s/it]
43%|βββββ | 1706/4000 [1:59:52<2:43:00, 4.26s/it]
43%|βββββ | 1707/4000 [1:59:56<2:42:04, 4.24s/it]
43%|βββββ | 1708/4000 [2:00:00<2:41:44, 4.23s/it]
43%|βββββ | 1709/4000 [2:00:04<2:40:57, 4.22s/it]
43%|βββββ | 1710/4000 [2:00:08<2:40:21, 4.20s/it]
{'loss': '0.5079', 'grad_norm': '0.122', 'learning_rate': '0.0003471', 'epoch': '0.4143'}
43%|βββββ | 1710/4000 [2:00:08<2:40:21, 4.20s/it]
43%|βββββ | 1711/4000 [2:00:13<2:43:37, 4.29s/it]
43%|βββββ | 1712/4000 [2:00:17<2:42:24, 4.26s/it]
43%|βββββ | 1713/4000 [2:00:21<2:41:18, 4.23s/it]
43%|βββββ | 1714/4000 [2:00:25<2:40:47, 4.22s/it]
43%|βββββ | 1715/4000 [2:00:30<2:40:00, 4.20s/it]
43%|βββββ | 1716/4000 [2:00:34<2:39:21, 4.19s/it]
43%|βββββ | 1717/4000 [2:00:38<2:39:27, 4.19s/it]
43%|βββββ | 1718/4000 [2:00:43<2:43:37, 4.30s/it]
43%|βββββ | 1719/4000 [2:00:47<2:41:57, 4.26s/it]
43%|βββββ | 1720/4000 [2:00:51<2:40:46, 4.23s/it]
{'loss': '0.5074', 'grad_norm': '0.1177', 'learning_rate': '0.0003456', 'epoch': '0.4168'}
43%|βββββ | 1720/4000 [2:00:51<2:40:46, 4.23s/it]
43%|βββββ | 1721/4000 [2:00:55<2:40:08, 4.22s/it]
43%|βββββ | 1722/4000 [2:00:59<2:39:50, 4.21s/it]
43%|βββββ | 1723/4000 [2:01:03<2:39:39, 4.21s/it]
43%|βββββ | 1724/4000 [2:01:08<2:39:32, 4.21s/it]
43%|βββββ | 1725/4000 [2:01:12<2:43:34, 4.31s/it]
43%|βββββ | 1726/4000 [2:01:16<2:41:50, 4.27s/it]
43%|βββββ | 1727/4000 [2:01:21<2:40:29, 4.24s/it]
43%|βββββ | 1728/4000 [2:01:25<2:39:27, 4.21s/it]
43%|βββββ | 1729/4000 [2:01:29<2:38:48, 4.20s/it]
43%|βββββ | 1730/4000 [2:01:33<2:38:21, 4.19s/it]
{'loss': '0.5266', 'grad_norm': '0.1315', 'learning_rate': '0.0003441', 'epoch': '0.4192'}
43%|βββββ | 1730/4000 [2:01:33<2:38:21, 4.19s/it]
43%|βββββ | 1731/4000 [2:01:37<2:38:00, 4.18s/it]
43%|βββββ | 1732/4000 [2:01:42<2:41:57, 4.28s/it]
43%|βββββ | 1733/4000 [2:01:46<2:40:43, 4.25s/it]
43%|βββββ | 1734/4000 [2:01:50<2:39:53, 4.23s/it]
43%|βββββ | 1735/4000 [2:01:54<2:39:15, 4.22s/it]
43%|βββββ | 1736/4000 [2:01:58<2:38:55, 4.21s/it]
43%|βββββ | 1737/4000 [2:02:03<2:38:15, 4.20s/it]
43%|βββββ | 1738/4000 [2:02:07<2:42:17, 4.31s/it]
43%|βββββ | 1739/4000 [2:02:11<2:40:44, 4.27s/it]
44%|βββββ | 1740/4000 [2:02:16<2:39:53, 4.24s/it]
{'loss': '0.5235', 'grad_norm': '0.1266', 'learning_rate': '0.0003426', 'epoch': '0.4216'}
44%|βββββ | 1740/4000 [2:02:16<2:39:53, 4.24s/it]
44%|βββββ | 1741/4000 [2:02:20<2:38:56, 4.22s/it]
44%|βββββ | 1742/4000 [2:02:24<2:38:27, 4.21s/it]
44%|βββββ | 1743/4000 [2:02:28<2:37:55, 4.20s/it]
44%|βββββ | 1744/4000 [2:02:32<2:37:33, 4.19s/it]
44%|βββββ | 1745/4000 [2:02:37<2:41:18, 4.29s/it]
44%|βββββ | 1746/4000 [2:02:41<2:39:51, 4.26s/it]
44%|βββββ | 1747/4000 [2:02:45<2:38:47, 4.23s/it]
44%|βββββ | 1748/4000 [2:02:49<2:38:06, 4.21s/it]
44%|βββββ | 1749/4000 [2:02:53<2:37:37, 4.20s/it]
44%|βββββ | 1750/4000 [2:02:58<2:37:12, 4.19s/it]
{'loss': '0.489', 'grad_norm': '0.1482', 'learning_rate': '0.0003411', 'epoch': '0.424'}
44%|βββββ | 1750/4000 [2:02:58<2:37:12, 4.19s/it]
44%|βββββ | 1751/4000 [2:03:02<2:36:47, 4.18s/it]
44%|βββββ | 1752/4000 [2:03:06<2:40:49, 4.29s/it]
44%|βββββ | 1753/4000 [2:03:10<2:39:27, 4.26s/it]
44%|βββββ | 1754/4000 [2:03:15<2:38:25, 4.23s/it]
44%|βββββ | 1755/4000 [2:03:19<2:37:37, 4.21s/it]
44%|βββββ | 1756/4000 [2:03:23<2:37:22, 4.21s/it]
44%|βββββ | 1757/4000 [2:03:27<2:36:51, 4.20s/it]
44%|βββββ | 1758/4000 [2:03:32<2:38:31, 4.24s/it]
44%|βββββ | 1759/4000 [2:03:36<2:40:17, 4.29s/it]
44%|βββββ | 1760/4000 [2:03:40<2:39:01, 4.26s/it]
{'loss': '0.529', 'grad_norm': '0.1371', 'learning_rate': '0.0003395', 'epoch': '0.4264'}
44%|βββββ | 1760/4000 [2:03:40<2:39:01, 4.26s/it]
44%|βββββ | 1761/4000 [2:03:44<2:38:16, 4.24s/it]
44%|βββββ | 1762/4000 [2:03:48<2:37:08, 4.21s/it]
44%|βββββ | 1763/4000 [2:03:53<2:36:45, 4.20s/it]
44%|βββββ | 1764/4000 [2:03:57<2:36:14, 4.19s/it]
44%|βββββ | 1765/4000 [2:04:01<2:39:59, 4.29s/it]
44%|βββββ | 1766/4000 [2:04:06<2:38:28, 4.26s/it]
44%|βββββ | 1767/4000 [2:04:10<2:37:19, 4.23s/it]
44%|βββββ | 1768/4000 [2:04:14<2:36:47, 4.21s/it]
44%|βββββ | 1769/4000 [2:04:18<2:36:14, 4.20s/it]
44%|βββββ | 1770/4000 [2:04:22<2:35:43, 4.19s/it]
{'loss': '0.4912', 'grad_norm': '0.1379', 'learning_rate': '0.000338', 'epoch': '0.4289'}
44%|βββββ | 1770/4000 [2:04:22<2:35:43, 4.19s/it]
44%|βββββ | 1771/4000 [2:04:26<2:35:28, 4.19s/it]
44%|βββββ | 1772/4000 [2:04:31<2:39:20, 4.29s/it]
44%|βββββ | 1773/4000 [2:04:35<2:37:50, 4.25s/it]
44%|βββββ | 1774/4000 [2:04:39<2:36:54, 4.23s/it]
44%|βββββ | 1775/4000 [2:04:43<2:36:04, 4.21s/it]
44%|βββββ | 1776/4000 [2:04:48<2:35:31, 4.20s/it]
44%|βββββ | 1777/4000 [2:04:52<2:35:03, 4.19s/it]
44%|βββββ | 1778/4000 [2:04:56<2:34:51, 4.18s/it]
44%|βββββ | 1779/4000 [2:05:00<2:38:48, 4.29s/it]
44%|βββββ | 1780/4000 [2:05:05<2:37:28, 4.26s/it]
{'loss': '0.4496', 'grad_norm': '0.1109', 'learning_rate': '0.0003365', 'epoch': '0.4313'}
44%|βββββ | 1780/4000 [2:05:05<2:37:28, 4.26s/it]
45%|βββββ | 1781/4000 [2:05:09<2:36:28, 4.23s/it]
45%|βββββ | 1782/4000 [2:05:13<2:35:42, 4.21s/it]
45%|βββββ | 1783/4000 [2:05:17<2:35:08, 4.20s/it]
45%|βββββ | 1784/4000 [2:05:21<2:34:35, 4.19s/it]
45%|βββββ | 1785/4000 [2:05:26<2:36:35, 4.24s/it]
45%|βββββ | 1786/4000 [2:05:30<2:37:37, 4.27s/it]
45%|βββββ | 1787/4000 [2:05:34<2:36:31, 4.24s/it]
45%|βββββ | 1788/4000 [2:05:38<2:35:36, 4.22s/it]
45%|βββββ | 1789/4000 [2:05:43<2:34:55, 4.20s/it]
45%|βββββ | 1790/4000 [2:05:47<2:34:27, 4.19s/it]
{'loss': '0.5288', 'grad_norm': '0.1151', 'learning_rate': '0.000335', 'epoch': '0.4337'}
45%|βββββ | 1790/4000 [2:05:47<2:34:27, 4.19s/it]
45%|βββββ | 1791/4000 [2:05:51<2:34:11, 4.19s/it]
45%|βββββ | 1792/4000 [2:05:55<2:37:52, 4.29s/it]
45%|βββββ | 1793/4000 [2:06:00<2:36:10, 4.25s/it]
45%|βββββ | 1794/4000 [2:06:04<2:35:14, 4.22s/it]
45%|βββββ | 1795/4000 [2:06:08<2:34:30, 4.20s/it]
45%|βββββ | 1796/4000 [2:06:12<2:34:07, 4.20s/it]
45%|βββββ | 1797/4000 [2:06:16<2:33:37, 4.18s/it]
45%|βββββ | 1798/4000 [2:06:20<2:33:11, 4.17s/it]
45%|βββββ | 1799/4000 [2:06:25<2:36:48, 4.27s/it]
45%|βββββ | 1800/4000 [2:06:29<2:35:40, 4.25s/it]
{'loss': '0.4617', 'grad_norm': '0.1257', 'learning_rate': '0.0003335', 'epoch': '0.4361'}
45%|βββββ | 1800/4000 [2:06:29<2:35:40, 4.25s/it]
45%|βββββ | 1801/4000 [2:06:33<2:34:39, 4.22s/it]
45%|βββββ | 1802/4000 [2:06:37<2:33:57, 4.20s/it]
45%|βββββ | 1803/4000 [2:06:42<2:33:33, 4.19s/it]
45%|βββββ | 1804/4000 [2:06:46<2:33:06, 4.18s/it]
45%|βββββ | 1805/4000 [2:06:50<2:32:48, 4.18s/it]
45%|βββββ | 1806/4000 [2:06:54<2:36:57, 4.29s/it]
45%|βββββ | 1807/4000 [2:06:59<2:35:36, 4.26s/it]
45%|βββββ | 1808/4000 [2:07:03<2:34:28, 4.23s/it]
45%|βββββ | 1809/4000 [2:07:07<2:33:44, 4.21s/it]
45%|βββββ | 1810/4000 [2:07:11<2:33:10, 4.20s/it]
{'loss': '0.4481', 'grad_norm': '0.1269', 'learning_rate': '0.000332', 'epoch': '0.4386'}
45%|βββββ | 1810/4000 [2:07:11<2:33:10, 4.20s/it]
45%|βββββ | 1811/4000 [2:07:15<2:32:58, 4.19s/it]
45%|βββββ | 1812/4000 [2:07:20<2:35:27, 4.26s/it]
45%|βββββ | 1813/4000 [2:07:24<2:37:04, 4.31s/it]
45%|βββββ | 1814/4000 [2:07:28<2:35:20, 4.26s/it]
45%|βββββ | 1815/4000 [2:07:32<2:34:13, 4.23s/it]
45%|βββββ | 1816/4000 [2:07:37<2:33:32, 4.22s/it]
45%|βββββ | 1817/4000 [2:07:41<2:33:09, 4.21s/it]
45%|βββββ | 1818/4000 [2:07:45<2:32:50, 4.20s/it]
45%|βββββ | 1819/4000 [2:07:50<2:36:24, 4.30s/it]
46%|βββββ | 1820/4000 [2:07:54<2:34:54, 4.26s/it]
{'loss': '0.5216', 'grad_norm': '0.2422', 'learning_rate': '0.0003305', 'epoch': '0.441'}
46%|βββββ | 1820/4000 [2:07:54<2:34:54, 4.26s/it]
46%|βββββ | 1821/4000 [2:07:58<2:33:55, 4.24s/it]
46%|βββββ | 1822/4000 [2:08:02<2:33:05, 4.22s/it]
46%|βββββ | 1823/4000 [2:08:06<2:32:44, 4.21s/it]
46%|βββββ | 1824/4000 [2:08:10<2:32:19, 4.20s/it]
46%|βββββ | 1825/4000 [2:08:15<2:31:57, 4.19s/it]
46%|βββββ | 1826/4000 [2:08:19<2:35:52, 4.30s/it]
46%|βββββ | 1827/4000 [2:08:23<2:34:10, 4.26s/it]
46%|βββββ | 1828/4000 [2:08:27<2:33:01, 4.23s/it]
46%|βββββ | 1829/4000 [2:08:32<2:32:10, 4.21s/it]
46%|βββββ | 1830/4000 [2:08:36<2:31:34, 4.19s/it]
{'loss': '0.4807', 'grad_norm': '0.1571', 'learning_rate': '0.0003289', 'epoch': '0.4434'}
46%|βββββ | 1830/4000 [2:08:36<2:31:34, 4.19s/it]
46%|βββββ | 1831/4000 [2:08:40<2:31:13, 4.18s/it]
46%|βββββ | 1832/4000 [2:08:44<2:30:57, 4.18s/it]
46%|βββββ | 1833/4000 [2:08:49<2:34:34, 4.28s/it]
46%|βββββ | 1834/4000 [2:08:53<2:33:13, 4.24s/it]
46%|βββββ | 1835/4000 [2:08:57<2:32:19, 4.22s/it]
46%|βββββ | 1836/4000 [2:09:01<2:31:43, 4.21s/it]
46%|βββββ | 1837/4000 [2:09:05<2:31:09, 4.19s/it]
46%|βββββ | 1838/4000 [2:09:09<2:30:36, 4.18s/it]
46%|βββββ | 1839/4000 [2:09:14<2:34:00, 4.28s/it]
46%|βββββ | 1840/4000 [2:09:18<2:32:30, 4.24s/it]
{'loss': '0.4902', 'grad_norm': '0.1436', 'learning_rate': '0.0003274', 'epoch': '0.4458'}
46%|βββββ | 1840/4000 [2:09:18<2:32:30, 4.24s/it]
46%|βββββ | 1841/4000 [2:09:22<2:31:22, 4.21s/it]
46%|βββββ | 1842/4000 [2:09:26<2:30:43, 4.19s/it]
46%|βββββ | 1843/4000 [2:09:31<2:30:12, 4.18s/it]
46%|βββββ | 1844/4000 [2:09:35<2:29:56, 4.17s/it]
46%|βββββ | 1845/4000 [2:09:39<2:29:36, 4.17s/it]
46%|βββββ | 1846/4000 [2:09:43<2:33:11, 4.27s/it]
46%|βββββ | 1847/4000 [2:09:47<2:31:45, 4.23s/it]
46%|βββββ | 1848/4000 [2:09:52<2:30:51, 4.21s/it]
46%|βββββ | 1849/4000 [2:09:56<2:30:29, 4.20s/it]
46%|βββββ | 1850/4000 [2:10:00<2:30:05, 4.19s/it]
{'loss': '0.4978', 'grad_norm': '0.1289', 'learning_rate': '0.0003259', 'epoch': '0.4483'}
46%|βββββ | 1850/4000 [2:10:00<2:30:05, 4.19s/it]
46%|βββββ | 1851/4000 [2:10:04<2:29:37, 4.18s/it]
46%|βββββ | 1852/4000 [2:10:08<2:29:21, 4.17s/it]
46%|βββββ | 1853/4000 [2:10:13<2:33:21, 4.29s/it]
46%|βββββ | 1854/4000 [2:10:17<2:32:15, 4.26s/it]
46%|βββββ | 1855/4000 [2:10:21<2:31:19, 4.23s/it]
46%|βββββ | 1856/4000 [2:10:25<2:30:43, 4.22s/it]
46%|βββββ | 1857/4000 [2:10:30<2:30:04, 4.20s/it]
46%|βββββ | 1858/4000 [2:10:34<2:29:42, 4.19s/it]
46%|βββββ | 1859/4000 [2:10:38<2:29:22, 4.19s/it]
46%|βββββ | 1860/4000 [2:10:42<2:33:13, 4.30s/it]
{'loss': '0.4719', 'grad_norm': '0.1304', 'learning_rate': '0.0003244', 'epoch': '0.4507'}
46%|βββββ | 1860/4000 [2:10:42<2:33:13, 4.30s/it]
47%|βββββ | 1861/4000 [2:10:47<2:31:36, 4.25s/it]
47%|βββββ | 1862/4000 [2:10:51<2:30:27, 4.22s/it]
47%|βββββ | 1863/4000 [2:10:55<2:29:31, 4.20s/it]
47%|βββββ | 1864/4000 [2:10:59<2:29:39, 4.20s/it]
47%|βββββ | 1865/4000 [2:11:03<2:29:29, 4.20s/it]
47%|βββββ | 1866/4000 [2:11:08<2:32:51, 4.30s/it]
47%|βββββ | 1867/4000 [2:11:12<2:31:21, 4.26s/it]
47%|βββββ | 1868/4000 [2:11:16<2:30:14, 4.23s/it]
47%|βββββ | 1869/4000 [2:11:20<2:29:24, 4.21s/it]
47%|βββββ | 1870/4000 [2:11:24<2:28:58, 4.20s/it]
{'loss': '0.4726', 'grad_norm': '0.1169', 'learning_rate': '0.0003229', 'epoch': '0.4531'}
47%|βββββ | 1870/4000 [2:11:24<2:28:58, 4.20s/it]
47%|βββββ | 1871/4000 [2:11:29<2:28:34, 4.19s/it]
47%|βββββ | 1872/4000 [2:11:33<2:28:10, 4.18s/it]
47%|βββββ | 1873/4000 [2:11:37<2:32:10, 4.29s/it]
47%|βββββ | 1874/4000 [2:11:42<2:30:55, 4.26s/it]
47%|βββββ | 1875/4000 [2:11:46<2:30:06, 4.24s/it]
47%|βββββ | 1876/4000 [2:11:50<2:29:40, 4.23s/it]
47%|βββββ | 1877/4000 [2:11:54<2:28:59, 4.21s/it]
47%|βββββ | 1878/4000 [2:11:58<2:28:31, 4.20s/it]
47%|βββββ | 1879/4000 [2:12:02<2:28:00, 4.19s/it]
47%|βββββ | 1880/4000 [2:12:07<2:31:18, 4.28s/it]
{'loss': '0.487', 'grad_norm': '0.1263', 'learning_rate': '0.0003214', 'epoch': '0.4555'}
47%|βββββ | 1880/4000 [2:12:07<2:31:18, 4.28s/it]
47%|βββββ | 1881/4000 [2:12:11<2:29:54, 4.24s/it]
47%|βββββ | 1882/4000 [2:12:15<2:28:57, 4.22s/it]
47%|βββββ | 1883/4000 [2:12:19<2:28:24, 4.21s/it]
47%|βββββ | 1884/4000 [2:12:24<2:27:59, 4.20s/it]
47%|βββββ | 1885/4000 [2:12:28<2:27:46, 4.19s/it]
47%|βββββ | 1886/4000 [2:12:32<2:29:19, 4.24s/it]
47%|βββββ | 1887/4000 [2:12:37<2:30:36, 4.28s/it]
47%|βββββ | 1888/4000 [2:12:41<2:29:18, 4.24s/it]
47%|βββββ | 1889/4000 [2:12:45<2:28:20, 4.22s/it]
47%|βββββ | 1890/4000 [2:12:49<2:27:50, 4.20s/it]
{'loss': '0.455', 'grad_norm': '0.134', 'learning_rate': '0.0003198', 'epoch': '0.4579'}
47%|βββββ | 1890/4000 [2:12:49<2:27:50, 4.20s/it]
47%|βββββ | 1891/4000 [2:12:53<2:27:27, 4.19s/it]
47%|βββββ | 1892/4000 [2:12:57<2:27:14, 4.19s/it]
47%|βββββ | 1893/4000 [2:13:02<2:30:55, 4.30s/it]
47%|βββββ | 1894/4000 [2:13:06<2:29:18, 4.25s/it]
47%|βββββ | 1895/4000 [2:13:10<2:28:03, 4.22s/it]
47%|βββββ | 1896/4000 [2:13:14<2:27:11, 4.20s/it]
47%|βββββ | 1897/4000 [2:13:19<2:26:42, 4.19s/it]
47%|βββββ | 1898/4000 [2:13:23<2:26:12, 4.17s/it]
47%|βββββ | 1899/4000 [2:13:27<2:25:52, 4.17s/it]
48%|βββββ | 1900/4000 [2:13:31<2:29:31, 4.27s/it]
{'loss': '0.4551', 'grad_norm': '0.119', 'learning_rate': '0.0003183', 'epoch': '0.4604'}
48%|βββββ | 1900/4000 [2:13:31<2:29:31, 4.27s/it]
48%|βββββ | 1901/4000 [2:13:35<2:28:23, 4.24s/it]
48%|βββββ | 1902/4000 [2:13:40<2:27:21, 4.21s/it]
48%|βββββ | 1903/4000 [2:13:44<2:26:29, 4.19s/it]
48%|βββββ | 1904/4000 [2:13:48<2:25:58, 4.18s/it]
48%|βββββ | 1905/4000 [2:13:52<2:25:38, 4.17s/it]
48%|βββββ | 1906/4000 [2:13:56<2:25:11, 4.16s/it]
48%|βββββ | 1907/4000 [2:14:01<2:29:11, 4.28s/it]
48%|βββββ | 1908/4000 [2:14:05<2:27:59, 4.24s/it]
48%|βββββ | 1909/4000 [2:14:09<2:26:58, 4.22s/it]
48%|βββββ | 1910/4000 [2:14:13<2:26:10, 4.20s/it]
{'loss': '0.4717', 'grad_norm': '0.1591', 'learning_rate': '0.0003168', 'epoch': '0.4628'}
48%|βββββ | 1910/4000 [2:14:13<2:26:10, 4.20s/it]
48%|βββββ | 1911/4000 [2:14:17<2:25:39, 4.18s/it]
48%|βββββ | 1912/4000 [2:14:22<2:25:19, 4.18s/it]
48%|βββββ | 1913/4000 [2:14:26<2:27:07, 4.23s/it]
48%|βββββ | 1914/4000 [2:14:30<2:27:59, 4.26s/it]
48%|βββββ | 1915/4000 [2:14:34<2:26:57, 4.23s/it]
48%|βββββ | 1916/4000 [2:14:39<2:26:15, 4.21s/it]
48%|βββββ | 1917/4000 [2:14:43<2:25:38, 4.20s/it]
48%|βββββ | 1918/4000 [2:14:47<2:25:20, 4.19s/it]
48%|βββββ | 1919/4000 [2:14:51<2:24:57, 4.18s/it]
48%|βββββ | 1920/4000 [2:14:56<2:28:28, 4.28s/it]
{'loss': '0.4751', 'grad_norm': '0.163', 'learning_rate': '0.0003153', 'epoch': '0.4652'}
48%|βββββ | 1920/4000 [2:14:56<2:28:28, 4.28s/it]
48%|βββββ | 1921/4000 [2:15:00<2:27:08, 4.25s/it]
48%|βββββ | 1922/4000 [2:15:04<2:26:15, 4.22s/it]
48%|βββββ | 1923/4000 [2:15:08<2:25:35, 4.21s/it]
48%|βββββ | 1924/4000 [2:15:12<2:25:04, 4.19s/it]
48%|βββββ | 1925/4000 [2:15:16<2:24:48, 4.19s/it]
48%|βββββ | 1926/4000 [2:15:21<2:24:35, 4.18s/it]
48%|βββββ | 1927/4000 [2:15:25<2:28:08, 4.29s/it]
48%|βββββ | 1928/4000 [2:15:29<2:27:01, 4.26s/it]
48%|βββββ | 1929/4000 [2:15:33<2:26:10, 4.24s/it]
48%|βββββ | 1930/4000 [2:15:38<2:25:20, 4.21s/it]
{'loss': '0.4428', 'grad_norm': '0.1237', 'learning_rate': '0.0003138', 'epoch': '0.4676'}
48%|βββββ | 1930/4000 [2:15:38<2:25:20, 4.21s/it]
48%|βββββ | 1931/4000 [2:15:42<2:24:51, 4.20s/it]
48%|βββββ | 1932/4000 [2:15:46<2:24:35, 4.20s/it]
48%|βββββ | 1933/4000 [2:15:50<2:24:15, 4.19s/it]
48%|βββββ | 1934/4000 [2:15:55<2:27:44, 4.29s/it]
48%|βββββ | 1935/4000 [2:15:59<2:26:21, 4.25s/it]
48%|βββββ | 1936/4000 [2:16:03<2:25:27, 4.23s/it]
48%|βββββ | 1937/4000 [2:16:07<2:24:44, 4.21s/it]
48%|βββββ | 1938/4000 [2:16:11<2:24:14, 4.20s/it]
48%|βββββ | 1939/4000 [2:16:16<2:23:58, 4.19s/it]
48%|βββββ | 1940/4000 [2:16:20<2:26:01, 4.25s/it]
{'loss': '0.4963', 'grad_norm': '0.1213', 'learning_rate': '0.0003123', 'epoch': '0.4701'}
48%|βββββ | 1940/4000 [2:16:20<2:26:01, 4.25s/it]
49%|βββββ | 1941/4000 [2:16:24<2:26:57, 4.28s/it]
49%|βββββ | 1942/4000 [2:16:28<2:25:40, 4.25s/it]
49%|βββββ | 1943/4000 [2:16:33<2:24:55, 4.23s/it]
49%|βββββ | 1944/4000 [2:16:37<2:24:06, 4.21s/it]
49%|βββββ | 1945/4000 [2:16:41<2:23:32, 4.19s/it]
49%|βββββ | 1946/4000 [2:16:45<2:23:04, 4.18s/it]
49%|βββββ | 1947/4000 [2:16:50<2:26:05, 4.27s/it]
49%|βββββ | 1948/4000 [2:16:54<2:24:46, 4.23s/it]
49%|βββββ | 1949/4000 [2:16:58<2:23:48, 4.21s/it]
49%|βββββ | 1950/4000 [2:17:02<2:23:19, 4.19s/it]
{'loss': '0.4976', 'grad_norm': '0.2503', 'learning_rate': '0.0003108', 'epoch': '0.4725'}
49%|βββββ | 1950/4000 [2:17:02<2:23:19, 4.19s/it]
49%|βββββ | 1951/4000 [2:17:06<2:22:55, 4.19s/it]
49%|βββββ | 1952/4000 [2:17:10<2:22:36, 4.18s/it]
49%|βββββ | 1953/4000 [2:17:15<2:22:25, 4.17s/it]
49%|βββββ | 1954/4000 [2:17:19<2:25:57, 4.28s/it]
49%|βββββ | 1955/4000 [2:17:23<2:24:32, 4.24s/it]
49%|βββββ | 1956/4000 [2:17:27<2:23:40, 4.22s/it]
49%|βββββ | 1957/4000 [2:17:32<2:23:03, 4.20s/it]
49%|βββββ | 1958/4000 [2:17:36<2:22:32, 4.19s/it]
49%|βββββ | 1959/4000 [2:17:40<2:22:14, 4.18s/it]
49%|βββββ | 1960/4000 [2:17:44<2:21:52, 4.17s/it]
{'loss': '0.4479', 'grad_norm': '0.1186', 'learning_rate': '0.0003092', 'epoch': '0.4749'}
49%|βββββ | 1960/4000 [2:17:44<2:21:52, 4.17s/it]
49%|βββββ | 1961/4000 [2:17:49<2:25:28, 4.28s/it]
49%|βββββ | 1962/4000 [2:17:53<2:24:02, 4.24s/it]
49%|βββββ | 1963/4000 [2:17:57<2:23:08, 4.22s/it]
49%|βββββ | 1964/4000 [2:18:01<2:22:20, 4.19s/it]
49%|βββββ | 1965/4000 [2:18:05<2:21:46, 4.18s/it]
49%|βββββ | 1966/4000 [2:18:09<2:21:34, 4.18s/it]
49%|βββββ | 1967/4000 [2:18:14<2:24:47, 4.27s/it]
49%|βββββ | 1968/4000 [2:18:18<2:23:21, 4.23s/it]
49%|βββββ | 1969/4000 [2:18:22<2:22:02, 4.20s/it]
49%|βββββ | 1970/4000 [2:18:26<2:21:23, 4.18s/it]
{'loss': '0.4695', 'grad_norm': '0.1176', 'learning_rate': '0.0003077', 'epoch': '0.4773'}
49%|βββββ | 1970/4000 [2:18:26<2:21:23, 4.18s/it]
49%|βββββ | 1971/4000 [2:18:30<2:20:32, 4.16s/it]
49%|βββββ | 1972/4000 [2:18:34<2:19:54, 4.14s/it]
49%|βββββ | 1973/4000 [2:18:38<2:19:27, 4.13s/it]
49%|βββββ | 1974/4000 [2:18:43<2:22:44, 4.23s/it]
49%|βββββ | 1975/4000 [2:18:47<2:21:23, 4.19s/it]
49%|βββββ | 1976/4000 [2:18:51<2:20:19, 4.16s/it]
49%|βββββ | 1977/4000 [2:18:55<2:19:39, 4.14s/it]
49%|βββββ | 1978/4000 [2:18:59<2:19:16, 4.13s/it]
49%|βββββ | 1979/4000 [2:19:03<2:18:56, 4.13s/it]
50%|βββββ | 1980/4000 [2:19:08<2:18:42, 4.12s/it]
{'loss': '0.4677', 'grad_norm': '0.127', 'learning_rate': '0.0003062', 'epoch': '0.4798'}
50%|βββββ | 1980/4000 [2:19:08<2:18:42, 4.12s/it]
50%|βββββ | 1981/4000 [2:19:12<2:21:39, 4.21s/it]
50%|βββββ | 1982/4000 [2:19:16<2:20:26, 4.18s/it]
50%|βββββ | 1983/4000 [2:19:20<2:19:40, 4.16s/it]
50%|βββββ | 1984/4000 [2:19:24<2:19:04, 4.14s/it]
50%|βββββ | 1985/4000 [2:19:28<2:18:40, 4.13s/it]
50%|βββββ | 1986/4000 [2:19:33<2:18:19, 4.12s/it]
50%|βββββ | 1987/4000 [2:19:37<2:18:04, 4.12s/it]
50%|βββββ | 1988/4000 [2:19:41<2:21:35, 4.22s/it]
50%|βββββ | 1989/4000 [2:19:45<2:20:17, 4.19s/it]
50%|βββββ | 1990/4000 [2:19:49<2:19:18, 4.16s/it]
{'loss': '0.4632', 'grad_norm': '0.1225', 'learning_rate': '0.0003047', 'epoch': '0.4822'}
50%|βββββ | 1990/4000 [2:19:49<2:19:18, 4.16s/it]
50%|βββββ | 1991/4000 [2:19:53<2:18:39, 4.14s/it]
50%|βββββ | 1992/4000 [2:19:57<2:18:14, 4.13s/it]
50%|βββββ | 1993/4000 [2:20:02<2:17:57, 4.12s/it]
50%|βββββ | 1994/4000 [2:20:06<2:21:14, 4.22s/it]
50%|βββββ | 1995/4000 [2:20:10<2:19:52, 4.19s/it]
50%|βββββ | 1996/4000 [2:20:14<2:18:54, 4.16s/it]
50%|βββββ | 1997/4000 [2:20:18<2:19:11, 4.17s/it]
50%|βββββ | 1998/4000 [2:20:23<2:19:32, 4.18s/it]
50%|βββββ | 1999/4000 [2:20:27<2:18:38, 4.16s/it]
50%|βββββ | 2000/4000 [2:20:31<2:17:53, 4.14s/it]
{'loss': '0.4511', 'grad_norm': '0.1182', 'learning_rate': '0.0003032', 'epoch': '0.4846'}
50%|βββββ | 2000/4000 [2:20:31<2:17:53, 4.14s/it]
0%| | 0/2 [00:00<?, ?it/s][A
100%|ββββββββββ| 2/2 [00:00<00:00, 4.28it/s][A
[A{'eval_loss': '2.541', 'eval_runtime': '0.9973', 'eval_samples_per_second': '22.06', 'eval_steps_per_second': '2.005', 'epoch': '0.4846'}
50%|βββββ | 2000/4000 [2:20:32<2:17:53, 4.14s/it]
100%|ββββββββββ| 2/2 [00:00<00:00, 4.28it/s][A
[A[transformers] LlamaForCausalLM has generative capabilities, as `prepare_inputs_for_generation` is explicitly defined. However, it doesn't directly inherit from `GenerationMixin`. From πv4.50π onwards, `PreTrainedModel` will NOT inherit from `GenerationMixin`, and this model will lose the ability to call `generate` and other related functions.
- If you're using `trust_remote_code=True`, you can get rid of this warning by loading the model with an auto class. See https://huggingface.co/docs/transformers/en/model_doc/auto#auto-classes
- If you are the owner of the model architecture code, please modify your model class such that it inherits from `GenerationMixin` (after `PreTrainedModel`, otherwise you'll get an exception).
- If you are not the owner of the model architecture class, please contact the model code owner to update it.
Writing model shards: 0%| | 0/1 [00:00<?, ?it/s][A
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.64it/s][A
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.63it/s]
50%|βββββ | 2001/4000 [2:20:40<3:10:18, 5.71s/it]
50%|βββββ | 2002/4000 [2:20:44<2:54:03, 5.23s/it]
50%|βββββ | 2003/4000 [2:20:48<2:42:39, 4.89s/it]
50%|βββββ | 2004/4000 [2:20:53<2:34:43, 4.65s/it]
50%|βββββ | 2005/4000 [2:20:57<2:29:05, 4.48s/it]
50%|βββββ | 2006/4000 [2:21:01<2:25:06, 4.37s/it]
50%|βββββ | 2007/4000 [2:21:05<2:22:25, 4.29s/it]
50%|βββββ | 2008/4000 [2:21:09<2:23:45, 4.33s/it]
50%|βββββ | 2009/4000 [2:21:13<2:21:25, 4.26s/it]
50%|βββββ | 2010/4000 [2:21:17<2:19:44, 4.21s/it]
{'loss': '0.4894', 'grad_norm': '0.1521', 'learning_rate': '0.0003017', 'epoch': '0.487'}
50%|βββββ | 2010/4000 [2:21:17<2:19:44, 4.21s/it]
50%|βββββ | 2011/4000 [2:21:22<2:18:32, 4.18s/it]
50%|βββββ | 2012/4000 [2:21:26<2:17:42, 4.16s/it]
50%|βββββ | 2013/4000 [2:21:30<2:17:01, 4.14s/it]
50%|βββββ | 2014/4000 [2:21:34<2:16:29, 4.12s/it]
50%|βββββ | 2015/4000 [2:21:38<2:19:32, 4.22s/it]
50%|βββββ | 2016/4000 [2:21:42<2:18:23, 4.19s/it]
50%|βββββ | 2017/4000 [2:21:46<2:17:23, 4.16s/it]
50%|βββββ | 2018/4000 [2:21:51<2:16:41, 4.14s/it]
50%|βββββ | 2019/4000 [2:21:55<2:16:13, 4.13s/it]
50%|βββββ | 2020/4000 [2:21:59<2:15:48, 4.12s/it]
{'loss': '0.4608', 'grad_norm': '0.1268', 'learning_rate': '0.0003002', 'epoch': '0.4894'}
50%|βββββ | 2020/4000 [2:21:59<2:15:48, 4.12s/it]
51%|βββββ | 2021/4000 [2:22:03<2:18:48, 4.21s/it]
51%|βββββ | 2022/4000 [2:22:07<2:17:42, 4.18s/it]
51%|βββββ | 2023/4000 [2:22:11<2:16:53, 4.15s/it]
51%|βββββ | 2024/4000 [2:22:15<2:16:13, 4.14s/it]
51%|βββββ | 2025/4000 [2:22:20<2:15:48, 4.13s/it]
51%|βββββ | 2026/4000 [2:22:24<2:15:33, 4.12s/it]
51%|βββββ | 2027/4000 [2:22:28<2:15:14, 4.11s/it]
51%|βββββ | 2028/4000 [2:22:32<2:18:18, 4.21s/it]
51%|βββββ | 2029/4000 [2:22:36<2:17:07, 4.17s/it]
51%|βββββ | 2030/4000 [2:22:40<2:16:16, 4.15s/it]
{'loss': '0.4211', 'grad_norm': '0.119', 'learning_rate': '0.0002986', 'epoch': '0.4919'}
51%|βββββ | 2030/4000 [2:22:40<2:16:16, 4.15s/it]
51%|βββββ | 2031/4000 [2:22:44<2:15:39, 4.13s/it]
51%|βββββ | 2032/4000 [2:22:49<2:15:20, 4.13s/it]
51%|βββββ | 2033/4000 [2:22:53<2:15:00, 4.12s/it]
51%|βββββ | 2034/4000 [2:22:57<2:14:50, 4.12s/it]
51%|βββββ | 2035/4000 [2:23:01<2:18:11, 4.22s/it]
51%|βββββ | 2036/4000 [2:23:05<2:16:55, 4.18s/it]
51%|βββββ | 2037/4000 [2:23:09<2:15:58, 4.16s/it]
51%|βββββ | 2038/4000 [2:23:14<2:15:19, 4.14s/it]
51%|βββββ | 2039/4000 [2:23:18<2:14:53, 4.13s/it]
51%|βββββ | 2040/4000 [2:23:22<2:14:31, 4.12s/it]
{'loss': '0.4982', 'grad_norm': '0.1192', 'learning_rate': '0.0002971', 'epoch': '0.4943'}
51%|βββββ | 2040/4000 [2:23:22<2:14:31, 4.12s/it]
51%|βββββ | 2041/4000 [2:23:26<2:15:41, 4.16s/it]
51%|βββββ | 2042/4000 [2:23:30<2:16:26, 4.18s/it]
51%|βββββ | 2043/4000 [2:23:34<2:15:33, 4.16s/it]
51%|βββββ | 2044/4000 [2:23:38<2:14:56, 4.14s/it]
51%|βββββ | 2045/4000 [2:23:43<2:14:34, 4.13s/it]
51%|βββββ | 2046/4000 [2:23:47<2:14:13, 4.12s/it]
51%|βββββ | 2047/4000 [2:23:51<2:13:52, 4.11s/it]
51%|βββββ | 2048/4000 [2:23:55<2:16:58, 4.21s/it]
51%|βββββ | 2049/4000 [2:23:59<2:15:51, 4.18s/it]
51%|ββββββ | 2050/4000 [2:24:03<2:14:56, 4.15s/it]
{'loss': '0.4563', 'grad_norm': '0.1189', 'learning_rate': '0.0002956', 'epoch': '0.4967'}
51%|ββββββ | 2050/4000 [2:24:03<2:14:56, 4.15s/it]
51%|ββββββ | 2051/4000 [2:24:07<2:14:24, 4.14s/it]
51%|ββββββ | 2052/4000 [2:24:12<2:14:01, 4.13s/it]
51%|ββββββ | 2053/4000 [2:24:16<2:13:39, 4.12s/it]
51%|ββββββ | 2054/4000 [2:24:20<2:13:24, 4.11s/it]
51%|ββββββ | 2055/4000 [2:24:24<2:16:40, 4.22s/it]
51%|ββββββ | 2056/4000 [2:24:28<2:15:30, 4.18s/it]
51%|ββββββ | 2057/4000 [2:24:32<2:14:39, 4.16s/it]
51%|ββββββ | 2058/4000 [2:24:37<2:13:54, 4.14s/it]
51%|ββββββ | 2059/4000 [2:24:41<2:13:26, 4.13s/it]
52%|ββββββ | 2060/4000 [2:24:45<2:13:06, 4.12s/it]
{'loss': '0.4767', 'grad_norm': '0.1314', 'learning_rate': '0.0002941', 'epoch': '0.4991'}
52%|ββββββ | 2060/4000 [2:24:45<2:13:06, 4.12s/it]
52%|ββββββ | 2061/4000 [2:24:49<2:12:54, 4.11s/it]
52%|ββββββ | 2062/4000 [2:24:53<2:16:11, 4.22s/it]
52%|ββββββ | 2063/4000 [2:24:57<2:15:02, 4.18s/it]
52%|ββββββ | 2064/4000 [2:25:01<2:14:07, 4.16s/it]
52%|ββββββ | 2065/4000 [2:25:06<2:13:31, 4.14s/it]
52%|ββββββ | 2066/4000 [2:25:10<2:13:12, 4.13s/it]
52%|ββββββ | 2067/4000 [2:25:14<2:12:54, 4.13s/it]
52%|ββββββ | 2068/4000 [2:25:18<2:14:18, 4.17s/it]
52%|ββββββ | 2069/4000 [2:25:22<2:15:11, 4.20s/it]
52%|ββββββ | 2070/4000 [2:25:26<2:14:15, 4.17s/it]
{'loss': '0.465', 'grad_norm': '0.1344', 'learning_rate': '0.0002926', 'epoch': '0.5016'}
52%|ββββββ | 2070/4000 [2:25:26<2:14:15, 4.17s/it]
52%|ββββββ | 2071/4000 [2:25:31<2:13:33, 4.15s/it]
52%|ββββββ | 2072/4000 [2:25:35<2:14:04, 4.17s/it]
52%|ββββββ | 2073/4000 [2:25:39<2:14:45, 4.20s/it]
52%|ββββββ | 2074/4000 [2:25:43<2:13:56, 4.17s/it]
52%|ββββββ | 2075/4000 [2:25:48<2:16:25, 4.25s/it]
52%|ββββββ | 2076/4000 [2:25:52<2:15:09, 4.21s/it]
52%|ββββββ | 2077/4000 [2:25:56<2:14:09, 4.19s/it]
52%|ββββββ | 2078/4000 [2:26:00<2:13:26, 4.17s/it]
52%|ββββββ | 2079/4000 [2:26:04<2:12:50, 4.15s/it]
52%|ββββββ | 2080/4000 [2:26:08<2:12:21, 4.14s/it]
{'loss': '0.4363', 'grad_norm': '0.1398', 'learning_rate': '0.0002911', 'epoch': '0.504'}
52%|ββββββ | 2080/4000 [2:26:08<2:12:21, 4.14s/it]
52%|ββββββ | 2081/4000 [2:26:12<2:12:03, 4.13s/it]
52%|ββββββ | 2082/4000 [2:26:17<2:15:02, 4.22s/it]
52%|ββββββ | 2083/4000 [2:26:21<2:13:42, 4.19s/it]
52%|ββββββ | 2084/4000 [2:26:25<2:13:13, 4.17s/it]
52%|ββββββ | 2085/4000 [2:26:29<2:12:37, 4.16s/it]
52%|ββββββ | 2086/4000 [2:26:33<2:12:04, 4.14s/it]
52%|ββββββ | 2087/4000 [2:26:37<2:11:43, 4.13s/it]
52%|ββββββ | 2088/4000 [2:26:41<2:11:30, 4.13s/it]
52%|ββββββ | 2089/4000 [2:26:46<2:14:28, 4.22s/it]
52%|ββββββ | 2090/4000 [2:26:50<2:13:24, 4.19s/it]
{'loss': '0.4345', 'grad_norm': '0.131', 'learning_rate': '0.0002895', 'epoch': '0.5064'}
52%|ββββββ | 2090/4000 [2:26:50<2:13:24, 4.19s/it]
52%|ββββββ | 2091/4000 [2:26:54<2:12:36, 4.17s/it]
52%|ββββββ | 2092/4000 [2:26:58<2:12:11, 4.16s/it]
52%|ββββββ | 2093/4000 [2:27:02<2:11:47, 4.15s/it]
52%|ββββββ | 2094/4000 [2:27:06<2:11:30, 4.14s/it]
52%|ββββββ | 2095/4000 [2:27:11<2:12:59, 4.19s/it]
52%|ββββββ | 2096/4000 [2:27:15<2:13:58, 4.22s/it]
52%|ββββββ | 2097/4000 [2:27:19<2:12:50, 4.19s/it]
52%|ββββββ | 2098/4000 [2:27:23<2:12:04, 4.17s/it]
52%|ββββββ | 2099/4000 [2:27:27<2:11:34, 4.15s/it]
52%|ββββββ | 2100/4000 [2:27:32<2:11:26, 4.15s/it]
{'loss': '0.4314', 'grad_norm': '0.1013', 'learning_rate': '0.000288', 'epoch': '0.5088'}
52%|ββββββ | 2100/4000 [2:27:32<2:11:26, 4.15s/it]
53%|ββββββ | 2101/4000 [2:27:36<2:11:06, 4.14s/it]
53%|ββββββ | 2102/4000 [2:27:40<2:14:07, 4.24s/it]
53%|ββββββ | 2103/4000 [2:27:44<2:12:49, 4.20s/it]
53%|ββββββ | 2104/4000 [2:27:48<2:11:48, 4.17s/it]
53%|ββββββ | 2105/4000 [2:27:52<2:11:01, 4.15s/it]
53%|ββββββ | 2106/4000 [2:27:57<2:10:28, 4.13s/it]
53%|ββββββ | 2107/4000 [2:28:01<2:10:05, 4.12s/it]
53%|ββββββ | 2108/4000 [2:28:05<2:09:51, 4.12s/it]
53%|ββββββ | 2109/4000 [2:28:09<2:12:32, 4.21s/it]
53%|ββββββ | 2110/4000 [2:28:13<2:11:33, 4.18s/it]
{'loss': '0.4538', 'grad_norm': '0.1193', 'learning_rate': '0.0002865', 'epoch': '0.5113'}
53%|ββββββ | 2110/4000 [2:28:13<2:11:33, 4.18s/it]
53%|ββββββ | 2111/4000 [2:28:17<2:10:45, 4.15s/it]
53%|ββββββ | 2112/4000 [2:28:21<2:10:14, 4.14s/it]
53%|ββββββ | 2113/4000 [2:28:26<2:09:50, 4.13s/it]
53%|ββββββ | 2114/4000 [2:28:30<2:09:32, 4.12s/it]
53%|ββββββ | 2115/4000 [2:28:34<2:09:21, 4.12s/it]
53%|ββββββ | 2116/4000 [2:28:38<2:12:42, 4.23s/it]
53%|ββββββ | 2117/4000 [2:28:42<2:11:28, 4.19s/it]
53%|ββββββ | 2118/4000 [2:28:47<2:10:39, 4.17s/it]
53%|ββββββ | 2119/4000 [2:28:51<2:10:21, 4.16s/it]
53%|ββββββ | 2120/4000 [2:28:55<2:09:49, 4.14s/it]
{'loss': '0.447', 'grad_norm': '0.1392', 'learning_rate': '0.000285', 'epoch': '0.5137'}
53%|ββββββ | 2120/4000 [2:28:55<2:09:49, 4.14s/it]
53%|ββββββ | 2121/4000 [2:28:59<2:09:23, 4.13s/it]
53%|ββββββ | 2122/4000 [2:29:03<2:12:34, 4.24s/it]
53%|ββββββ | 2123/4000 [2:29:07<2:11:17, 4.20s/it]
53%|ββββββ | 2124/4000 [2:29:12<2:10:22, 4.17s/it]
53%|ββββββ | 2125/4000 [2:29:16<2:09:45, 4.15s/it]
53%|ββββββ | 2126/4000 [2:29:20<2:09:17, 4.14s/it]
53%|ββββββ | 2127/4000 [2:29:24<2:08:59, 4.13s/it]
53%|ββββββ | 2128/4000 [2:29:28<2:08:42, 4.13s/it]
53%|ββββββ | 2129/4000 [2:29:32<2:11:42, 4.22s/it]
53%|ββββββ | 2130/4000 [2:29:37<2:10:41, 4.19s/it]
{'loss': '0.4419', 'grad_norm': '0.2505', 'learning_rate': '0.0002835', 'epoch': '0.5161'}
53%|ββββββ | 2130/4000 [2:29:37<2:10:41, 4.19s/it]
53%|ββββββ | 2131/4000 [2:29:41<2:09:53, 4.17s/it]
53%|ββββββ | 2132/4000 [2:29:45<2:09:17, 4.15s/it]
53%|ββββββ | 2133/4000 [2:29:49<2:08:50, 4.14s/it]
53%|ββββββ | 2134/4000 [2:29:53<2:08:31, 4.13s/it]
53%|ββββββ | 2135/4000 [2:29:57<2:08:17, 4.13s/it]
53%|ββββββ | 2136/4000 [2:30:02<2:11:14, 4.22s/it]
53%|ββββββ | 2137/4000 [2:30:06<2:10:10, 4.19s/it]
53%|ββββββ | 2138/4000 [2:30:10<2:09:21, 4.17s/it]
53%|ββββββ | 2139/4000 [2:30:14<2:08:51, 4.15s/it]
54%|ββββββ | 2140/4000 [2:30:18<2:08:25, 4.14s/it]
{'loss': '0.465', 'grad_norm': '0.1463', 'learning_rate': '0.000282', 'epoch': '0.5185'}
54%|ββββββ | 2140/4000 [2:30:18<2:08:25, 4.14s/it]
54%|ββββββ | 2141/4000 [2:30:22<2:08:01, 4.13s/it]
54%|ββββββ | 2142/4000 [2:30:26<2:07:45, 4.13s/it]
54%|ββββββ | 2143/4000 [2:30:31<2:10:59, 4.23s/it]
54%|ββββββ | 2144/4000 [2:30:35<2:09:50, 4.20s/it]
54%|ββββββ | 2145/4000 [2:30:39<2:08:58, 4.17s/it]
54%|ββββββ | 2146/4000 [2:30:43<2:08:26, 4.16s/it]
54%|ββββββ | 2147/4000 [2:30:47<2:08:03, 4.15s/it]
54%|ββββββ | 2148/4000 [2:30:51<2:07:40, 4.14s/it]
54%|ββββββ | 2149/4000 [2:30:56<2:09:08, 4.19s/it]
54%|ββββββ | 2150/4000 [2:31:00<2:09:56, 4.21s/it]
{'loss': '0.4351', 'grad_norm': '0.1265', 'learning_rate': '0.0002805', 'epoch': '0.5209'}
54%|ββββββ | 2150/4000 [2:31:00<2:09:56, 4.21s/it]
54%|ββββββ | 2151/4000 [2:31:04<2:08:55, 4.18s/it]
54%|ββββββ | 2152/4000 [2:31:08<2:08:15, 4.16s/it]
54%|ββββββ | 2153/4000 [2:31:12<2:07:38, 4.15s/it]
54%|ββββββ | 2154/4000 [2:31:16<2:07:15, 4.14s/it]
54%|ββββββ | 2155/4000 [2:31:20<2:06:57, 4.13s/it]
54%|ββββββ | 2156/4000 [2:31:25<2:09:52, 4.23s/it]
54%|ββββββ | 2157/4000 [2:31:29<2:08:50, 4.19s/it]
54%|ββββββ | 2158/4000 [2:31:33<2:08:04, 4.17s/it]
54%|ββββββ | 2159/4000 [2:31:37<2:07:31, 4.16s/it]
54%|ββββββ | 2160/4000 [2:31:41<2:07:17, 4.15s/it]
{'loss': '0.45', 'grad_norm': '0.1343', 'learning_rate': '0.0002789', 'epoch': '0.5234'}
54%|ββββββ | 2160/4000 [2:31:41<2:07:17, 4.15s/it]
54%|ββββββ | 2161/4000 [2:31:46<2:06:58, 4.14s/it]
54%|ββββββ | 2162/4000 [2:31:50<2:06:35, 4.13s/it]
54%|ββββββ | 2163/4000 [2:31:54<2:09:52, 4.24s/it]
54%|ββββββ | 2164/4000 [2:31:58<2:08:40, 4.21s/it]
54%|ββββββ | 2165/4000 [2:32:02<2:07:44, 4.18s/it]
54%|ββββββ | 2166/4000 [2:32:07<2:07:13, 4.16s/it]
54%|ββββββ | 2167/4000 [2:32:11<2:06:55, 4.15s/it]
54%|ββββββ | 2168/4000 [2:32:15<2:06:27, 4.14s/it]
54%|ββββββ | 2169/4000 [2:32:19<2:07:51, 4.19s/it]
54%|ββββββ | 2170/4000 [2:32:23<2:09:12, 4.24s/it]
{'loss': '0.4569', 'grad_norm': '0.1064', 'learning_rate': '0.0002774', 'epoch': '0.5258'}
54%|ββββββ | 2170/4000 [2:32:23<2:09:12, 4.24s/it]
54%|ββββββ | 2171/4000 [2:32:28<2:08:02, 4.20s/it]
54%|ββββββ | 2172/4000 [2:32:32<2:07:05, 4.17s/it]
54%|ββββββ | 2173/4000 [2:32:36<2:06:23, 4.15s/it]
54%|ββββββ | 2174/4000 [2:32:40<2:06:08, 4.14s/it]
54%|ββββββ | 2175/4000 [2:32:44<2:05:44, 4.13s/it]
54%|ββββββ | 2176/4000 [2:32:48<2:07:51, 4.21s/it]
54%|ββββββ | 2177/4000 [2:32:52<2:06:50, 4.17s/it]
54%|ββββββ | 2178/4000 [2:32:57<2:06:05, 4.15s/it]
54%|ββββββ | 2179/4000 [2:33:01<2:05:34, 4.14s/it]
55%|ββββββ | 2180/4000 [2:33:05<2:05:29, 4.14s/it]
{'loss': '0.4537', 'grad_norm': '0.1231', 'learning_rate': '0.0002759', 'epoch': '0.5282'}
55%|ββββββ | 2180/4000 [2:33:05<2:05:29, 4.14s/it]
55%|ββββββ | 2181/4000 [2:33:09<2:06:05, 4.16s/it]
55%|ββββββ | 2182/4000 [2:33:13<2:05:43, 4.15s/it]
55%|ββββββ | 2183/4000 [2:33:18<2:08:49, 4.25s/it]
55%|ββββββ | 2184/4000 [2:33:22<2:07:31, 4.21s/it]
55%|ββββββ | 2185/4000 [2:33:26<2:06:36, 4.19s/it]
55%|ββββββ | 2186/4000 [2:33:30<2:05:57, 4.17s/it]
55%|ββββββ | 2187/4000 [2:33:34<2:05:30, 4.15s/it]
55%|ββββββ | 2188/4000 [2:33:38<2:05:05, 4.14s/it]
55%|ββββββ | 2189/4000 [2:33:42<2:04:49, 4.14s/it]
55%|ββββββ | 2190/4000 [2:33:47<2:07:54, 4.24s/it]
{'loss': '0.4676', 'grad_norm': '0.122', 'learning_rate': '0.0002744', 'epoch': '0.5306'}
55%|ββββββ | 2190/4000 [2:33:47<2:07:54, 4.24s/it]
55%|ββββββ | 2191/4000 [2:33:51<2:06:44, 4.20s/it]
55%|ββββββ | 2192/4000 [2:33:55<2:05:58, 4.18s/it]
55%|ββββββ | 2193/4000 [2:33:59<2:05:21, 4.16s/it]
55%|ββββββ | 2194/4000 [2:34:03<2:04:53, 4.15s/it]
55%|ββββββ | 2195/4000 [2:34:07<2:04:34, 4.14s/it]
55%|ββββββ | 2196/4000 [2:34:12<2:05:59, 4.19s/it]
55%|ββββββ | 2197/4000 [2:34:16<2:06:42, 4.22s/it]
55%|ββββββ | 2198/4000 [2:34:20<2:07:15, 4.24s/it]
55%|ββββββ | 2199/4000 [2:34:25<2:07:32, 4.25s/it]
55%|ββββββ | 2200/4000 [2:34:29<2:07:43, 4.26s/it]
{'loss': '0.4642', 'grad_norm': '0.1354', 'learning_rate': '0.0002729', 'epoch': '0.5331'}
55%|ββββββ | 2200/4000 [2:34:29<2:07:43, 4.26s/it]
55%|ββββββ | 2201/4000 [2:34:33<2:07:44, 4.26s/it]
55%|ββββββ | 2202/4000 [2:34:37<2:07:49, 4.27s/it]
55%|ββββββ | 2203/4000 [2:34:42<2:11:41, 4.40s/it]
55%|ββββββ | 2204/4000 [2:34:46<2:10:26, 4.36s/it]
55%|ββββββ | 2205/4000 [2:34:51<2:08:24, 4.29s/it]
55%|ββββββ | 2206/4000 [2:34:55<2:06:47, 4.24s/it]
55%|ββββββ | 2207/4000 [2:34:59<2:05:43, 4.21s/it]
55%|ββββββ | 2208/4000 [2:35:03<2:04:59, 4.19s/it]
55%|ββββββ | 2209/4000 [2:35:07<2:04:30, 4.17s/it]
55%|ββββββ | 2210/4000 [2:35:12<2:07:09, 4.26s/it]
{'loss': '0.4432', 'grad_norm': '0.1118', 'learning_rate': '0.0002714', 'epoch': '0.5355'}
55%|ββββββ | 2210/4000 [2:35:12<2:07:09, 4.26s/it]
55%|ββββββ | 2211/4000 [2:35:16<2:05:51, 4.22s/it]
55%|ββββββ | 2212/4000 [2:35:20<2:04:55, 4.19s/it]
55%|ββββββ | 2213/4000 [2:35:24<2:04:16, 4.17s/it]
55%|ββββββ | 2214/4000 [2:35:28<2:03:46, 4.16s/it]
55%|ββββββ | 2215/4000 [2:35:32<2:03:26, 4.15s/it]
55%|ββββββ | 2216/4000 [2:35:36<2:03:08, 4.14s/it]
55%|ββββββ | 2217/4000 [2:35:41<2:06:14, 4.25s/it]
55%|ββββββ | 2218/4000 [2:35:45<2:05:13, 4.22s/it]
55%|ββββββ | 2219/4000 [2:35:49<2:04:28, 4.19s/it]
56%|ββββββ | 2220/4000 [2:35:53<2:03:51, 4.17s/it]
{'loss': '0.4497', 'grad_norm': '0.13', 'learning_rate': '0.0002698', 'epoch': '0.5379'}
56%|ββββββ | 2220/4000 [2:35:53<2:03:51, 4.17s/it]
56%|ββββββ | 2221/4000 [2:35:58<2:05:38, 4.24s/it]
56%|ββββββ | 2222/4000 [2:36:02<2:06:07, 4.26s/it]
56%|ββββββ | 2223/4000 [2:36:06<2:08:18, 4.33s/it]
56%|ββββββ | 2224/4000 [2:36:11<2:09:42, 4.38s/it]
56%|ββββββ | 2225/4000 [2:36:15<2:08:49, 4.35s/it]
56%|ββββββ | 2226/4000 [2:36:19<2:08:05, 4.33s/it]
56%|ββββββ | 2227/4000 [2:36:24<2:06:21, 4.28s/it]
56%|ββββββ | 2228/4000 [2:36:28<2:05:07, 4.24s/it]
56%|ββββββ | 2229/4000 [2:36:32<2:04:08, 4.21s/it]
56%|ββββββ | 2230/4000 [2:36:36<2:07:08, 4.31s/it]
{'loss': '0.4474', 'grad_norm': '0.121', 'learning_rate': '0.0002683', 'epoch': '0.5403'}
56%|ββββββ | 2230/4000 [2:36:36<2:07:08, 4.31s/it]
56%|ββββββ | 2231/4000 [2:36:41<2:05:27, 4.26s/it]
56%|ββββββ | 2232/4000 [2:36:45<2:04:24, 4.22s/it]
56%|ββββββ | 2233/4000 [2:36:49<2:03:36, 4.20s/it]
56%|ββββββ | 2234/4000 [2:36:53<2:03:08, 4.18s/it]
56%|ββββββ | 2235/4000 [2:36:57<2:02:42, 4.17s/it]
56%|ββββββ | 2236/4000 [2:37:01<2:02:18, 4.16s/it]
56%|ββββββ | 2237/4000 [2:37:06<2:05:42, 4.28s/it]
56%|ββββββ | 2238/4000 [2:37:10<2:04:27, 4.24s/it]
56%|ββββββ | 2239/4000 [2:37:14<2:04:04, 4.23s/it]
56%|ββββββ | 2240/4000 [2:37:18<2:04:03, 4.23s/it]
{'loss': '0.4517', 'grad_norm': '0.122', 'learning_rate': '0.0002668', 'epoch': '0.5428'}
56%|ββββββ | 2240/4000 [2:37:18<2:04:03, 4.23s/it]
56%|ββββββ | 2241/4000 [2:37:23<2:03:09, 4.20s/it]
56%|ββββββ | 2242/4000 [2:37:27<2:05:13, 4.27s/it]
56%|ββββββ | 2243/4000 [2:37:31<2:05:35, 4.29s/it]
56%|ββββββ | 2244/4000 [2:37:36<2:08:48, 4.40s/it]
56%|ββββββ | 2245/4000 [2:37:40<2:07:41, 4.37s/it]
56%|ββββββ | 2246/4000 [2:37:44<2:06:02, 4.31s/it]
56%|ββββββ | 2247/4000 [2:37:49<2:04:24, 4.26s/it]
56%|ββββββ | 2248/4000 [2:37:53<2:03:14, 4.22s/it]
56%|ββββββ | 2249/4000 [2:37:57<2:02:25, 4.20s/it]
56%|ββββββ | 2250/4000 [2:38:01<2:03:37, 4.24s/it]
{'loss': '0.4452', 'grad_norm': '0.1265', 'learning_rate': '0.0002653', 'epoch': '0.5452'}
56%|ββββββ | 2250/4000 [2:38:01<2:03:37, 4.24s/it]
56%|ββββββ | 2251/4000 [2:38:05<2:04:18, 4.26s/it]
56%|ββββββ | 2252/4000 [2:38:10<2:03:03, 4.22s/it]
56%|ββββββ | 2253/4000 [2:38:14<2:02:14, 4.20s/it]
56%|ββββββ | 2254/4000 [2:38:18<2:01:33, 4.18s/it]
56%|ββββββ | 2255/4000 [2:38:22<2:01:08, 4.17s/it]
56%|ββββββ | 2256/4000 [2:38:26<2:03:03, 4.23s/it]
56%|ββββββ | 2257/4000 [2:38:31<2:05:38, 4.33s/it]
56%|ββββββ | 2258/4000 [2:38:35<2:04:13, 4.28s/it]
56%|ββββββ | 2259/4000 [2:38:39<2:02:57, 4.24s/it]
56%|ββββββ | 2260/4000 [2:38:43<2:02:00, 4.21s/it]
{'loss': '0.4498', 'grad_norm': '0.09977', 'learning_rate': '0.0002638', 'epoch': '0.5476'}
56%|ββββββ | 2260/4000 [2:38:43<2:02:00, 4.21s/it]
57%|ββββββ | 2261/4000 [2:38:48<2:02:10, 4.22s/it]
57%|ββββββ | 2262/4000 [2:38:52<2:02:06, 4.22s/it]
57%|ββββββ | 2263/4000 [2:38:56<2:02:28, 4.23s/it]
57%|ββββββ | 2264/4000 [2:39:01<2:06:50, 4.38s/it]
57%|ββββββ | 2265/4000 [2:39:05<2:04:48, 4.32s/it]
57%|ββββββ | 2266/4000 [2:39:09<2:03:07, 4.26s/it]
57%|ββββββ | 2267/4000 [2:39:13<2:01:59, 4.22s/it]
57%|ββββββ | 2268/4000 [2:39:17<2:01:08, 4.20s/it]
57%|ββββββ | 2269/4000 [2:39:22<2:00:29, 4.18s/it]
57%|ββββββ | 2270/4000 [2:39:26<1:59:53, 4.16s/it]
{'loss': '0.4221', 'grad_norm': '0.1154', 'learning_rate': '0.0002623', 'epoch': '0.55'}
57%|ββββββ | 2270/4000 [2:39:26<1:59:53, 4.16s/it]
57%|ββββββ | 2271/4000 [2:39:30<2:02:57, 4.27s/it]
57%|ββββββ | 2272/4000 [2:39:34<2:01:41, 4.23s/it]
57%|ββββββ | 2273/4000 [2:39:39<2:01:51, 4.23s/it]
57%|ββββββ | 2274/4000 [2:39:43<2:00:57, 4.20s/it]
57%|ββββββ | 2275/4000 [2:39:47<2:00:53, 4.21s/it]
57%|ββββββ | 2276/4000 [2:39:51<2:00:09, 4.18s/it]
57%|ββββββ | 2277/4000 [2:39:55<2:02:27, 4.26s/it]
57%|ββββββ | 2278/4000 [2:40:00<2:02:20, 4.26s/it]
57%|ββββββ | 2279/4000 [2:40:04<2:01:22, 4.23s/it]
57%|ββββββ | 2280/4000 [2:40:08<2:00:30, 4.20s/it]
{'loss': '0.4633', 'grad_norm': '0.1137', 'learning_rate': '0.0002608', 'epoch': '0.5524'}
57%|ββββββ | 2280/4000 [2:40:08<2:00:30, 4.20s/it]
57%|ββββββ | 2281/4000 [2:40:12<2:00:46, 4.22s/it]
57%|ββββββ | 2282/4000 [2:40:17<2:01:20, 4.24s/it]
57%|ββββββ | 2283/4000 [2:40:21<2:01:50, 4.26s/it]
57%|ββββββ | 2284/4000 [2:40:25<2:04:02, 4.34s/it]
57%|ββββββ | 2285/4000 [2:40:30<2:02:03, 4.27s/it]
57%|ββββββ | 2286/4000 [2:40:34<2:00:51, 4.23s/it]
57%|ββββββ | 2287/4000 [2:40:38<1:59:55, 4.20s/it]
57%|ββββββ | 2288/4000 [2:40:42<1:59:19, 4.18s/it]
57%|ββββββ | 2289/4000 [2:40:46<1:58:47, 4.17s/it]
57%|ββββββ | 2290/4000 [2:40:50<1:59:17, 4.19s/it]
{'loss': '0.4553', 'grad_norm': '0.1379', 'learning_rate': '0.0002592', 'epoch': '0.5549'}
57%|ββββββ | 2290/4000 [2:40:50<1:59:17, 4.19s/it]
57%|ββββββ | 2291/4000 [2:40:55<2:04:00, 4.35s/it]
57%|ββββββ | 2292/4000 [2:40:59<2:02:23, 4.30s/it]
57%|ββββββ | 2293/4000 [2:41:03<2:00:57, 4.25s/it]
57%|ββββββ | 2294/4000 [2:41:08<2:00:01, 4.22s/it]
57%|ββββββ | 2295/4000 [2:41:12<1:59:28, 4.20s/it]
57%|ββββββ | 2296/4000 [2:41:16<2:00:48, 4.25s/it]
57%|ββββββ | 2297/4000 [2:41:20<2:01:37, 4.28s/it]
57%|ββββββ | 2298/4000 [2:41:25<2:02:06, 4.30s/it]
57%|ββββββ | 2299/4000 [2:41:29<2:00:39, 4.26s/it]
57%|ββββββ | 2300/4000 [2:41:33<2:00:28, 4.25s/it]
{'loss': '0.4624', 'grad_norm': '0.1325', 'learning_rate': '0.0002577', 'epoch': '0.5573'}
57%|ββββββ | 2300/4000 [2:41:33<2:00:28, 4.25s/it]
58%|ββββββ | 2301/4000 [2:41:37<2:00:56, 4.27s/it]
58%|ββββββ | 2302/4000 [2:41:42<2:00:21, 4.25s/it]
58%|ββββββ | 2303/4000 [2:41:46<1:59:26, 4.22s/it]
58%|ββββββ | 2304/4000 [2:41:50<2:01:47, 4.31s/it]
58%|ββββββ | 2305/4000 [2:41:54<2:00:21, 4.26s/it]
58%|ββββββ | 2306/4000 [2:41:59<1:59:20, 4.23s/it]
58%|ββββββ | 2307/4000 [2:42:03<2:01:00, 4.29s/it]
58%|ββββββ | 2308/4000 [2:42:07<2:02:12, 4.33s/it]
58%|ββββββ | 2309/4000 [2:42:12<2:00:36, 4.28s/it]
58%|ββββββ | 2310/4000 [2:42:16<1:59:26, 4.24s/it]
{'loss': '0.4456', 'grad_norm': '0.1388', 'learning_rate': '0.0002562', 'epoch': '0.5597'}
58%|ββββββ | 2310/4000 [2:42:16<1:59:26, 4.24s/it]
58%|ββββββ | 2311/4000 [2:42:20<2:01:33, 4.32s/it]
58%|ββββββ | 2312/4000 [2:42:24<2:00:18, 4.28s/it]
58%|ββββββ | 2313/4000 [2:42:29<2:00:26, 4.28s/it]
58%|ββββββ | 2314/4000 [2:42:33<1:59:20, 4.25s/it]
58%|ββββββ | 2315/4000 [2:42:37<1:58:25, 4.22s/it]
58%|ββββββ | 2316/4000 [2:42:41<1:57:52, 4.20s/it]
58%|ββββββ | 2317/4000 [2:42:45<1:57:21, 4.18s/it]
58%|ββββββ | 2318/4000 [2:42:50<2:00:28, 4.30s/it]
58%|ββββββ | 2319/4000 [2:42:54<2:00:14, 4.29s/it]
58%|ββββββ | 2320/4000 [2:42:59<2:00:22, 4.30s/it]
{'loss': '0.4758', 'grad_norm': '0.1284', 'learning_rate': '0.0002547', 'epoch': '0.5621'}
58%|ββββββ | 2320/4000 [2:42:59<2:00:22, 4.30s/it]
58%|ββββββ | 2321/4000 [2:43:03<1:59:24, 4.27s/it]
58%|ββββββ | 2322/4000 [2:43:07<1:58:19, 4.23s/it]
58%|ββββββ | 2323/4000 [2:43:11<1:58:17, 4.23s/it]
58%|ββββββ | 2324/4000 [2:43:15<1:59:27, 4.28s/it]
58%|ββββββ | 2325/4000 [2:43:20<2:01:58, 4.37s/it]
58%|ββββββ | 2326/4000 [2:43:24<2:00:06, 4.30s/it]
58%|ββββββ | 2327/4000 [2:43:28<1:58:44, 4.26s/it]
58%|ββββββ | 2328/4000 [2:43:33<1:57:42, 4.22s/it]
58%|ββββββ | 2329/4000 [2:43:37<1:56:54, 4.20s/it]
58%|ββββββ | 2330/4000 [2:43:41<1:58:19, 4.25s/it]
{'loss': '0.4533', 'grad_norm': '0.1235', 'learning_rate': '0.0002532', 'epoch': '0.5646'}
58%|ββββββ | 2330/4000 [2:43:41<1:58:19, 4.25s/it]
58%|ββββββ | 2331/4000 [2:43:46<2:00:57, 4.35s/it]
58%|ββββββ | 2332/4000 [2:43:50<1:59:11, 4.29s/it]
58%|ββββββ | 2333/4000 [2:43:54<1:58:02, 4.25s/it]
58%|ββββββ | 2334/4000 [2:43:58<1:57:06, 4.22s/it]
58%|ββββββ | 2335/4000 [2:44:02<1:56:24, 4.19s/it]
58%|ββββββ | 2336/4000 [2:44:06<1:56:00, 4.18s/it]
58%|ββββββ | 2337/4000 [2:44:11<1:56:49, 4.21s/it]
58%|ββββββ | 2338/4000 [2:44:15<2:01:03, 4.37s/it]
58%|ββββββ | 2339/4000 [2:44:20<2:00:27, 4.35s/it]
58%|ββββββ | 2340/4000 [2:44:24<1:59:03, 4.30s/it]
{'loss': '0.4112', 'grad_norm': '0.1257', 'learning_rate': '0.0002517', 'epoch': '0.567'}
58%|ββββββ | 2340/4000 [2:44:24<1:59:03, 4.30s/it]
59%|ββββββ | 2341/4000 [2:44:28<1:57:51, 4.26s/it]
59%|ββββββ | 2342/4000 [2:44:32<1:58:49, 4.30s/it]
59%|ββββββ | 2343/4000 [2:44:37<1:57:59, 4.27s/it]
59%|ββββββ | 2344/4000 [2:44:41<1:56:50, 4.23s/it]
59%|ββββββ | 2345/4000 [2:44:45<1:58:50, 4.31s/it]
59%|ββββββ | 2346/4000 [2:44:49<1:57:22, 4.26s/it]
59%|ββββββ | 2347/4000 [2:44:54<1:57:16, 4.26s/it]
59%|ββββββ | 2348/4000 [2:44:58<1:56:16, 4.22s/it]
59%|ββββββ | 2349/4000 [2:45:02<1:55:28, 4.20s/it]
59%|ββββββ | 2350/4000 [2:45:06<1:54:50, 4.18s/it]
{'loss': '0.423', 'grad_norm': '0.1292', 'learning_rate': '0.0002502', 'epoch': '0.5694'}
59%|ββββββ | 2350/4000 [2:45:06<1:54:50, 4.18s/it]
59%|ββββββ | 2351/4000 [2:45:10<1:56:10, 4.23s/it]
59%|ββββββ | 2352/4000 [2:45:15<1:56:42, 4.25s/it]
59%|ββββββ | 2353/4000 [2:45:19<1:55:44, 4.22s/it]
59%|ββββββ | 2354/4000 [2:45:23<1:55:01, 4.19s/it]
59%|ββββββ | 2355/4000 [2:45:27<1:55:57, 4.23s/it]
59%|ββββββ | 2356/4000 [2:45:32<1:57:34, 4.29s/it]
59%|ββββββ | 2357/4000 [2:45:36<1:57:30, 4.29s/it]
59%|ββββββ | 2358/4000 [2:45:41<1:59:24, 4.36s/it]
59%|ββββββ | 2359/4000 [2:45:45<2:00:18, 4.40s/it]
59%|ββββββ | 2360/4000 [2:45:49<1:58:09, 4.32s/it]
{'loss': '0.4463', 'grad_norm': '0.1273', 'learning_rate': '0.0002486', 'epoch': '0.5718'}
59%|ββββββ | 2360/4000 [2:45:49<1:58:09, 4.32s/it]
59%|ββββββ | 2361/4000 [2:45:53<1:56:35, 4.27s/it]
59%|ββββββ | 2362/4000 [2:45:57<1:55:34, 4.23s/it]
59%|ββββββ | 2363/4000 [2:46:02<1:55:32, 4.23s/it]
59%|ββββββ | 2364/4000 [2:46:06<1:56:15, 4.26s/it]
59%|ββββββ | 2365/4000 [2:46:11<1:58:41, 4.36s/it]
59%|ββββββ | 2366/4000 [2:46:15<1:56:58, 4.30s/it]
59%|ββββββ | 2367/4000 [2:46:19<1:55:36, 4.25s/it]
59%|ββββββ | 2368/4000 [2:46:23<1:54:42, 4.22s/it]
59%|ββββββ | 2369/4000 [2:46:27<1:54:02, 4.20s/it]
59%|ββββββ | 2370/4000 [2:46:31<1:53:30, 4.18s/it]
{'loss': '0.4244', 'grad_norm': '0.1066', 'learning_rate': '0.0002471', 'epoch': '0.5742'}
59%|ββββββ | 2370/4000 [2:46:31<1:53:30, 4.18s/it]
59%|ββββββ | 2371/4000 [2:46:36<1:54:09, 4.20s/it]
59%|ββββββ | 2372/4000 [2:46:40<1:56:54, 4.31s/it]
59%|ββββββ | 2373/4000 [2:46:44<1:56:13, 4.29s/it]
59%|ββββββ | 2374/4000 [2:46:49<1:56:39, 4.31s/it]
59%|ββββββ | 2375/4000 [2:46:53<1:56:48, 4.31s/it]
59%|ββββββ | 2376/4000 [2:46:57<1:56:34, 4.31s/it]
59%|ββββββ | 2377/4000 [2:47:02<1:55:09, 4.26s/it]
59%|ββββββ | 2378/4000 [2:47:06<1:55:37, 4.28s/it]
59%|ββββββ | 2379/4000 [2:47:10<1:55:54, 4.29s/it]
60%|ββββββ | 2380/4000 [2:47:14<1:56:10, 4.30s/it]
{'loss': '0.4588', 'grad_norm': '0.1298', 'learning_rate': '0.0002456', 'epoch': '0.5767'}
60%|ββββββ | 2380/4000 [2:47:14<1:56:10, 4.30s/it]
60%|ββββββ | 2381/4000 [2:47:19<1:54:52, 4.26s/it]
60%|ββββββ | 2382/4000 [2:47:23<1:53:47, 4.22s/it]
60%|ββββββ | 2383/4000 [2:47:27<1:52:57, 4.19s/it]
60%|ββββββ | 2384/4000 [2:47:31<1:52:29, 4.18s/it]
60%|ββββββ | 2385/4000 [2:47:36<1:55:16, 4.28s/it]
60%|ββββββ | 2386/4000 [2:47:40<1:54:02, 4.24s/it]
60%|ββββββ | 2387/4000 [2:47:44<1:53:19, 4.22s/it]
60%|ββββββ | 2388/4000 [2:47:48<1:54:41, 4.27s/it]
60%|ββββββ | 2389/4000 [2:47:52<1:53:32, 4.23s/it]
60%|ββββββ | 2390/4000 [2:47:57<1:52:47, 4.20s/it]
{'loss': '0.422', 'grad_norm': '0.1311', 'learning_rate': '0.0002441', 'epoch': '0.5791'}
60%|ββββββ | 2390/4000 [2:47:57<1:52:47, 4.20s/it]
60%|ββββββ | 2391/4000 [2:48:01<1:54:43, 4.28s/it]
60%|ββββββ | 2392/4000 [2:48:06<1:58:38, 4.43s/it]
60%|ββββββ | 2393/4000 [2:48:10<1:58:17, 4.42s/it]
60%|ββββββ | 2394/4000 [2:48:14<1:55:59, 4.33s/it]
60%|ββββββ | 2395/4000 [2:48:18<1:54:16, 4.27s/it]
60%|ββββββ | 2396/4000 [2:48:23<1:53:07, 4.23s/it]
60%|ββββββ | 2397/4000 [2:48:27<1:53:45, 4.26s/it]
60%|ββββββ | 2398/4000 [2:48:31<1:52:43, 4.22s/it]
60%|ββββββ | 2399/4000 [2:48:36<1:54:56, 4.31s/it]
60%|ββββββ | 2400/4000 [2:48:40<1:53:28, 4.26s/it]
{'loss': '0.4471', 'grad_norm': '0.1121', 'learning_rate': '0.0002426', 'epoch': '0.5815'}
60%|ββββββ | 2400/4000 [2:48:40<1:53:28, 4.26s/it]
60%|ββββββ | 2401/4000 [2:48:44<1:52:23, 4.22s/it]
60%|ββββββ | 2402/4000 [2:48:48<1:51:42, 4.19s/it]
60%|ββββββ | 2403/4000 [2:48:52<1:51:15, 4.18s/it]
60%|ββββββ | 2404/4000 [2:48:57<1:53:17, 4.26s/it]
60%|ββββββ | 2405/4000 [2:49:01<1:56:21, 4.38s/it]
60%|ββββββ | 2406/4000 [2:49:05<1:54:19, 4.30s/it]
60%|ββββββ | 2407/4000 [2:49:09<1:53:17, 4.27s/it]
60%|ββββββ | 2408/4000 [2:49:14<1:53:14, 4.27s/it]
60%|ββββββ | 2409/4000 [2:49:18<1:52:50, 4.26s/it]
60%|ββββββ | 2410/4000 [2:49:22<1:53:57, 4.30s/it]
{'loss': '0.4311', 'grad_norm': '0.113', 'learning_rate': '0.0002411', 'epoch': '0.5839'}
60%|ββββββ | 2410/4000 [2:49:22<1:53:57, 4.30s/it]
60%|ββββββ | 2411/4000 [2:49:27<1:52:47, 4.26s/it]
60%|ββββββ | 2412/4000 [2:49:31<1:54:37, 4.33s/it]
60%|ββββββ | 2413/4000 [2:49:35<1:54:35, 4.33s/it]
60%|ββββββ | 2414/4000 [2:49:40<1:53:27, 4.29s/it]
60%|ββββββ | 2415/4000 [2:49:44<1:52:06, 4.24s/it]
60%|ββββββ | 2416/4000 [2:49:48<1:51:10, 4.21s/it]
60%|ββββββ | 2417/4000 [2:49:52<1:50:25, 4.19s/it]
60%|ββββββ | 2418/4000 [2:49:56<1:50:00, 4.17s/it]
60%|ββββββ | 2419/4000 [2:50:01<1:52:31, 4.27s/it]
60%|ββββββ | 2420/4000 [2:50:05<1:51:25, 4.23s/it]
{'loss': '0.4425', 'grad_norm': '0.1242', 'learning_rate': '0.0002395', 'epoch': '0.5864'}
60%|ββββββ | 2420/4000 [2:50:05<1:51:25, 4.23s/it]
61%|ββββββ | 2421/4000 [2:50:09<1:53:25, 4.31s/it]
61%|ββββββ | 2422/4000 [2:50:13<1:52:06, 4.26s/it]
61%|ββββββ | 2423/4000 [2:50:18<1:51:00, 4.22s/it]
61%|ββββββ | 2424/4000 [2:50:22<1:50:52, 4.22s/it]
61%|ββββββ | 2425/4000 [2:50:26<1:52:16, 4.28s/it]
61%|ββββββ | 2426/4000 [2:50:30<1:52:29, 4.29s/it]
61%|ββββββ | 2427/4000 [2:50:35<1:53:50, 4.34s/it]
61%|ββββββ | 2428/4000 [2:50:39<1:53:05, 4.32s/it]
61%|ββββββ | 2429/4000 [2:50:43<1:51:28, 4.26s/it]
61%|ββββββ | 2430/4000 [2:50:48<1:52:24, 4.30s/it]
{'loss': '0.4242', 'grad_norm': '0.1184', 'learning_rate': '0.000238', 'epoch': '0.5888'}
61%|ββββββ | 2430/4000 [2:50:48<1:52:24, 4.30s/it]
61%|ββββββ | 2431/4000 [2:50:52<1:51:03, 4.25s/it]
61%|ββββββ | 2432/4000 [2:50:56<1:53:09, 4.33s/it]
61%|ββββββ | 2433/4000 [2:51:00<1:51:29, 4.27s/it]
61%|ββββββ | 2434/4000 [2:51:05<1:50:18, 4.23s/it]
61%|ββββββ | 2435/4000 [2:51:09<1:49:30, 4.20s/it]
61%|ββββββ | 2436/4000 [2:51:13<1:48:50, 4.18s/it]
61%|ββββββ | 2437/4000 [2:51:17<1:48:20, 4.16s/it]
61%|ββββββ | 2438/4000 [2:51:21<1:50:03, 4.23s/it]
61%|ββββββ | 2439/4000 [2:51:26<1:52:16, 4.32s/it]
61%|ββββββ | 2440/4000 [2:51:30<1:50:47, 4.26s/it]
{'loss': '0.3936', 'grad_norm': '0.1247', 'learning_rate': '0.0002365', 'epoch': '0.5912'}
61%|ββββββ | 2440/4000 [2:51:30<1:50:47, 4.26s/it]
61%|ββββββ | 2441/4000 [2:51:34<1:50:02, 4.24s/it]
61%|ββββββ | 2442/4000 [2:51:38<1:49:45, 4.23s/it]
61%|ββββββ | 2443/4000 [2:51:43<1:49:25, 4.22s/it]
61%|ββββββ | 2444/4000 [2:51:47<1:49:40, 4.23s/it]
61%|ββββββ | 2445/4000 [2:51:51<1:50:47, 4.28s/it]
61%|ββββββ | 2446/4000 [2:51:56<1:52:22, 4.34s/it]
61%|ββββββ | 2447/4000 [2:52:00<1:52:48, 4.36s/it]
61%|ββββββ | 2448/4000 [2:52:04<1:51:06, 4.30s/it]
61%|ββββββ | 2449/4000 [2:52:08<1:49:49, 4.25s/it]
61%|βββββββ | 2450/4000 [2:52:13<1:48:49, 4.21s/it]
{'loss': '0.4206', 'grad_norm': '0.117', 'learning_rate': '0.000235', 'epoch': '0.5936'}
61%|βββββββ | 2450/4000 [2:52:13<1:48:49, 4.21s/it]
61%|βββββββ | 2451/4000 [2:52:17<1:48:07, 4.19s/it]
61%|βββββββ | 2452/4000 [2:52:21<1:47:41, 4.17s/it]
61%|βββββββ | 2453/4000 [2:52:25<1:50:24, 4.28s/it]
61%|βββββββ | 2454/4000 [2:52:30<1:50:43, 4.30s/it]
61%|βββββββ | 2455/4000 [2:52:34<1:49:38, 4.26s/it]
61%|βββββββ | 2456/4000 [2:52:38<1:48:37, 4.22s/it]
61%|βββββββ | 2457/4000 [2:52:42<1:47:55, 4.20s/it]
61%|βββββββ | 2458/4000 [2:52:46<1:48:26, 4.22s/it]
61%|βββββββ | 2459/4000 [2:52:51<1:51:03, 4.32s/it]
62%|βββββββ | 2460/4000 [2:52:55<1:49:57, 4.28s/it]
{'loss': '0.4193', 'grad_norm': '0.1188', 'learning_rate': '0.0002335', 'epoch': '0.5961'}
62%|βββββββ | 2460/4000 [2:52:55<1:49:57, 4.28s/it]
62%|βββββββ | 2461/4000 [2:52:59<1:48:43, 4.24s/it]
62%|βββββββ | 2462/4000 [2:53:04<1:51:30, 4.35s/it]
62%|βββββββ | 2463/4000 [2:53:08<1:49:59, 4.29s/it]
62%|βββββββ | 2464/4000 [2:53:13<1:52:08, 4.38s/it]
62%|βββββββ | 2465/4000 [2:53:17<1:50:10, 4.31s/it]
62%|βββββββ | 2466/4000 [2:53:21<1:51:44, 4.37s/it]
62%|βββββββ | 2467/4000 [2:53:25<1:49:51, 4.30s/it]
62%|βββββββ | 2468/4000 [2:53:30<1:48:30, 4.25s/it]
62%|βββββββ | 2469/4000 [2:53:34<1:47:28, 4.21s/it]
62%|βββββββ | 2470/4000 [2:53:38<1:46:48, 4.19s/it]
{'loss': '0.4233', 'grad_norm': '0.1265', 'learning_rate': '0.000232', 'epoch': '0.5985'}
62%|βββββββ | 2470/4000 [2:53:38<1:46:48, 4.19s/it]
62%|βββββββ | 2471/4000 [2:53:42<1:47:20, 4.21s/it]
62%|βββββββ | 2472/4000 [2:53:46<1:46:41, 4.19s/it]
62%|βββββββ | 2473/4000 [2:53:51<1:49:12, 4.29s/it]
62%|βββββββ | 2474/4000 [2:53:55<1:47:53, 4.24s/it]
62%|βββββββ | 2475/4000 [2:53:59<1:48:20, 4.26s/it]
62%|βββββββ | 2476/4000 [2:54:03<1:48:01, 4.25s/it]
62%|βββββββ | 2477/4000 [2:54:08<1:47:24, 4.23s/it]
62%|βββββββ | 2478/4000 [2:54:12<1:46:30, 4.20s/it]
62%|βββββββ | 2479/4000 [2:54:17<1:51:39, 4.40s/it]
62%|βββββββ | 2480/4000 [2:54:21<1:52:25, 4.44s/it]
{'loss': '0.429', 'grad_norm': '0.1131', 'learning_rate': '0.0002305', 'epoch': '0.6009'}
62%|βββββββ | 2480/4000 [2:54:21<1:52:25, 4.44s/it]
62%|βββββββ | 2481/4000 [2:54:25<1:50:26, 4.36s/it]
62%|βββββββ | 2482/4000 [2:54:29<1:48:41, 4.30s/it]
62%|βββββββ | 2483/4000 [2:54:34<1:47:24, 4.25s/it]
62%|βββββββ | 2484/4000 [2:54:38<1:46:31, 4.22s/it]
62%|βββββββ | 2485/4000 [2:54:42<1:45:52, 4.19s/it]
62%|βββββββ | 2486/4000 [2:54:46<1:48:26, 4.30s/it]
62%|βββββββ | 2487/4000 [2:54:51<1:47:06, 4.25s/it]
62%|βββββββ | 2488/4000 [2:54:55<1:46:58, 4.25s/it]
62%|βββββββ | 2489/4000 [2:54:59<1:46:07, 4.21s/it]
62%|βββββββ | 2490/4000 [2:55:03<1:45:30, 4.19s/it]
{'loss': '0.4325', 'grad_norm': '0.1439', 'learning_rate': '0.0002289', 'epoch': '0.6033'}
62%|βββββββ | 2490/4000 [2:55:03<1:45:30, 4.19s/it]
62%|βββββββ | 2491/4000 [2:55:07<1:44:59, 4.17s/it]
62%|βββββββ | 2492/4000 [2:55:11<1:45:22, 4.19s/it]
62%|βββββββ | 2493/4000 [2:55:16<1:49:33, 4.36s/it]
62%|βββββββ | 2494/4000 [2:55:20<1:47:50, 4.30s/it]
62%|βββββββ | 2495/4000 [2:55:24<1:46:36, 4.25s/it]
62%|βββββββ | 2496/4000 [2:55:29<1:46:47, 4.26s/it]
62%|βββββββ | 2497/4000 [2:55:33<1:48:39, 4.34s/it]
62%|βββββββ | 2498/4000 [2:55:37<1:47:03, 4.28s/it]
62%|βββββββ | 2499/4000 [2:55:42<1:45:47, 4.23s/it]
62%|βββββββ | 2500/4000 [2:55:46<1:47:57, 4.32s/it]
{'loss': '0.4406', 'grad_norm': '0.1617', 'learning_rate': '0.0002274', 'epoch': '0.6057'}
62%|βββββββ | 2500/4000 [2:55:46<1:47:57, 4.32s/it]
63%|βββββββ | 2501/4000 [2:55:50<1:46:30, 4.26s/it]
63%|βββββββ | 2502/4000 [2:55:54<1:45:27, 4.22s/it]
63%|βββββββ | 2503/4000 [2:55:58<1:44:43, 4.20s/it]
63%|βββββββ | 2504/4000 [2:56:03<1:44:23, 4.19s/it]
63%|βββββββ | 2505/4000 [2:56:07<1:44:50, 4.21s/it]
63%|βββββββ | 2506/4000 [2:56:11<1:45:29, 4.24s/it]
63%|βββββββ | 2507/4000 [2:56:16<1:46:05, 4.26s/it]
63%|βββββββ | 2508/4000 [2:56:20<1:45:10, 4.23s/it]
63%|βββββββ | 2509/4000 [2:56:24<1:45:34, 4.25s/it]
63%|βββββββ | 2510/4000 [2:56:28<1:45:25, 4.25s/it]
{'loss': '0.4191', 'grad_norm': '0.1201', 'learning_rate': '0.0002259', 'epoch': '0.6082'}
63%|βββββββ | 2510/4000 [2:56:28<1:45:25, 4.25s/it]
63%|βββββββ | 2511/4000 [2:56:32<1:44:47, 4.22s/it]
63%|βββββββ | 2512/4000 [2:56:37<1:44:07, 4.20s/it]
63%|βββββββ | 2513/4000 [2:56:41<1:47:24, 4.33s/it]
63%|βββββββ | 2514/4000 [2:56:45<1:46:45, 4.31s/it]
63%|βββββββ | 2515/4000 [2:56:50<1:46:30, 4.30s/it]
63%|βββββββ | 2516/4000 [2:56:54<1:45:13, 4.25s/it]
63%|βββββββ | 2517/4000 [2:56:58<1:44:18, 4.22s/it]
63%|βββββββ | 2518/4000 [2:57:02<1:43:40, 4.20s/it]
63%|βββββββ | 2519/4000 [2:57:06<1:43:17, 4.18s/it]
63%|βββββββ | 2520/4000 [2:57:11<1:46:15, 4.31s/it]
{'loss': '0.4117', 'grad_norm': '0.1111', 'learning_rate': '0.0002244', 'epoch': '0.6106'}
63%|βββββββ | 2520/4000 [2:57:11<1:46:15, 4.31s/it]
63%|βββββββ | 2521/4000 [2:57:15<1:45:54, 4.30s/it]
63%|βββββββ | 2522/4000 [2:57:19<1:44:48, 4.25s/it]
63%|βββββββ | 2523/4000 [2:57:23<1:43:56, 4.22s/it]
63%|βββββββ | 2524/4000 [2:57:28<1:43:16, 4.20s/it]
63%|βββββββ | 2525/4000 [2:57:32<1:42:46, 4.18s/it]
63%|βββββββ | 2526/4000 [2:57:36<1:43:57, 4.23s/it]
63%|βββββββ | 2527/4000 [2:57:41<1:46:40, 4.35s/it]
63%|βββββββ | 2528/4000 [2:57:45<1:45:12, 4.29s/it]
63%|βββββββ | 2529/4000 [2:57:49<1:44:06, 4.25s/it]
63%|βββββββ | 2530/4000 [2:57:53<1:44:24, 4.26s/it]
{'loss': '0.4041', 'grad_norm': '0.1393', 'learning_rate': '0.0002229', 'epoch': '0.613'}
63%|βββββββ | 2530/4000 [2:57:53<1:44:24, 4.26s/it]
63%|βββββββ | 2531/4000 [2:57:58<1:44:38, 4.27s/it]
63%|βββββββ | 2532/4000 [2:58:02<1:46:55, 4.37s/it]
63%|βββββββ | 2533/4000 [2:58:07<1:50:52, 4.53s/it]
63%|βββββββ | 2534/4000 [2:58:11<1:48:02, 4.42s/it]
63%|βββββββ | 2535/4000 [2:58:15<1:45:53, 4.34s/it]
63%|βββββββ | 2536/4000 [2:58:20<1:44:27, 4.28s/it]
63%|βββββββ | 2537/4000 [2:58:24<1:43:19, 4.24s/it]
63%|βββββββ | 2538/4000 [2:58:28<1:43:57, 4.27s/it]
63%|βββββββ | 2539/4000 [2:58:32<1:42:58, 4.23s/it]
64%|βββββββ | 2540/4000 [2:58:37<1:45:09, 4.32s/it]
{'loss': '0.4366', 'grad_norm': '0.1341', 'learning_rate': '0.0002214', 'epoch': '0.6154'}
64%|βββββββ | 2540/4000 [2:58:37<1:45:09, 4.32s/it]
64%|βββββββ | 2541/4000 [2:58:41<1:43:42, 4.26s/it]
64%|βββββββ | 2542/4000 [2:58:45<1:43:55, 4.28s/it]
64%|βββββββ | 2543/4000 [2:58:49<1:43:19, 4.25s/it]
64%|βββββββ | 2544/4000 [2:58:54<1:44:31, 4.31s/it]
64%|βββββββ | 2545/4000 [2:58:58<1:43:27, 4.27s/it]
64%|βββββββ | 2546/4000 [2:59:02<1:42:26, 4.23s/it]
64%|βββββββ | 2547/4000 [2:59:07<1:45:54, 4.37s/it]
64%|βββββββ | 2548/4000 [2:59:11<1:45:45, 4.37s/it]
64%|βββββββ | 2549/4000 [2:59:15<1:45:03, 4.34s/it]
64%|βββββββ | 2550/4000 [2:59:20<1:43:30, 4.28s/it]
{'loss': '0.4377', 'grad_norm': '0.1391', 'learning_rate': '0.0002198', 'epoch': '0.6179'}
64%|βββββββ | 2550/4000 [2:59:20<1:43:30, 4.28s/it]
64%|βββββββ | 2551/4000 [2:59:24<1:42:21, 4.24s/it]
64%|βββββββ | 2552/4000 [2:59:28<1:41:28, 4.20s/it]
64%|βββββββ | 2553/4000 [2:59:32<1:40:55, 4.18s/it]
64%|βββββββ | 2554/4000 [2:59:37<1:43:50, 4.31s/it]
64%|βββββββ | 2555/4000 [2:59:41<1:43:09, 4.28s/it]
64%|βββββββ | 2556/4000 [2:59:45<1:42:00, 4.24s/it]
64%|βββββββ | 2557/4000 [2:59:49<1:41:07, 4.20s/it]
64%|βββββββ | 2558/4000 [2:59:53<1:40:31, 4.18s/it]
64%|βββββββ | 2559/4000 [2:59:57<1:40:42, 4.19s/it]
64%|βββββββ | 2560/4000 [3:00:02<1:42:58, 4.29s/it]
{'loss': '0.3938', 'grad_norm': '0.1115', 'learning_rate': '0.0002183', 'epoch': '0.6203'}
64%|βββββββ | 2560/4000 [3:00:02<1:42:58, 4.29s/it]
64%|βββββββ | 2561/4000 [3:00:06<1:43:31, 4.32s/it]
64%|βββββββ | 2562/4000 [3:00:10<1:42:09, 4.26s/it]
64%|βββββββ | 2563/4000 [3:00:15<1:41:08, 4.22s/it]
64%|βββββββ | 2564/4000 [3:00:19<1:42:10, 4.27s/it]
64%|βββββββ | 2565/4000 [3:00:23<1:42:16, 4.28s/it]
64%|βββββββ | 2566/4000 [3:00:27<1:41:24, 4.24s/it]
64%|βββββββ | 2567/4000 [3:00:32<1:45:10, 4.40s/it]
64%|βββββββ | 2568/4000 [3:00:36<1:43:39, 4.34s/it]
64%|βββββββ | 2569/4000 [3:00:41<1:42:01, 4.28s/it]
64%|βββββββ | 2570/4000 [3:00:45<1:40:53, 4.23s/it]
{'loss': '0.3954', 'grad_norm': '0.1285', 'learning_rate': '0.0002168', 'epoch': '0.6227'}
64%|βββββββ | 2570/4000 [3:00:45<1:40:53, 4.23s/it]
64%|βββββββ | 2571/4000 [3:00:49<1:41:10, 4.25s/it]
64%|βββββββ | 2572/4000 [3:00:53<1:40:17, 4.21s/it]
64%|βββββββ | 2573/4000 [3:00:57<1:39:36, 4.19s/it]
64%|βββββββ | 2574/4000 [3:01:02<1:41:48, 4.28s/it]
64%|βββββββ | 2575/4000 [3:01:06<1:40:34, 4.23s/it]
64%|βββββββ | 2576/4000 [3:01:10<1:41:39, 4.28s/it]
64%|βββββββ | 2577/4000 [3:01:14<1:40:43, 4.25s/it]
64%|βββββββ | 2578/4000 [3:01:19<1:40:31, 4.24s/it]
64%|βββββββ | 2579/4000 [3:01:23<1:39:46, 4.21s/it]
64%|βββββββ | 2580/4000 [3:01:27<1:40:28, 4.25s/it]
{'loss': '0.4072', 'grad_norm': '0.1221', 'learning_rate': '0.0002153', 'epoch': '0.6251'}
64%|βββββββ | 2580/4000 [3:01:27<1:40:28, 4.25s/it]
65%|βββββββ | 2581/4000 [3:01:32<1:42:35, 4.34s/it]
65%|βββββββ | 2582/4000 [3:01:36<1:41:55, 4.31s/it]
65%|βββββββ | 2583/4000 [3:01:40<1:40:40, 4.26s/it]
65%|βββββββ | 2584/4000 [3:01:44<1:40:22, 4.25s/it]
65%|βββββββ | 2585/4000 [3:01:48<1:39:34, 4.22s/it]
65%|βββββββ | 2586/4000 [3:01:53<1:38:49, 4.19s/it]
65%|βββββββ | 2587/4000 [3:01:57<1:40:58, 4.29s/it]
65%|βββββββ | 2588/4000 [3:02:01<1:41:18, 4.31s/it]
65%|βββββββ | 2589/4000 [3:02:06<1:40:11, 4.26s/it]
65%|βββββββ | 2590/4000 [3:02:10<1:39:23, 4.23s/it]
{'loss': '0.3849', 'grad_norm': '0.1156', 'learning_rate': '0.0002138', 'epoch': '0.6276'}
65%|βββββββ | 2590/4000 [3:02:10<1:39:23, 4.23s/it]
65%|βββββββ | 2591/4000 [3:02:14<1:38:40, 4.20s/it]
65%|βββββββ | 2592/4000 [3:02:18<1:38:13, 4.19s/it]
65%|βββββββ | 2593/4000 [3:02:22<1:38:26, 4.20s/it]
65%|βββββββ | 2594/4000 [3:02:27<1:40:37, 4.29s/it]
65%|βββββββ | 2595/4000 [3:02:31<1:41:11, 4.32s/it]
65%|βββββββ | 2596/4000 [3:02:35<1:39:52, 4.27s/it]
65%|βββββββ | 2597/4000 [3:02:39<1:38:56, 4.23s/it]
65%|βββββββ | 2598/4000 [3:02:44<1:39:18, 4.25s/it]
65%|βββββββ | 2599/4000 [3:02:48<1:39:57, 4.28s/it]
65%|βββββββ | 2600/4000 [3:02:52<1:38:56, 4.24s/it]
{'loss': '0.4373', 'grad_norm': '0.1099', 'learning_rate': '0.0002123', 'epoch': '0.63'}
65%|βββββββ | 2600/4000 [3:02:52<1:38:56, 4.24s/it]
65%|βββββββ | 2601/4000 [3:02:57<1:42:09, 4.38s/it]
65%|βββββββ | 2602/4000 [3:03:01<1:40:28, 4.31s/it]
65%|βββββββ | 2603/4000 [3:03:05<1:39:10, 4.26s/it]
65%|βββββββ | 2604/4000 [3:03:09<1:39:17, 4.27s/it]
65%|βββββββ | 2605/4000 [3:03:14<1:38:25, 4.23s/it]
65%|βββββββ | 2606/4000 [3:03:18<1:37:39, 4.20s/it]
65%|βββββββ | 2607/4000 [3:03:22<1:38:30, 4.24s/it]
65%|βββββββ | 2608/4000 [3:03:26<1:38:43, 4.26s/it]
65%|βββββββ | 2609/4000 [3:03:31<1:38:11, 4.24s/it]
65%|βββββββ | 2610/4000 [3:03:35<1:37:49, 4.22s/it]
{'loss': '0.4537', 'grad_norm': '0.1235', 'learning_rate': '0.0002108', 'epoch': '0.6324'}
65%|βββββββ | 2610/4000 [3:03:35<1:37:49, 4.22s/it]
65%|βββββββ | 2611/4000 [3:03:39<1:37:15, 4.20s/it]
65%|βββββββ | 2612/4000 [3:03:43<1:37:30, 4.22s/it]
65%|βββββββ | 2613/4000 [3:03:47<1:36:57, 4.19s/it]
65%|βββββββ | 2614/4000 [3:03:52<1:38:25, 4.26s/it]
65%|βββββββ | 2615/4000 [3:03:56<1:39:04, 4.29s/it]
65%|βββββββ | 2616/4000 [3:04:00<1:38:51, 4.29s/it]
65%|βββββββ | 2617/4000 [3:04:05<1:37:55, 4.25s/it]
65%|βββββββ | 2618/4000 [3:04:09<1:37:21, 4.23s/it]
65%|βββββββ | 2619/4000 [3:04:13<1:38:52, 4.30s/it]
66%|βββββββ | 2620/4000 [3:04:17<1:37:45, 4.25s/it]
{'loss': '0.4175', 'grad_norm': '0.112', 'learning_rate': '0.0002092', 'epoch': '0.6348'}
66%|βββββββ | 2620/4000 [3:04:17<1:37:45, 4.25s/it]
66%|βββββββ | 2621/4000 [3:04:22<1:40:50, 4.39s/it]
66%|βββββββ | 2622/4000 [3:04:26<1:39:04, 4.31s/it]
66%|βββββββ | 2623/4000 [3:04:30<1:37:48, 4.26s/it]
66%|βββββββ | 2624/4000 [3:04:34<1:36:53, 4.22s/it]
66%|βββββββ | 2625/4000 [3:04:39<1:36:14, 4.20s/it]
66%|βββββββ | 2626/4000 [3:04:43<1:36:15, 4.20s/it]
66%|βββββββ | 2627/4000 [3:04:47<1:36:05, 4.20s/it]
66%|βββββββ | 2628/4000 [3:04:52<1:39:13, 4.34s/it]
66%|βββββββ | 2629/4000 [3:04:56<1:37:48, 4.28s/it]
66%|βββββββ | 2630/4000 [3:05:00<1:36:46, 4.24s/it]
{'loss': '0.4294', 'grad_norm': '0.1219', 'learning_rate': '0.0002077', 'epoch': '0.6372'}
66%|βββββββ | 2630/4000 [3:05:00<1:36:46, 4.24s/it]
66%|βββββββ | 2631/4000 [3:05:04<1:36:05, 4.21s/it]
66%|βββββββ | 2632/4000 [3:05:08<1:37:02, 4.26s/it]
66%|βββββββ | 2633/4000 [3:05:13<1:36:53, 4.25s/it]
66%|βββββββ | 2634/4000 [3:05:17<1:37:30, 4.28s/it]
66%|βββββββ | 2635/4000 [3:05:21<1:37:42, 4.29s/it]
66%|βββββββ | 2636/4000 [3:05:26<1:38:52, 4.35s/it]
66%|βββββββ | 2637/4000 [3:05:30<1:37:28, 4.29s/it]
66%|βββββββ | 2638/4000 [3:05:34<1:37:24, 4.29s/it]
66%|βββββββ | 2639/4000 [3:05:38<1:36:15, 4.24s/it]
66%|βββββββ | 2640/4000 [3:05:43<1:35:22, 4.21s/it]
{'loss': '0.4103', 'grad_norm': '0.1417', 'learning_rate': '0.0002062', 'epoch': '0.6397'}
66%|βββββββ | 2640/4000 [3:05:43<1:35:22, 4.21s/it]
66%|βββββββ | 2641/4000 [3:05:47<1:37:07, 4.29s/it]
66%|βββββββ | 2642/4000 [3:05:51<1:35:59, 4.24s/it]
66%|βββββββ | 2643/4000 [3:05:56<1:37:02, 4.29s/it]
66%|βββββββ | 2644/4000 [3:06:00<1:36:10, 4.26s/it]
66%|βββββββ | 2645/4000 [3:06:04<1:36:26, 4.27s/it]
66%|βββββββ | 2646/4000 [3:06:08<1:35:29, 4.23s/it]
66%|βββββββ | 2647/4000 [3:06:12<1:34:47, 4.20s/it]
66%|βββββββ | 2648/4000 [3:06:17<1:36:25, 4.28s/it]
66%|βββββββ | 2649/4000 [3:06:21<1:36:07, 4.27s/it]
66%|βββββββ | 2650/4000 [3:06:25<1:36:27, 4.29s/it]
{'loss': '0.4134', 'grad_norm': '0.1227', 'learning_rate': '0.0002047', 'epoch': '0.6421'}
66%|βββββββ | 2650/4000 [3:06:25<1:36:27, 4.29s/it]
66%|βββββββ | 2651/4000 [3:06:29<1:35:25, 4.24s/it]
66%|βββββββ | 2652/4000 [3:06:34<1:34:38, 4.21s/it]
66%|βββββββ | 2653/4000 [3:06:38<1:36:21, 4.29s/it]
66%|βββββββ | 2654/4000 [3:06:42<1:35:23, 4.25s/it]
66%|βββββββ | 2655/4000 [3:06:47<1:38:17, 4.39s/it]
66%|βββββββ | 2656/4000 [3:06:51<1:36:32, 4.31s/it]
66%|βββββββ | 2657/4000 [3:06:55<1:35:17, 4.26s/it]
66%|βββββββ | 2658/4000 [3:06:59<1:34:20, 4.22s/it]
66%|βββββββ | 2659/4000 [3:07:03<1:33:42, 4.19s/it]
66%|βββββββ | 2660/4000 [3:07:08<1:34:13, 4.22s/it]
{'loss': '0.4317', 'grad_norm': '0.1114', 'learning_rate': '0.0002032', 'epoch': '0.6445'}
66%|βββββββ | 2660/4000 [3:07:08<1:34:13, 4.22s/it]
67%|βββββββ | 2661/4000 [3:07:12<1:37:05, 4.35s/it]
67%|βββββββ | 2662/4000 [3:07:17<1:35:47, 4.30s/it]
67%|βββββββ | 2663/4000 [3:07:21<1:34:36, 4.25s/it]
67%|βββββββ | 2664/4000 [3:07:25<1:33:44, 4.21s/it]
67%|βββββββ | 2665/4000 [3:07:29<1:33:10, 4.19s/it]
67%|βββββββ | 2666/4000 [3:07:33<1:32:48, 4.17s/it]
67%|βββββββ | 2667/4000 [3:07:37<1:33:35, 4.21s/it]
67%|βββββββ | 2668/4000 [3:07:42<1:35:29, 4.30s/it]
67%|βββββββ | 2669/4000 [3:07:46<1:34:16, 4.25s/it]
67%|βββββββ | 2670/4000 [3:07:50<1:34:11, 4.25s/it]
{'loss': '0.4512', 'grad_norm': '0.1369', 'learning_rate': '0.0002017', 'epoch': '0.6469'}
67%|βββββββ | 2670/4000 [3:07:50<1:34:11, 4.25s/it]
67%|βββββββ | 2671/4000 [3:07:55<1:33:51, 4.24s/it]
67%|βββββββ | 2672/4000 [3:07:59<1:34:02, 4.25s/it]
67%|βββββββ | 2673/4000 [3:08:03<1:33:11, 4.21s/it]
67%|βββββββ | 2674/4000 [3:08:07<1:32:28, 4.18s/it]
67%|βββββββ | 2675/4000 [3:08:12<1:34:23, 4.27s/it]
67%|βββββββ | 2676/4000 [3:08:16<1:33:32, 4.24s/it]
67%|βββββββ | 2677/4000 [3:08:20<1:33:32, 4.24s/it]
67%|βββββββ | 2678/4000 [3:08:24<1:34:04, 4.27s/it]
67%|βββββββ | 2679/4000 [3:08:28<1:33:14, 4.23s/it]
67%|βββββββ | 2680/4000 [3:08:33<1:32:27, 4.20s/it]
{'loss': '0.4546', 'grad_norm': '0.1234', 'learning_rate': '0.0002002', 'epoch': '0.6494'}
67%|βββββββ | 2680/4000 [3:08:33<1:32:27, 4.20s/it]
67%|βββββββ | 2681/4000 [3:08:37<1:31:57, 4.18s/it]
67%|βββββββ | 2682/4000 [3:08:41<1:33:39, 4.26s/it]
67%|βββββββ | 2683/4000 [3:08:45<1:32:38, 4.22s/it]
67%|βββββββ | 2684/4000 [3:08:50<1:33:16, 4.25s/it]
67%|βββββββ | 2685/4000 [3:08:54<1:32:32, 4.22s/it]
67%|βββββββ | 2686/4000 [3:08:58<1:31:50, 4.19s/it]
67%|βββββββ | 2687/4000 [3:09:02<1:31:19, 4.17s/it]
67%|βββββββ | 2688/4000 [3:09:07<1:33:58, 4.30s/it]
67%|βββββββ | 2689/4000 [3:09:11<1:34:22, 4.32s/it]
67%|βββββββ | 2690/4000 [3:09:15<1:33:09, 4.27s/it]
{'loss': '0.4204', 'grad_norm': '0.1305', 'learning_rate': '0.0001986', 'epoch': '0.6518'}
67%|βββββββ | 2690/4000 [3:09:15<1:33:09, 4.27s/it]
67%|βββββββ | 2691/4000 [3:09:19<1:32:07, 4.22s/it]
67%|βββββββ | 2692/4000 [3:09:23<1:31:26, 4.19s/it]
67%|βββββββ | 2693/4000 [3:09:28<1:32:03, 4.23s/it]
67%|βββββββ | 2694/4000 [3:09:32<1:31:25, 4.20s/it]
67%|βββββββ | 2695/4000 [3:09:36<1:34:17, 4.34s/it]
67%|βββββββ | 2696/4000 [3:09:41<1:32:53, 4.27s/it]
67%|βββββββ | 2697/4000 [3:09:45<1:31:51, 4.23s/it]
67%|βββββββ | 2698/4000 [3:09:49<1:31:08, 4.20s/it]
67%|βββββββ | 2699/4000 [3:09:53<1:30:36, 4.18s/it]
68%|βββββββ | 2700/4000 [3:09:57<1:30:14, 4.16s/it]
{'loss': '0.4062', 'grad_norm': '0.1601', 'learning_rate': '0.0001971', 'epoch': '0.6542'}
68%|βββββββ | 2700/4000 [3:09:57<1:30:14, 4.16s/it]
68%|βββββββ | 2701/4000 [3:10:01<1:30:36, 4.18s/it]
68%|βββββββ | 2702/4000 [3:10:06<1:33:30, 4.32s/it]
68%|βββββββ | 2703/4000 [3:10:10<1:32:10, 4.26s/it]
68%|βββββββ | 2704/4000 [3:10:14<1:31:12, 4.22s/it]
68%|βββββββ | 2705/4000 [3:10:19<1:31:47, 4.25s/it]
68%|βββββββ | 2706/4000 [3:10:23<1:33:23, 4.33s/it]
68%|βββββββ | 2707/4000 [3:10:27<1:32:09, 4.28s/it]
68%|βββββββ | 2708/4000 [3:10:32<1:32:24, 4.29s/it]
68%|βββββββ | 2709/4000 [3:10:36<1:32:15, 4.29s/it]
68%|βββββββ | 2710/4000 [3:10:40<1:32:29, 4.30s/it]
{'loss': '0.4095', 'grad_norm': '0.121', 'learning_rate': '0.0001956', 'epoch': '0.6566'}
68%|βββββββ | 2710/4000 [3:10:40<1:32:29, 4.30s/it]
68%|βββββββ | 2711/4000 [3:10:44<1:32:10, 4.29s/it]
68%|βββββββ | 2712/4000 [3:10:49<1:31:05, 4.24s/it]
68%|βββββββ | 2713/4000 [3:10:53<1:30:17, 4.21s/it]
68%|βββββββ | 2714/4000 [3:10:57<1:29:50, 4.19s/it]
68%|βββββββ | 2715/4000 [3:11:01<1:31:23, 4.27s/it]
68%|βββββββ | 2716/4000 [3:11:05<1:30:28, 4.23s/it]
68%|βββββββ | 2717/4000 [3:11:10<1:29:47, 4.20s/it]
68%|βββββββ | 2718/4000 [3:11:14<1:30:01, 4.21s/it]
68%|βββββββ | 2719/4000 [3:11:18<1:30:28, 4.24s/it]
68%|βββββββ | 2720/4000 [3:11:22<1:29:42, 4.20s/it]
{'loss': '0.4102', 'grad_norm': '0.1308', 'learning_rate': '0.0001941', 'epoch': '0.6591'}
68%|βββββββ | 2720/4000 [3:11:22<1:29:42, 4.20s/it]
68%|βββββββ | 2721/4000 [3:11:26<1:29:06, 4.18s/it]
68%|βββββββ | 2722/4000 [3:11:31<1:32:08, 4.33s/it]
68%|βββββββ | 2723/4000 [3:11:35<1:32:38, 4.35s/it]
68%|βββββββ | 2724/4000 [3:11:40<1:31:07, 4.28s/it]
68%|βββββββ | 2725/4000 [3:11:44<1:30:04, 4.24s/it]
68%|βββββββ | 2726/4000 [3:11:48<1:29:15, 4.20s/it]
68%|βββββββ | 2727/4000 [3:11:52<1:29:54, 4.24s/it]
68%|βββββββ | 2728/4000 [3:11:56<1:30:29, 4.27s/it]
68%|βββββββ | 2729/4000 [3:12:01<1:31:53, 4.34s/it]
68%|βββββββ | 2730/4000 [3:12:05<1:30:30, 4.28s/it]
{'loss': '0.4362', 'grad_norm': '0.1407', 'learning_rate': '0.0001926', 'epoch': '0.6615'}
68%|βββββββ | 2730/4000 [3:12:05<1:30:30, 4.28s/it]
68%|βββββββ | 2731/4000 [3:12:09<1:29:29, 4.23s/it]
68%|βββββββ | 2732/4000 [3:12:13<1:28:50, 4.20s/it]
68%|βββββββ | 2733/4000 [3:12:17<1:28:20, 4.18s/it]
68%|βββββββ | 2734/4000 [3:12:22<1:28:02, 4.17s/it]
68%|βββββββ | 2735/4000 [3:12:26<1:29:52, 4.26s/it]
68%|βββββββ | 2736/4000 [3:12:31<1:31:09, 4.33s/it]
68%|βββββββ | 2737/4000 [3:12:35<1:29:48, 4.27s/it]
68%|βββββββ | 2738/4000 [3:12:39<1:28:56, 4.23s/it]
68%|βββββββ | 2739/4000 [3:12:43<1:29:35, 4.26s/it]
68%|βββββββ | 2740/4000 [3:12:48<1:30:01, 4.29s/it]
{'loss': '0.4305', 'grad_norm': '0.1318', 'learning_rate': '0.0001911', 'epoch': '0.6639'}
68%|βββββββ | 2740/4000 [3:12:48<1:30:01, 4.29s/it]
69%|βββββββ | 2741/4000 [3:12:52<1:28:59, 4.24s/it]
69%|βββββββ | 2742/4000 [3:12:56<1:30:24, 4.31s/it]
69%|βββββββ | 2743/4000 [3:13:00<1:29:12, 4.26s/it]
69%|βββββββ | 2744/4000 [3:13:05<1:29:44, 4.29s/it]
69%|βββββββ | 2745/4000 [3:13:09<1:29:05, 4.26s/it]
69%|βββββββ | 2746/4000 [3:13:13<1:28:14, 4.22s/it]
69%|βββββββ | 2747/4000 [3:13:17<1:27:31, 4.19s/it]
69%|βββββββ | 2748/4000 [3:13:21<1:27:05, 4.17s/it]
69%|βββββββ | 2749/4000 [3:13:26<1:28:44, 4.26s/it]
69%|βββββββ | 2750/4000 [3:13:30<1:27:51, 4.22s/it]
{'loss': '0.4596', 'grad_norm': '0.127', 'learning_rate': '0.0001895', 'epoch': '0.6663'}
69%|βββββββ | 2750/4000 [3:13:30<1:27:51, 4.22s/it]
69%|βββββββ | 2751/4000 [3:13:34<1:27:17, 4.19s/it]
69%|βββββββ | 2752/4000 [3:13:38<1:27:21, 4.20s/it]
69%|βββββββ | 2753/4000 [3:13:42<1:27:40, 4.22s/it]
69%|βββββββ | 2754/4000 [3:13:47<1:27:11, 4.20s/it]
69%|βββββββ | 2755/4000 [3:13:51<1:26:38, 4.18s/it]
69%|βββββββ | 2756/4000 [3:13:55<1:29:07, 4.30s/it]
69%|βββββββ | 2757/4000 [3:13:59<1:28:37, 4.28s/it]
69%|βββββββ | 2758/4000 [3:14:04<1:27:52, 4.25s/it]
69%|βββββββ | 2759/4000 [3:14:08<1:27:07, 4.21s/it]
69%|βββββββ | 2760/4000 [3:14:12<1:26:30, 4.19s/it]
{'loss': '0.401', 'grad_norm': '0.1253', 'learning_rate': '0.000188', 'epoch': '0.6687'}
69%|βββββββ | 2760/4000 [3:14:12<1:26:30, 4.19s/it]
69%|βββββββ | 2761/4000 [3:14:17<1:29:04, 4.31s/it]
69%|βββββββ | 2762/4000 [3:14:21<1:29:18, 4.33s/it]
69%|βββββββ | 2763/4000 [3:14:25<1:29:00, 4.32s/it]
69%|βββββββ | 2764/4000 [3:14:29<1:27:45, 4.26s/it]
69%|βββββββ | 2765/4000 [3:14:33<1:26:57, 4.22s/it]
69%|βββββββ | 2766/4000 [3:14:38<1:26:16, 4.19s/it]
69%|βββββββ | 2767/4000 [3:14:42<1:25:48, 4.18s/it]
69%|βββββββ | 2768/4000 [3:14:46<1:25:26, 4.16s/it]
69%|βββββββ | 2769/4000 [3:14:50<1:27:31, 4.27s/it]
69%|βββββββ | 2770/4000 [3:14:55<1:27:23, 4.26s/it]
{'loss': '0.406', 'grad_norm': '0.1118', 'learning_rate': '0.0001865', 'epoch': '0.6712'}
69%|βββββββ | 2770/4000 [3:14:55<1:27:23, 4.26s/it]
69%|βββββββ | 2771/4000 [3:14:59<1:27:25, 4.27s/it]
69%|βββββββ | 2772/4000 [3:15:03<1:26:29, 4.23s/it]
69%|βββββββ | 2773/4000 [3:15:07<1:26:06, 4.21s/it]
69%|βββββββ | 2774/4000 [3:15:12<1:27:04, 4.26s/it]
69%|βββββββ | 2775/4000 [3:15:16<1:26:44, 4.25s/it]
69%|βββββββ | 2776/4000 [3:15:20<1:28:14, 4.33s/it]
69%|βββββββ | 2777/4000 [3:15:24<1:27:12, 4.28s/it]
69%|βββββββ | 2778/4000 [3:15:29<1:27:15, 4.28s/it]
69%|βββββββ | 2779/4000 [3:15:33<1:26:32, 4.25s/it]
70%|βββββββ | 2780/4000 [3:15:37<1:25:41, 4.21s/it]
{'loss': '0.4112', 'grad_norm': '0.1211', 'learning_rate': '0.000185', 'epoch': '0.6736'}
70%|βββββββ | 2780/4000 [3:15:37<1:25:41, 4.21s/it]
70%|βββββββ | 2781/4000 [3:15:41<1:25:09, 4.19s/it]
70%|βββββββ | 2782/4000 [3:15:45<1:24:44, 4.17s/it]
70%|βββββββ | 2783/4000 [3:15:50<1:26:26, 4.26s/it]
70%|βββββββ | 2784/4000 [3:15:54<1:25:46, 4.23s/it]
70%|βββββββ | 2785/4000 [3:15:58<1:25:08, 4.20s/it]
70%|βββββββ | 2786/4000 [3:16:02<1:24:42, 4.19s/it]
70%|βββββββ | 2787/4000 [3:16:07<1:25:17, 4.22s/it]
70%|βββββββ | 2788/4000 [3:16:11<1:25:50, 4.25s/it]
70%|βββββββ | 2789/4000 [3:16:15<1:26:23, 4.28s/it]
70%|βββββββ | 2790/4000 [3:16:19<1:26:21, 4.28s/it]
{'loss': '0.363', 'grad_norm': '0.115', 'learning_rate': '0.0001835', 'epoch': '0.676'}
70%|βββββββ | 2790/4000 [3:16:19<1:26:21, 4.28s/it]
70%|βββββββ | 2791/4000 [3:16:24<1:26:29, 4.29s/it]
70%|βββββββ | 2792/4000 [3:16:28<1:26:43, 4.31s/it]
70%|βββββββ | 2793/4000 [3:16:32<1:25:41, 4.26s/it]
70%|βββββββ | 2794/4000 [3:16:37<1:25:23, 4.25s/it]
70%|βββββββ | 2795/4000 [3:16:41<1:25:42, 4.27s/it]
70%|βββββββ | 2796/4000 [3:16:45<1:27:17, 4.35s/it]
70%|βββββββ | 2797/4000 [3:16:50<1:25:54, 4.28s/it]
70%|βββββββ | 2798/4000 [3:16:54<1:24:52, 4.24s/it]
70%|βββββββ | 2799/4000 [3:16:58<1:24:12, 4.21s/it]
70%|βββββββ | 2800/4000 [3:17:02<1:23:43, 4.19s/it]
{'loss': '0.3853', 'grad_norm': '0.1256', 'learning_rate': '0.000182', 'epoch': '0.6784'}
70%|βββββββ | 2800/4000 [3:17:02<1:23:43, 4.19s/it]
70%|βββββββ | 2801/4000 [3:17:06<1:23:17, 4.17s/it]
70%|βββββββ | 2802/4000 [3:17:10<1:23:02, 4.16s/it]
70%|βββββββ | 2803/4000 [3:17:15<1:25:04, 4.26s/it]
70%|βββββββ | 2804/4000 [3:17:19<1:24:36, 4.24s/it]
70%|βββββββ | 2805/4000 [3:17:23<1:25:24, 4.29s/it]
70%|βββββββ | 2806/4000 [3:17:27<1:24:29, 4.25s/it]
70%|βββββββ | 2807/4000 [3:17:32<1:23:47, 4.21s/it]
70%|βββββββ | 2808/4000 [3:17:36<1:23:50, 4.22s/it]
70%|βββββββ | 2809/4000 [3:17:40<1:24:37, 4.26s/it]
70%|βββββββ | 2810/4000 [3:17:45<1:26:05, 4.34s/it]
{'loss': '0.4152', 'grad_norm': '0.1047', 'learning_rate': '0.0001805', 'epoch': '0.6809'}
70%|βββββββ | 2810/4000 [3:17:45<1:26:05, 4.34s/it]
70%|βββββββ | 2811/4000 [3:17:49<1:25:22, 4.31s/it]
70%|βββββββ | 2812/4000 [3:17:53<1:24:51, 4.29s/it]
70%|βββββββ | 2813/4000 [3:17:57<1:23:51, 4.24s/it]
70%|βββββββ | 2814/4000 [3:18:01<1:23:12, 4.21s/it]
70%|βββββββ | 2815/4000 [3:18:06<1:22:40, 4.19s/it]
70%|βββββββ | 2816/4000 [3:18:10<1:24:18, 4.27s/it]
70%|βββββββ | 2817/4000 [3:18:14<1:23:25, 4.23s/it]
70%|βββββββ | 2818/4000 [3:18:18<1:22:42, 4.20s/it]
70%|βββββββ | 2819/4000 [3:18:22<1:22:14, 4.18s/it]
70%|βββββββ | 2820/4000 [3:18:27<1:21:51, 4.16s/it]
{'loss': '0.3839', 'grad_norm': '0.1445', 'learning_rate': '0.0001789', 'epoch': '0.6833'}
70%|βββββββ | 2820/4000 [3:18:27<1:21:51, 4.16s/it]
71%|βββββββ | 2821/4000 [3:18:31<1:22:20, 4.19s/it]
71%|βββββββ | 2822/4000 [3:18:35<1:23:39, 4.26s/it]
71%|βββββββ | 2823/4000 [3:18:40<1:25:10, 4.34s/it]
71%|βββββββ | 2824/4000 [3:18:44<1:23:55, 4.28s/it]
71%|βββββββ | 2825/4000 [3:18:48<1:23:18, 4.25s/it]
71%|βββββββ | 2826/4000 [3:18:52<1:23:22, 4.26s/it]
71%|βββββββ | 2827/4000 [3:18:56<1:22:32, 4.22s/it]
71%|βββββββ | 2828/4000 [3:19:01<1:22:41, 4.23s/it]
71%|βββββββ | 2829/4000 [3:19:05<1:22:33, 4.23s/it]
71%|βββββββ | 2830/4000 [3:19:09<1:24:05, 4.31s/it]
{'loss': '0.4183', 'grad_norm': '0.131', 'learning_rate': '0.0001774', 'epoch': '0.6857'}
71%|βββββββ | 2830/4000 [3:19:09<1:24:05, 4.31s/it]
71%|βββββββ | 2831/4000 [3:19:14<1:22:57, 4.26s/it]
71%|βββββββ | 2832/4000 [3:19:18<1:22:08, 4.22s/it]
71%|βββββββ | 2833/4000 [3:19:22<1:21:32, 4.19s/it]
71%|βββββββ | 2834/4000 [3:19:26<1:21:05, 4.17s/it]
71%|βββββββ | 2835/4000 [3:19:30<1:20:46, 4.16s/it]
71%|βββββββ | 2836/4000 [3:19:34<1:21:34, 4.21s/it]
71%|βββββββ | 2837/4000 [3:19:39<1:22:09, 4.24s/it]
71%|βββββββ | 2838/4000 [3:19:43<1:22:05, 4.24s/it]
71%|βββββββ | 2839/4000 [3:19:47<1:22:33, 4.27s/it]
71%|βββββββ | 2840/4000 [3:19:51<1:21:46, 4.23s/it]
{'loss': '0.3865', 'grad_norm': '0.1168', 'learning_rate': '0.0001759', 'epoch': '0.6881'}
71%|βββββββ | 2840/4000 [3:19:51<1:21:46, 4.23s/it]
71%|βββββββ | 2841/4000 [3:19:56<1:21:10, 4.20s/it]
71%|βββββββ | 2842/4000 [3:20:00<1:20:37, 4.18s/it]
71%|βββββββ | 2843/4000 [3:20:05<1:24:25, 4.38s/it]
71%|βββββββ | 2844/4000 [3:20:09<1:23:57, 4.36s/it]
71%|βββββββ | 2845/4000 [3:20:13<1:23:17, 4.33s/it]
71%|βββββββ | 2846/4000 [3:20:17<1:22:22, 4.28s/it]
71%|βββββββ | 2847/4000 [3:20:21<1:21:25, 4.24s/it]
71%|βββββββ | 2848/4000 [3:20:26<1:20:48, 4.21s/it]
71%|βββββββ | 2849/4000 [3:20:30<1:20:20, 4.19s/it]
71%|ββββββββ | 2850/4000 [3:20:34<1:21:45, 4.27s/it]
{'loss': '0.3943', 'grad_norm': '0.1227', 'learning_rate': '0.0001744', 'epoch': '0.6906'}
71%|ββββββββ | 2850/4000 [3:20:34<1:21:45, 4.27s/it]
71%|ββββββββ | 2851/4000 [3:20:38<1:21:03, 4.23s/it]
71%|ββββββββ | 2852/4000 [3:20:42<1:20:25, 4.20s/it]
71%|ββββββββ | 2853/4000 [3:20:47<1:20:00, 4.18s/it]
71%|ββββββββ | 2854/4000 [3:20:51<1:19:40, 4.17s/it]
71%|ββββββββ | 2855/4000 [3:20:55<1:19:40, 4.18s/it]
71%|ββββββββ | 2856/4000 [3:20:59<1:19:56, 4.19s/it]
71%|ββββββββ | 2857/4000 [3:21:04<1:22:14, 4.32s/it]
71%|ββββββββ | 2858/4000 [3:21:08<1:21:07, 4.26s/it]
71%|ββββββββ | 2859/4000 [3:21:12<1:20:19, 4.22s/it]
72%|ββββββββ | 2860/4000 [3:21:16<1:20:44, 4.25s/it]
{'loss': '0.3776', 'grad_norm': '0.1255', 'learning_rate': '0.0001729', 'epoch': '0.693'}
72%|ββββββββ | 2860/4000 [3:21:16<1:20:44, 4.25s/it]
72%|ββββββββ | 2861/4000 [3:21:21<1:22:30, 4.35s/it]
72%|ββββββββ | 2862/4000 [3:21:25<1:22:37, 4.36s/it]
72%|ββββββββ | 2863/4000 [3:21:30<1:22:30, 4.35s/it]
72%|ββββββββ | 2864/4000 [3:21:34<1:22:10, 4.34s/it]
72%|ββββββββ | 2865/4000 [3:21:38<1:20:57, 4.28s/it]
72%|ββββββββ | 2866/4000 [3:21:42<1:20:00, 4.23s/it]
72%|ββββββββ | 2867/4000 [3:21:46<1:19:27, 4.21s/it]
72%|ββββββββ | 2868/4000 [3:21:51<1:18:57, 4.19s/it]
72%|ββββββββ | 2869/4000 [3:21:55<1:18:37, 4.17s/it]
72%|ββββββββ | 2870/4000 [3:21:59<1:20:30, 4.27s/it]
{'loss': '0.418', 'grad_norm': '0.1241', 'learning_rate': '0.0001714', 'epoch': '0.6954'}
72%|ββββββββ | 2870/4000 [3:21:59<1:20:30, 4.27s/it]
72%|ββββββββ | 2871/4000 [3:22:03<1:19:39, 4.23s/it]
72%|ββββββββ | 2872/4000 [3:22:07<1:18:57, 4.20s/it]
72%|ββββββββ | 2873/4000 [3:22:12<1:19:00, 4.21s/it]
72%|ββββββββ | 2874/4000 [3:22:16<1:19:12, 4.22s/it]
72%|ββββββββ | 2875/4000 [3:22:20<1:18:34, 4.19s/it]
72%|ββββββββ | 2876/4000 [3:22:24<1:18:15, 4.18s/it]
72%|ββββββββ | 2877/4000 [3:22:29<1:20:44, 4.31s/it]
72%|ββββββββ | 2878/4000 [3:22:33<1:21:07, 4.34s/it]
72%|ββββββββ | 2879/4000 [3:22:38<1:21:34, 4.37s/it]
72%|ββββββββ | 2880/4000 [3:22:42<1:20:30, 4.31s/it]
{'loss': '0.3798', 'grad_norm': '0.1186', 'learning_rate': '0.0001698', 'epoch': '0.6978'}
72%|ββββββββ | 2880/4000 [3:22:42<1:20:30, 4.31s/it]
72%|ββββββββ | 2881/4000 [3:22:46<1:19:23, 4.26s/it]
72%|ββββββββ | 2882/4000 [3:22:50<1:18:38, 4.22s/it]
72%|ββββββββ | 2883/4000 [3:22:54<1:18:05, 4.19s/it]
72%|ββββββββ | 2884/4000 [3:22:59<1:19:31, 4.28s/it]
72%|ββββββββ | 2885/4000 [3:23:03<1:18:42, 4.24s/it]
72%|ββββββββ | 2886/4000 [3:23:07<1:18:03, 4.20s/it]
72%|ββββββββ | 2887/4000 [3:23:11<1:17:33, 4.18s/it]
72%|ββββββββ | 2888/4000 [3:23:15<1:17:14, 4.17s/it]
72%|ββββββββ | 2889/4000 [3:23:19<1:17:01, 4.16s/it]
72%|ββββββββ | 2890/4000 [3:23:24<1:18:42, 4.25s/it]
{'loss': '0.4351', 'grad_norm': '0.1104', 'learning_rate': '0.0001683', 'epoch': '0.7002'}
72%|ββββββββ | 2890/4000 [3:23:24<1:18:42, 4.25s/it]
72%|ββββββββ | 2891/4000 [3:23:28<1:20:01, 4.33s/it]
72%|ββββββββ | 2892/4000 [3:23:32<1:18:57, 4.28s/it]
72%|ββββββββ | 2893/4000 [3:23:37<1:18:41, 4.27s/it]
72%|ββββββββ | 2894/4000 [3:23:41<1:18:48, 4.28s/it]
72%|ββββββββ | 2895/4000 [3:23:45<1:18:52, 4.28s/it]
72%|ββββββββ | 2896/4000 [3:23:50<1:19:10, 4.30s/it]
72%|ββββββββ | 2897/4000 [3:23:54<1:21:03, 4.41s/it]
72%|ββββββββ | 2898/4000 [3:23:58<1:19:26, 4.33s/it]
72%|ββββββββ | 2899/4000 [3:24:03<1:18:18, 4.27s/it]
72%|ββββββββ | 2900/4000 [3:24:07<1:17:27, 4.22s/it]
{'loss': '0.4209', 'grad_norm': '0.1284', 'learning_rate': '0.0001668', 'epoch': '0.7027'}
72%|ββββββββ | 2900/4000 [3:24:07<1:17:27, 4.22s/it]
73%|ββββββββ | 2901/4000 [3:24:11<1:16:52, 4.20s/it]
73%|ββββββββ | 2902/4000 [3:24:15<1:16:23, 4.17s/it]
73%|ββββββββ | 2903/4000 [3:24:19<1:16:08, 4.16s/it]
73%|ββββββββ | 2904/4000 [3:24:24<1:17:50, 4.26s/it]
73%|ββββββββ | 2905/4000 [3:24:28<1:17:01, 4.22s/it]
73%|ββββββββ | 2906/4000 [3:24:32<1:16:26, 4.19s/it]
73%|ββββββββ | 2907/4000 [3:24:36<1:16:02, 4.17s/it]
73%|ββββββββ | 2908/4000 [3:24:40<1:16:42, 4.21s/it]
73%|ββββββββ | 2909/4000 [3:24:44<1:16:28, 4.21s/it]
73%|ββββββββ | 2910/4000 [3:24:49<1:16:57, 4.24s/it]
{'loss': '0.4031', 'grad_norm': '0.1219', 'learning_rate': '0.0001653', 'epoch': '0.7051'}
73%|ββββββββ | 2910/4000 [3:24:49<1:16:57, 4.24s/it]
73%|ββββββββ | 2911/4000 [3:24:54<1:19:31, 4.38s/it]
73%|ββββββββ | 2912/4000 [3:24:58<1:18:56, 4.35s/it]
73%|ββββββββ | 2913/4000 [3:25:02<1:18:49, 4.35s/it]
73%|ββββββββ | 2914/4000 [3:25:06<1:18:37, 4.34s/it]
73%|ββββββββ | 2915/4000 [3:25:11<1:17:21, 4.28s/it]
73%|ββββββββ | 2916/4000 [3:25:15<1:16:30, 4.23s/it]
73%|ββββββββ | 2917/4000 [3:25:19<1:16:49, 4.26s/it]
73%|ββββββββ | 2918/4000 [3:25:23<1:16:56, 4.27s/it]
73%|ββββββββ | 2919/4000 [3:25:27<1:16:04, 4.22s/it]
73%|ββββββββ | 2920/4000 [3:25:32<1:15:31, 4.20s/it]
{'loss': '0.402', 'grad_norm': '0.1316', 'learning_rate': '0.0001638', 'epoch': '0.7075'}
73%|ββββββββ | 2920/4000 [3:25:32<1:15:31, 4.20s/it]
73%|ββββββββ | 2921/4000 [3:25:36<1:15:03, 4.17s/it]
73%|ββββββββ | 2922/4000 [3:25:40<1:14:46, 4.16s/it]
73%|ββββββββ | 2923/4000 [3:25:44<1:14:35, 4.16s/it]
73%|ββββββββ | 2924/4000 [3:25:48<1:16:24, 4.26s/it]
73%|ββββββββ | 2925/4000 [3:25:53<1:15:58, 4.24s/it]
73%|ββββββββ | 2926/4000 [3:25:57<1:16:00, 4.25s/it]
73%|ββββββββ | 2927/4000 [3:26:01<1:15:39, 4.23s/it]
73%|ββββββββ | 2928/4000 [3:26:05<1:15:11, 4.21s/it]
73%|ββββββββ | 2929/4000 [3:26:10<1:15:53, 4.25s/it]
73%|ββββββββ | 2930/4000 [3:26:14<1:16:04, 4.27s/it]
{'loss': '0.3727', 'grad_norm': '0.1204', 'learning_rate': '0.0001623', 'epoch': '0.7099'}
73%|ββββββββ | 2930/4000 [3:26:14<1:16:04, 4.27s/it]
73%|ββββββββ | 2931/4000 [3:26:19<1:18:05, 4.38s/it]
73%|ββββββββ | 2932/4000 [3:26:23<1:16:41, 4.31s/it]
73%|ββββββββ | 2933/4000 [3:26:27<1:15:34, 4.25s/it]
73%|ββββββββ | 2934/4000 [3:26:31<1:14:57, 4.22s/it]
73%|ββββββββ | 2935/4000 [3:26:35<1:14:23, 4.19s/it]
73%|ββββββββ | 2936/4000 [3:26:39<1:13:58, 4.17s/it]
73%|ββββββββ | 2937/4000 [3:26:43<1:13:35, 4.15s/it]
73%|ββββββββ | 2938/4000 [3:26:48<1:15:11, 4.25s/it]
73%|ββββββββ | 2939/4000 [3:26:52<1:14:27, 4.21s/it]
74%|ββββββββ | 2940/4000 [3:26:56<1:13:53, 4.18s/it]
{'loss': '0.4068', 'grad_norm': '0.1519', 'learning_rate': '0.0001608', 'epoch': '0.7124'}
74%|ββββββββ | 2940/4000 [3:26:56<1:13:53, 4.18s/it]
74%|ββββββββ | 2941/4000 [3:27:00<1:13:34, 4.17s/it]
74%|ββββββββ | 2942/4000 [3:27:04<1:13:32, 4.17s/it]
74%|ββββββββ | 2943/4000 [3:27:09<1:13:56, 4.20s/it]
74%|ββββββββ | 2944/4000 [3:27:13<1:16:35, 4.35s/it]
74%|ββββββββ | 2945/4000 [3:27:18<1:15:38, 4.30s/it]
74%|ββββββββ | 2946/4000 [3:27:22<1:15:26, 4.29s/it]
74%|ββββββββ | 2947/4000 [3:27:26<1:15:39, 4.31s/it]
74%|ββββββββ | 2948/4000 [3:27:30<1:15:45, 4.32s/it]
74%|ββββββββ | 2949/4000 [3:27:35<1:14:55, 4.28s/it]
74%|ββββββββ | 2950/4000 [3:27:39<1:14:04, 4.23s/it]
{'loss': '0.369', 'grad_norm': '0.1085', 'learning_rate': '0.0001592', 'epoch': '0.7148'}
74%|ββββββββ | 2950/4000 [3:27:39<1:14:04, 4.23s/it]
74%|ββββββββ | 2951/4000 [3:27:43<1:15:03, 4.29s/it]
74%|ββββββββ | 2952/4000 [3:27:47<1:14:11, 4.25s/it]
74%|ββββββββ | 2953/4000 [3:27:52<1:13:38, 4.22s/it]
74%|ββββββββ | 2954/4000 [3:27:56<1:13:09, 4.20s/it]
74%|ββββββββ | 2955/4000 [3:28:00<1:12:48, 4.18s/it]
74%|ββββββββ | 2956/4000 [3:28:04<1:12:32, 4.17s/it]
74%|ββββββββ | 2957/4000 [3:28:08<1:12:17, 4.16s/it]
74%|ββββββββ | 2958/4000 [3:28:13<1:13:58, 4.26s/it]
74%|ββββββββ | 2959/4000 [3:28:17<1:13:19, 4.23s/it]
74%|ββββββββ | 2960/4000 [3:28:21<1:13:16, 4.23s/it]
{'loss': '0.3512', 'grad_norm': '0.1349', 'learning_rate': '0.0001577', 'epoch': '0.7172'}
74%|ββββββββ | 2960/4000 [3:28:21<1:13:16, 4.23s/it]
74%|ββββββββ | 2961/4000 [3:28:25<1:13:07, 4.22s/it]
74%|ββββββββ | 2962/4000 [3:28:29<1:13:32, 4.25s/it]
74%|ββββββββ | 2963/4000 [3:28:34<1:13:18, 4.24s/it]
74%|ββββββββ | 2964/4000 [3:28:38<1:14:00, 4.29s/it]
74%|ββββββββ | 2965/4000 [3:28:43<1:15:32, 4.38s/it]
74%|ββββββββ | 2966/4000 [3:28:47<1:14:14, 4.31s/it]
74%|ββββββββ | 2967/4000 [3:28:51<1:13:11, 4.25s/it]
74%|ββββββββ | 2968/4000 [3:28:55<1:12:30, 4.22s/it]
74%|ββββββββ | 2969/4000 [3:28:59<1:12:04, 4.19s/it]
74%|ββββββββ | 2970/4000 [3:29:03<1:11:37, 4.17s/it]
{'loss': '0.3859', 'grad_norm': '0.1437', 'learning_rate': '0.0001562', 'epoch': '0.7196'}
74%|ββββββββ | 2970/4000 [3:29:03<1:11:37, 4.17s/it]
74%|ββββββββ | 2971/4000 [3:29:08<1:13:21, 4.28s/it]
74%|ββββββββ | 2972/4000 [3:29:12<1:12:30, 4.23s/it]
74%|ββββββββ | 2973/4000 [3:29:16<1:11:51, 4.20s/it]
74%|ββββββββ | 2974/4000 [3:29:20<1:11:29, 4.18s/it]
74%|ββββββββ | 2975/4000 [3:29:24<1:11:12, 4.17s/it]
74%|ββββββββ | 2976/4000 [3:29:29<1:10:53, 4.15s/it]
74%|ββββββββ | 2977/4000 [3:29:33<1:11:15, 4.18s/it]
74%|ββββββββ | 2978/4000 [3:29:37<1:13:47, 4.33s/it]
74%|ββββββββ | 2979/4000 [3:29:42<1:13:40, 4.33s/it]
74%|ββββββββ | 2980/4000 [3:29:46<1:12:47, 4.28s/it]
{'loss': '0.4049', 'grad_norm': '0.1137', 'learning_rate': '0.0001547', 'epoch': '0.7221'}
74%|ββββββββ | 2980/4000 [3:29:46<1:12:47, 4.28s/it]
75%|ββββββββ | 2981/4000 [3:29:50<1:12:28, 4.27s/it]
75%|ββββββββ | 2982/4000 [3:29:54<1:12:05, 4.25s/it]
75%|ββββββββ | 2983/4000 [3:29:59<1:11:44, 4.23s/it]
75%|ββββββββ | 2984/4000 [3:30:03<1:11:14, 4.21s/it]
75%|ββββββββ | 2985/4000 [3:30:07<1:12:22, 4.28s/it]
75%|ββββββββ | 2986/4000 [3:30:11<1:11:29, 4.23s/it]
75%|ββββββββ | 2987/4000 [3:30:15<1:10:55, 4.20s/it]
75%|ββββββββ | 2988/4000 [3:30:20<1:10:27, 4.18s/it]
75%|ββββββββ | 2989/4000 [3:30:24<1:10:06, 4.16s/it]
75%|ββββββββ | 2990/4000 [3:30:28<1:09:52, 4.15s/it]
{'loss': '0.3667', 'grad_norm': '0.1142', 'learning_rate': '0.0001532', 'epoch': '0.7245'}
75%|ββββββββ | 2990/4000 [3:30:28<1:09:52, 4.15s/it]
75%|ββββββββ | 2991/4000 [3:30:32<1:09:40, 4.14s/it]
75%|ββββββββ | 2992/4000 [3:30:36<1:11:29, 4.26s/it]
75%|ββββββββ | 2993/4000 [3:30:41<1:10:45, 4.22s/it]
75%|ββββββββ | 2994/4000 [3:30:45<1:10:39, 4.21s/it]
75%|ββββββββ | 2995/4000 [3:30:49<1:10:36, 4.22s/it]
75%|ββββββββ | 2996/4000 [3:30:53<1:10:37, 4.22s/it]
75%|ββββββββ | 2997/4000 [3:30:58<1:11:02, 4.25s/it]
75%|ββββββββ | 2998/4000 [3:31:02<1:12:42, 4.35s/it]
75%|ββββββββ | 2999/4000 [3:31:06<1:12:14, 4.33s/it]
75%|ββββββββ | 3000/4000 [3:31:11<1:11:37, 4.30s/it]
{'loss': '0.3712', 'grad_norm': '0.1242', 'learning_rate': '0.0001517', 'epoch': '0.7269'}
75%|ββββββββ | 3000/4000 [3:31:11<1:11:37, 4.30s/it]
75%|ββββββββ | 3001/4000 [3:31:15<1:10:43, 4.25s/it]
75%|ββββββββ | 3002/4000 [3:31:19<1:10:03, 4.21s/it]
75%|ββββββββ | 3003/4000 [3:31:23<1:09:34, 4.19s/it]
75%|ββββββββ | 3004/4000 [3:31:27<1:09:19, 4.18s/it]
75%|ββββββββ | 3005/4000 [3:31:32<1:10:54, 4.28s/it]
75%|ββββββββ | 3006/4000 [3:31:36<1:10:07, 4.23s/it]
75%|ββββββββ | 3007/4000 [3:31:40<1:09:31, 4.20s/it]
75%|ββββββββ | 3008/4000 [3:31:44<1:09:08, 4.18s/it]
75%|ββββββββ | 3009/4000 [3:31:48<1:08:50, 4.17s/it]
75%|ββββββββ | 3010/4000 [3:31:52<1:08:33, 4.16s/it]
{'loss': '0.3987', 'grad_norm': '0.1528', 'learning_rate': '0.0001502', 'epoch': '0.7293'}
75%|ββββββββ | 3010/4000 [3:31:52<1:08:33, 4.16s/it]
75%|ββββββββ | 3011/4000 [3:31:57<1:08:40, 4.17s/it]
75%|ββββββββ | 3012/4000 [3:32:01<1:10:58, 4.31s/it]
75%|ββββββββ | 3013/4000 [3:32:05<1:10:24, 4.28s/it]
75%|ββββββββ | 3014/4000 [3:32:10<1:11:11, 4.33s/it]
75%|ββββββββ | 3015/4000 [3:32:14<1:10:38, 4.30s/it]
75%|ββββββββ | 3016/4000 [3:32:18<1:10:55, 4.33s/it]
75%|ββββββββ | 3017/4000 [3:32:23<1:09:51, 4.26s/it]
75%|ββββββββ | 3018/4000 [3:32:27<1:09:47, 4.26s/it]
75%|ββββββββ | 3019/4000 [3:32:31<1:09:44, 4.27s/it]
76%|ββββββββ | 3020/4000 [3:32:35<1:08:52, 4.22s/it]
{'loss': '0.3992', 'grad_norm': '0.1216', 'learning_rate': '0.0001486', 'epoch': '0.7317'}
76%|ββββββββ | 3020/4000 [3:32:35<1:08:52, 4.22s/it]
76%|ββββββββ | 3021/4000 [3:32:39<1:08:16, 4.18s/it]
76%|ββββββββ | 3022/4000 [3:32:43<1:07:51, 4.16s/it]
76%|ββββββββ | 3023/4000 [3:32:48<1:07:29, 4.14s/it]
76%|ββββββββ | 3024/4000 [3:32:52<1:07:19, 4.14s/it]
76%|ββββββββ | 3025/4000 [3:32:56<1:09:42, 4.29s/it]
76%|ββββββββ | 3026/4000 [3:33:00<1:08:53, 4.24s/it]
76%|ββββββββ | 3027/4000 [3:33:05<1:08:12, 4.21s/it]
76%|ββββββββ | 3028/4000 [3:33:09<1:07:48, 4.19s/it]
76%|ββββββββ | 3029/4000 [3:33:13<1:07:24, 4.17s/it]
76%|ββββββββ | 3030/4000 [3:33:17<1:07:10, 4.16s/it]
{'loss': '0.427', 'grad_norm': '0.1293', 'learning_rate': '0.0001471', 'epoch': '0.7342'}
76%|ββββββββ | 3030/4000 [3:33:17<1:07:10, 4.16s/it]
76%|ββββββββ | 3031/4000 [3:33:21<1:06:57, 4.15s/it]
76%|ββββββββ | 3032/4000 [3:33:26<1:08:44, 4.26s/it]
76%|ββββββββ | 3033/4000 [3:33:30<1:08:03, 4.22s/it]
76%|ββββββββ | 3034/4000 [3:33:34<1:07:31, 4.19s/it]
76%|ββββββββ | 3035/4000 [3:33:38<1:07:09, 4.18s/it]
76%|ββββββββ | 3036/4000 [3:33:42<1:06:50, 4.16s/it]
76%|ββββββββ | 3037/4000 [3:33:46<1:06:30, 4.14s/it]
76%|ββββββββ | 3038/4000 [3:33:50<1:06:18, 4.14s/it]
76%|ββββββββ | 3039/4000 [3:33:55<1:07:45, 4.23s/it]
76%|ββββββββ | 3040/4000 [3:33:59<1:07:07, 4.19s/it]
{'loss': '0.3702', 'grad_norm': '0.09895', 'learning_rate': '0.0001456', 'epoch': '0.7366'}
76%|ββββββββ | 3040/4000 [3:33:59<1:07:07, 4.19s/it]
76%|ββββββββ | 3041/4000 [3:34:03<1:06:39, 4.17s/it]
76%|ββββββββ | 3042/4000 [3:34:07<1:06:18, 4.15s/it]
76%|ββββββββ | 3043/4000 [3:34:11<1:06:04, 4.14s/it]
76%|ββββββββ | 3044/4000 [3:34:15<1:05:51, 4.13s/it]
76%|ββββββββ | 3045/4000 [3:34:20<1:06:32, 4.18s/it]
76%|ββββββββ | 3046/4000 [3:34:24<1:07:14, 4.23s/it]
76%|ββββββββ | 3047/4000 [3:34:28<1:06:52, 4.21s/it]
76%|ββββββββ | 3048/4000 [3:34:32<1:06:18, 4.18s/it]
76%|ββββββββ | 3049/4000 [3:34:36<1:05:55, 4.16s/it]
76%|ββββββββ | 3050/4000 [3:34:40<1:05:41, 4.15s/it]
{'loss': '0.3753', 'grad_norm': '0.1163', 'learning_rate': '0.0001441', 'epoch': '0.739'}
76%|ββββββββ | 3050/4000 [3:34:41<1:05:41, 4.15s/it]
76%|ββββββββ | 3051/4000 [3:34:45<1:05:25, 4.14s/it]
76%|ββββββββ | 3052/4000 [3:34:49<1:06:48, 4.23s/it]
76%|ββββββββ | 3053/4000 [3:34:53<1:06:13, 4.20s/it]
76%|ββββββββ | 3054/4000 [3:34:57<1:05:46, 4.17s/it]
76%|ββββββββ | 3055/4000 [3:35:01<1:05:24, 4.15s/it]
76%|ββββββββ | 3056/4000 [3:35:06<1:05:10, 4.14s/it]
76%|ββββββββ | 3057/4000 [3:35:10<1:05:01, 4.14s/it]
76%|ββββββββ | 3058/4000 [3:35:14<1:05:01, 4.14s/it]
76%|ββββββββ | 3059/4000 [3:35:18<1:06:47, 4.26s/it]
76%|ββββββββ | 3060/4000 [3:35:23<1:06:26, 4.24s/it]
{'loss': '0.3737', 'grad_norm': '0.1183', 'learning_rate': '0.0001426', 'epoch': '0.7414'}
76%|ββββββββ | 3060/4000 [3:35:23<1:06:26, 4.24s/it]
77%|ββββββββ | 3061/4000 [3:35:27<1:05:53, 4.21s/it]
77%|ββββββββ | 3062/4000 [3:35:31<1:05:30, 4.19s/it]
77%|ββββββββ | 3063/4000 [3:35:35<1:05:19, 4.18s/it]
77%|ββββββββ | 3064/4000 [3:35:39<1:05:07, 4.17s/it]
77%|ββββββββ | 3065/4000 [3:35:43<1:04:54, 4.17s/it]
77%|ββββββββ | 3066/4000 [3:35:48<1:06:26, 4.27s/it]
77%|ββββββββ | 3067/4000 [3:35:52<1:05:46, 4.23s/it]
77%|ββββββββ | 3068/4000 [3:35:56<1:05:18, 4.20s/it]
77%|ββββββββ | 3069/4000 [3:36:00<1:04:56, 4.18s/it]
77%|ββββββββ | 3070/4000 [3:36:04<1:04:39, 4.17s/it]
{'loss': '0.4057', 'grad_norm': '0.1133', 'learning_rate': '0.0001411', 'epoch': '0.7439'}
77%|ββββββββ | 3070/4000 [3:36:04<1:04:39, 4.17s/it]
77%|ββββββββ | 3071/4000 [3:36:08<1:04:27, 4.16s/it]
77%|ββββββββ | 3072/4000 [3:36:13<1:05:59, 4.27s/it]
77%|ββββββββ | 3073/4000 [3:36:17<1:05:20, 4.23s/it]
77%|ββββββββ | 3074/4000 [3:36:21<1:04:50, 4.20s/it]
77%|ββββββββ | 3075/4000 [3:36:25<1:04:30, 4.18s/it]
77%|ββββββββ | 3076/4000 [3:36:30<1:04:14, 4.17s/it]
77%|ββββββββ | 3077/4000 [3:36:34<1:05:02, 4.23s/it]
77%|ββββββββ | 3078/4000 [3:36:38<1:05:02, 4.23s/it]
77%|ββββββββ | 3079/4000 [3:36:43<1:07:06, 4.37s/it]
77%|ββββββββ | 3080/4000 [3:36:47<1:06:27, 4.33s/it]
{'loss': '0.4005', 'grad_norm': '0.117', 'learning_rate': '0.0001395', 'epoch': '0.7463'}
77%|ββββββββ | 3080/4000 [3:36:47<1:06:27, 4.33s/it]
77%|ββββββββ | 3081/4000 [3:36:51<1:05:59, 4.31s/it]
77%|ββββββββ | 3082/4000 [3:36:56<1:05:43, 4.30s/it]
77%|ββββββββ | 3083/4000 [3:37:00<1:05:19, 4.27s/it]
77%|ββββββββ | 3084/4000 [3:37:04<1:04:39, 4.23s/it]
77%|ββββββββ | 3085/4000 [3:37:08<1:04:04, 4.20s/it]
77%|ββββββββ | 3086/4000 [3:37:13<1:05:21, 4.29s/it]
77%|ββββββββ | 3087/4000 [3:37:17<1:04:34, 4.24s/it]
77%|ββββββββ | 3088/4000 [3:37:21<1:04:02, 4.21s/it]
77%|ββββββββ | 3089/4000 [3:37:25<1:03:34, 4.19s/it]
77%|ββββββββ | 3090/4000 [3:37:29<1:03:16, 4.17s/it]
{'loss': '0.3755', 'grad_norm': '0.1228', 'learning_rate': '0.000138', 'epoch': '0.7487'}
77%|ββββββββ | 3090/4000 [3:37:29<1:03:16, 4.17s/it]
77%|ββββββββ | 3091/4000 [3:37:33<1:02:57, 4.16s/it]
77%|ββββββββ | 3092/4000 [3:37:37<1:02:47, 4.15s/it]
77%|ββββββββ | 3093/4000 [3:37:42<1:04:23, 4.26s/it]
77%|ββββββββ | 3094/4000 [3:37:46<1:03:44, 4.22s/it]
77%|ββββββββ | 3095/4000 [3:37:50<1:03:14, 4.19s/it]
77%|ββββββββ | 3096/4000 [3:37:54<1:03:19, 4.20s/it]
77%|ββββββββ | 3097/4000 [3:37:59<1:03:17, 4.21s/it]
77%|ββββββββ | 3098/4000 [3:38:03<1:02:52, 4.18s/it]
77%|ββββββββ | 3099/4000 [3:38:07<1:04:22, 4.29s/it]
78%|ββββββββ | 3100/4000 [3:38:12<1:04:34, 4.31s/it]
{'loss': '0.3929', 'grad_norm': '0.1191', 'learning_rate': '0.0001365', 'epoch': '0.7511'}
78%|ββββββββ | 3100/4000 [3:38:12<1:04:34, 4.31s/it]
78%|ββββββββ | 3101/4000 [3:38:16<1:04:28, 4.30s/it]
78%|ββββββββ | 3102/4000 [3:38:20<1:04:13, 4.29s/it]
78%|ββββββββ | 3103/4000 [3:38:24<1:04:09, 4.29s/it]
78%|ββββββββ | 3104/4000 [3:38:29<1:04:06, 4.29s/it]
78%|ββββββββ | 3105/4000 [3:38:33<1:03:17, 4.24s/it]
78%|ββββββββ | 3106/4000 [3:38:37<1:04:30, 4.33s/it]
78%|ββββββββ | 3107/4000 [3:38:42<1:03:31, 4.27s/it]
78%|ββββββββ | 3108/4000 [3:38:46<1:02:48, 4.23s/it]
78%|ββββββββ | 3109/4000 [3:38:50<1:02:21, 4.20s/it]
78%|ββββββββ | 3110/4000 [3:38:54<1:01:56, 4.18s/it]
{'loss': '0.3758', 'grad_norm': '0.1098', 'learning_rate': '0.000135', 'epoch': '0.7536'}
78%|ββββββββ | 3110/4000 [3:38:54<1:01:56, 4.18s/it]
78%|ββββββββ | 3111/4000 [3:38:58<1:01:42, 4.16s/it]
78%|ββββββββ | 3112/4000 [3:39:02<1:01:52, 4.18s/it]
78%|ββββββββ | 3113/4000 [3:39:07<1:03:23, 4.29s/it]
78%|ββββββββ | 3114/4000 [3:39:11<1:02:34, 4.24s/it]
78%|ββββββββ | 3115/4000 [3:39:15<1:01:59, 4.20s/it]
78%|ββββββββ | 3116/4000 [3:39:19<1:01:36, 4.18s/it]
78%|ββββββββ | 3117/4000 [3:39:23<1:01:16, 4.16s/it]
78%|ββββββββ | 3118/4000 [3:39:27<1:01:04, 4.15s/it]
78%|ββββββββ | 3119/4000 [3:39:32<1:01:40, 4.20s/it]
78%|ββββββββ | 3120/4000 [3:39:36<1:02:16, 4.25s/it]
{'loss': '0.3856', 'grad_norm': '0.1115', 'learning_rate': '0.0001335', 'epoch': '0.756'}
78%|ββββββββ | 3120/4000 [3:39:36<1:02:16, 4.25s/it]
78%|ββββββββ | 3121/4000 [3:39:40<1:02:36, 4.27s/it]
78%|ββββββββ | 3122/4000 [3:39:45<1:02:28, 4.27s/it]
78%|ββββββββ | 3123/4000 [3:39:49<1:02:19, 4.26s/it]
78%|ββββββββ | 3124/4000 [3:39:53<1:02:04, 4.25s/it]
78%|ββββββββ | 3125/4000 [3:39:57<1:01:30, 4.22s/it]
78%|ββββββββ | 3126/4000 [3:40:02<1:02:51, 4.31s/it]
78%|ββββββββ | 3127/4000 [3:40:06<1:01:56, 4.26s/it]
78%|ββββββββ | 3128/4000 [3:40:10<1:01:55, 4.26s/it]
78%|ββββββββ | 3129/4000 [3:40:14<1:01:15, 4.22s/it]
78%|ββββββββ | 3130/4000 [3:40:19<1:00:50, 4.20s/it]
{'loss': '0.4092', 'grad_norm': '0.1183', 'learning_rate': '0.000132', 'epoch': '0.7584'}
78%|ββββββββ | 3130/4000 [3:40:19<1:00:50, 4.20s/it]
78%|ββββββββ | 3131/4000 [3:40:23<1:00:29, 4.18s/it]
78%|ββββββββ | 3132/4000 [3:40:27<1:00:12, 4.16s/it]
78%|ββββββββ | 3133/4000 [3:40:31<1:01:38, 4.27s/it]
78%|ββββββββ | 3134/4000 [3:40:35<1:00:59, 4.23s/it]
78%|ββββββββ | 3135/4000 [3:40:40<1:00:28, 4.19s/it]
78%|ββββββββ | 3136/4000 [3:40:44<1:00:31, 4.20s/it]
78%|ββββββββ | 3137/4000 [3:40:48<1:00:05, 4.18s/it]
78%|ββββββββ | 3138/4000 [3:40:52<59:51, 4.17s/it]
78%|ββββββββ | 3139/4000 [3:40:56<59:35, 4.15s/it]
78%|ββββββββ | 3140/4000 [3:41:01<1:02:02, 4.33s/it]
{'loss': '0.397', 'grad_norm': '0.1387', 'learning_rate': '0.0001305', 'epoch': '0.7608'}
78%|ββββββββ | 3140/4000 [3:41:01<1:02:02, 4.33s/it]
79%|ββββββββ | 3141/4000 [3:41:05<1:01:46, 4.31s/it]
79%|ββββββββ | 3142/4000 [3:41:09<1:01:42, 4.32s/it]
79%|ββββββββ | 3143/4000 [3:41:14<1:01:07, 4.28s/it]
79%|ββββββββ | 3144/4000 [3:41:18<1:01:52, 4.34s/it]
79%|ββββββββ | 3145/4000 [3:41:22<1:01:08, 4.29s/it]
79%|ββββββββ | 3146/4000 [3:41:27<1:01:20, 4.31s/it]
79%|ββββββββ | 3147/4000 [3:41:31<1:01:23, 4.32s/it]
79%|ββββββββ | 3148/4000 [3:41:35<1:00:34, 4.27s/it]
79%|ββββββββ | 3149/4000 [3:41:39<59:58, 4.23s/it]
79%|ββββββββ | 3150/4000 [3:41:43<59:30, 4.20s/it]
{'loss': '0.3628', 'grad_norm': '0.1247', 'learning_rate': '0.0001289', 'epoch': '0.7632'}
79%|ββββββββ | 3150/4000 [3:41:43<59:30, 4.20s/it]
79%|ββββββββ | 3151/4000 [3:41:48<59:38, 4.21s/it]
79%|ββββββββ | 3152/4000 [3:41:52<59:18, 4.20s/it]
79%|ββββββββ | 3153/4000 [3:41:56<1:00:27, 4.28s/it]
79%|ββββββββ | 3154/4000 [3:42:00<59:47, 4.24s/it]
79%|ββββββββ | 3155/4000 [3:42:05<59:14, 4.21s/it]
79%|ββββββββ | 3156/4000 [3:42:09<58:54, 4.19s/it]
79%|ββββββββ | 3157/4000 [3:42:13<58:37, 4.17s/it]
79%|ββββββββ | 3158/4000 [3:42:17<59:19, 4.23s/it]
79%|ββββββββ | 3159/4000 [3:42:21<59:21, 4.24s/it]
79%|ββββββββ | 3160/4000 [3:42:26<1:01:38, 4.40s/it]
{'loss': '0.3915', 'grad_norm': '0.1734', 'learning_rate': '0.0001274', 'epoch': '0.7657'}
79%|ββββββββ | 3160/4000 [3:42:26<1:01:38, 4.40s/it]
79%|ββββββββ | 3161/4000 [3:42:31<1:00:51, 4.35s/it]
79%|ββββββββ | 3162/4000 [3:42:35<59:54, 4.29s/it]
79%|ββββββββ | 3163/4000 [3:42:39<59:09, 4.24s/it]
79%|ββββββββ | 3164/4000 [3:42:43<58:37, 4.21s/it]
79%|ββββββββ | 3165/4000 [3:42:47<58:13, 4.18s/it]
79%|ββββββββ | 3166/4000 [3:42:51<57:55, 4.17s/it]
79%|ββββββββ | 3167/4000 [3:42:56<59:37, 4.29s/it]
79%|ββββββββ | 3168/4000 [3:43:00<58:58, 4.25s/it]
79%|ββββββββ | 3169/4000 [3:43:04<58:24, 4.22s/it]
79%|ββββββββ | 3170/4000 [3:43:08<57:58, 4.19s/it]
{'loss': '0.3829', 'grad_norm': '0.1434', 'learning_rate': '0.0001259', 'epoch': '0.7681'}
79%|ββββββββ | 3170/4000 [3:43:08<57:58, 4.19s/it]
79%|ββββββββ | 3171/4000 [3:43:12<57:38, 4.17s/it]
79%|ββββββββ | 3172/4000 [3:43:16<57:24, 4.16s/it]
79%|ββββββββ | 3173/4000 [3:43:21<57:55, 4.20s/it]
79%|ββββββββ | 3174/4000 [3:43:25<58:21, 4.24s/it]
79%|ββββββββ | 3175/4000 [3:43:29<58:16, 4.24s/it]
79%|ββββββββ | 3176/4000 [3:43:33<57:45, 4.21s/it]
79%|ββββββββ | 3177/4000 [3:43:38<58:03, 4.23s/it]
79%|ββββββββ | 3178/4000 [3:43:42<58:40, 4.28s/it]
79%|ββββββββ | 3179/4000 [3:43:47<59:05, 4.32s/it]
80%|ββββββββ | 3180/4000 [3:43:51<59:57, 4.39s/it]
{'loss': '0.3915', 'grad_norm': '0.1346', 'learning_rate': '0.0001244', 'epoch': '0.7705'}
80%|ββββββββ | 3180/4000 [3:43:51<59:57, 4.39s/it]
80%|ββββββββ | 3181/4000 [3:43:55<58:53, 4.31s/it]
80%|ββββββββ | 3182/4000 [3:44:00<58:44, 4.31s/it]
80%|ββββββββ | 3183/4000 [3:44:04<58:30, 4.30s/it]
80%|ββββββββ | 3184/4000 [3:44:08<57:49, 4.25s/it]
80%|ββββββββ | 3185/4000 [3:44:12<57:17, 4.22s/it]
80%|ββββββββ | 3186/4000 [3:44:16<56:55, 4.20s/it]
80%|ββββββββ | 3187/4000 [3:44:21<57:54, 4.27s/it]
80%|ββββββββ | 3188/4000 [3:44:25<57:18, 4.23s/it]
80%|ββββββββ | 3189/4000 [3:44:29<56:50, 4.21s/it]
80%|ββββββββ | 3190/4000 [3:44:33<56:31, 4.19s/it]
{'loss': '0.3685', 'grad_norm': '0.1206', 'learning_rate': '0.0001229', 'epoch': '0.7729'}
80%|ββββββββ | 3190/4000 [3:44:33<56:31, 4.19s/it]
80%|ββββββββ | 3191/4000 [3:44:37<56:21, 4.18s/it]
80%|ββββββββ | 3192/4000 [3:44:41<56:26, 4.19s/it]
80%|ββββββββ | 3193/4000 [3:44:46<56:06, 4.17s/it]
80%|ββββββββ | 3194/4000 [3:44:50<57:30, 4.28s/it]
80%|ββββββββ | 3195/4000 [3:44:54<57:13, 4.27s/it]
80%|ββββββββ | 3196/4000 [3:44:59<57:29, 4.29s/it]
80%|ββββββββ | 3197/4000 [3:45:03<57:10, 4.27s/it]
80%|ββββββββ | 3198/4000 [3:45:07<57:08, 4.27s/it]
80%|ββββββββ | 3199/4000 [3:45:12<57:12, 4.29s/it]
80%|ββββββββ | 3200/4000 [3:45:16<58:11, 4.36s/it]
{'loss': '0.3733', 'grad_norm': '0.1379', 'learning_rate': '0.0001214', 'epoch': '0.7754'}
80%|ββββββββ | 3200/4000 [3:45:16<58:11, 4.36s/it]
80%|ββββββββ | 3201/4000 [3:45:20<57:10, 4.29s/it]
80%|ββββββββ | 3202/4000 [3:45:24<56:30, 4.25s/it]
80%|ββββββββ | 3203/4000 [3:45:29<56:00, 4.22s/it]
80%|ββββββββ | 3204/4000 [3:45:33<55:38, 4.19s/it]
80%|ββββββββ | 3205/4000 [3:45:37<55:21, 4.18s/it]
80%|ββββββββ | 3206/4000 [3:45:41<55:07, 4.17s/it]
80%|ββββββββ | 3207/4000 [3:45:45<56:24, 4.27s/it]
80%|ββββββββ | 3208/4000 [3:45:50<56:14, 4.26s/it]
80%|ββββββββ | 3209/4000 [3:45:54<55:54, 4.24s/it]
80%|ββββββββ | 3210/4000 [3:45:58<55:30, 4.22s/it]
{'loss': '0.3659', 'grad_norm': '0.1027', 'learning_rate': '0.0001198', 'epoch': '0.7778'}
80%|ββββββββ | 3210/4000 [3:45:58<55:30, 4.22s/it]
80%|ββββββββ | 3211/4000 [3:46:02<55:08, 4.19s/it]
80%|ββββββββ | 3212/4000 [3:46:06<54:53, 4.18s/it]
80%|ββββββββ | 3213/4000 [3:46:11<54:49, 4.18s/it]
80%|ββββββββ | 3214/4000 [3:46:15<57:17, 4.37s/it]
80%|ββββββββ | 3215/4000 [3:46:20<57:21, 4.38s/it]
80%|ββββββββ | 3216/4000 [3:46:24<56:50, 4.35s/it]
80%|ββββββββ | 3217/4000 [3:46:28<56:03, 4.30s/it]
80%|ββββββββ | 3218/4000 [3:46:32<55:21, 4.25s/it]
80%|ββββββββ | 3219/4000 [3:46:36<54:53, 4.22s/it]
80%|ββββββββ | 3220/4000 [3:46:41<54:29, 4.19s/it]
{'loss': '0.394', 'grad_norm': '0.1129', 'learning_rate': '0.0001183', 'epoch': '0.7802'}
80%|ββββββββ | 3220/4000 [3:46:41<54:29, 4.19s/it]
81%|ββββββββ | 3221/4000 [3:46:45<55:33, 4.28s/it]
81%|ββββββββ | 3222/4000 [3:46:49<54:56, 4.24s/it]
81%|ββββββββ | 3223/4000 [3:46:53<54:26, 4.20s/it]
81%|ββββββββ | 3224/4000 [3:46:58<54:48, 4.24s/it]
81%|ββββββββ | 3225/4000 [3:47:02<54:24, 4.21s/it]
81%|ββββββββ | 3226/4000 [3:47:06<54:03, 4.19s/it]
81%|ββββββββ | 3227/4000 [3:47:10<54:39, 4.24s/it]
81%|ββββββββ | 3228/4000 [3:47:15<54:48, 4.26s/it]
81%|ββββββββ | 3229/4000 [3:47:19<54:15, 4.22s/it]
81%|ββββββββ | 3230/4000 [3:47:23<54:12, 4.22s/it]
{'loss': '0.4145', 'grad_norm': '0.1248', 'learning_rate': '0.0001168', 'epoch': '0.7826'}
81%|ββββββββ | 3230/4000 [3:47:23<54:12, 4.22s/it]
81%|ββββββββ | 3231/4000 [3:47:27<53:51, 4.20s/it]
81%|ββββββββ | 3232/4000 [3:47:31<53:46, 4.20s/it]
81%|ββββββββ | 3233/4000 [3:47:36<53:58, 4.22s/it]
81%|ββββββββ | 3234/4000 [3:47:40<55:46, 4.37s/it]
81%|ββββββββ | 3235/4000 [3:47:44<54:59, 4.31s/it]
81%|ββββββββ | 3236/4000 [3:47:49<54:13, 4.26s/it]
81%|ββββββββ | 3237/4000 [3:47:53<53:40, 4.22s/it]
81%|ββββββββ | 3238/4000 [3:47:57<53:14, 4.19s/it]
81%|ββββββββ | 3239/4000 [3:48:01<52:59, 4.18s/it]
81%|ββββββββ | 3240/4000 [3:48:05<53:56, 4.26s/it]
{'loss': '0.3627', 'grad_norm': '0.1018', 'learning_rate': '0.0001153', 'epoch': '0.7851'}
81%|ββββββββ | 3240/4000 [3:48:05<53:56, 4.26s/it]
81%|ββββββββ | 3241/4000 [3:48:10<54:46, 4.33s/it]
81%|ββββββββ | 3242/4000 [3:48:14<53:55, 4.27s/it]
81%|ββββββββ | 3243/4000 [3:48:18<53:18, 4.23s/it]
81%|ββββββββ | 3244/4000 [3:48:22<52:51, 4.20s/it]
81%|ββββββββ | 3245/4000 [3:48:26<52:31, 4.17s/it]
81%|ββββββββ | 3246/4000 [3:48:31<52:15, 4.16s/it]
81%|ββββββββ | 3247/4000 [3:48:35<53:17, 4.25s/it]
81%|ββββββββ | 3248/4000 [3:48:39<53:31, 4.27s/it]
81%|ββββββββ | 3249/4000 [3:48:43<52:54, 4.23s/it]
81%|βββββββββ | 3250/4000 [3:48:48<52:27, 4.20s/it]
{'loss': '0.3812', 'grad_norm': '0.1384', 'learning_rate': '0.0001138', 'epoch': '0.7875'}
81%|βββββββββ | 3250/4000 [3:48:48<52:27, 4.20s/it]
81%|βββββββββ | 3251/4000 [3:48:52<52:13, 4.18s/it]
81%|βββββββββ | 3252/4000 [3:48:56<52:31, 4.21s/it]
81%|βββββββββ | 3253/4000 [3:49:00<52:37, 4.23s/it]
81%|βββββββββ | 3254/4000 [3:49:05<54:16, 4.37s/it]
81%|βββββββββ | 3255/4000 [3:49:09<54:10, 4.36s/it]
81%|βββββββββ | 3256/4000 [3:49:14<53:19, 4.30s/it]
81%|βββββββββ | 3257/4000 [3:49:18<52:40, 4.25s/it]
81%|βββββββββ | 3258/4000 [3:49:22<52:07, 4.21s/it]
81%|βββββββββ | 3259/4000 [3:49:26<51:45, 4.19s/it]
82%|βββββββββ | 3260/4000 [3:49:30<51:30, 4.18s/it]
{'loss': '0.3587', 'grad_norm': '0.1204', 'learning_rate': '0.0001123', 'epoch': '0.7899'}
82%|βββββββββ | 3260/4000 [3:49:30<51:30, 4.18s/it]
82%|βββββββββ | 3261/4000 [3:49:35<52:39, 4.27s/it]
82%|βββββββββ | 3262/4000 [3:49:39<52:01, 4.23s/it]
82%|βββββββββ | 3263/4000 [3:49:43<52:31, 4.28s/it]
82%|βββββββββ | 3264/4000 [3:49:47<51:59, 4.24s/it]
82%|βββββββββ | 3265/4000 [3:49:51<51:33, 4.21s/it]
82%|βββββββββ | 3266/4000 [3:49:56<51:14, 4.19s/it]
82%|βββββββββ | 3267/4000 [3:50:00<50:55, 4.17s/it]
82%|βββββββββ | 3268/4000 [3:50:04<52:04, 4.27s/it]
82%|βββββββββ | 3269/4000 [3:50:08<51:33, 4.23s/it]
82%|βββββββββ | 3270/4000 [3:50:12<51:11, 4.21s/it]
{'loss': '0.3955', 'grad_norm': '0.1113', 'learning_rate': '0.0001108', 'epoch': '0.7923'}
82%|βββββββββ | 3270/4000 [3:50:12<51:11, 4.21s/it]
82%|βββββββββ | 3271/4000 [3:50:17<51:37, 4.25s/it]
82%|βββββββββ | 3272/4000 [3:50:21<51:37, 4.26s/it]
82%|βββββββββ | 3273/4000 [3:50:25<51:40, 4.26s/it]
82%|βββββββββ | 3274/4000 [3:50:30<52:38, 4.35s/it]
82%|βββββββββ | 3275/4000 [3:50:34<52:49, 4.37s/it]
82%|βββββββββ | 3276/4000 [3:50:38<51:53, 4.30s/it]
82%|βββββββββ | 3277/4000 [3:50:43<51:11, 4.25s/it]
82%|βββββββββ | 3278/4000 [3:50:47<50:41, 4.21s/it]
82%|βββββββββ | 3279/4000 [3:50:51<50:48, 4.23s/it]
82%|βββββββββ | 3280/4000 [3:50:55<50:26, 4.20s/it]
{'loss': '0.3985', 'grad_norm': '0.123', 'learning_rate': '0.0001092', 'epoch': '0.7947'}
82%|βββββββββ | 3280/4000 [3:50:55<50:26, 4.20s/it]
82%|βββββββββ | 3281/4000 [3:51:00<51:29, 4.30s/it]
82%|βββββββββ | 3282/4000 [3:51:04<50:50, 4.25s/it]
82%|βββββββββ | 3283/4000 [3:51:08<50:19, 4.21s/it]
82%|βββββββββ | 3284/4000 [3:51:12<49:57, 4.19s/it]
82%|βββββββββ | 3285/4000 [3:51:16<49:39, 4.17s/it]
82%|βββββββββ | 3286/4000 [3:51:20<49:29, 4.16s/it]
82%|βββββββββ | 3287/4000 [3:51:24<49:20, 4.15s/it]
82%|βββββββββ | 3288/4000 [3:51:29<50:20, 4.24s/it]
82%|βββββββββ | 3289/4000 [3:51:33<49:51, 4.21s/it]
82%|βββββββββ | 3290/4000 [3:51:37<49:31, 4.19s/it]
{'loss': '0.3756', 'grad_norm': '0.1178', 'learning_rate': '0.0001077', 'epoch': '0.7972'}
82%|βββββββββ | 3290/4000 [3:51:37<49:31, 4.19s/it]
82%|βββββββββ | 3291/4000 [3:51:41<50:02, 4.23s/it]
82%|βββββββββ | 3292/4000 [3:51:46<50:01, 4.24s/it]
82%|βββββββββ | 3293/4000 [3:51:50<50:10, 4.26s/it]
82%|βββββββββ | 3294/4000 [3:51:54<50:03, 4.25s/it]
82%|βββββββββ | 3295/4000 [3:51:59<51:35, 4.39s/it]
82%|βββββββββ | 3296/4000 [3:52:03<51:35, 4.40s/it]
82%|βββββββββ | 3297/4000 [3:52:08<50:37, 4.32s/it]
82%|βββββββββ | 3298/4000 [3:52:12<49:55, 4.27s/it]
82%|βββββββββ | 3299/4000 [3:52:16<49:25, 4.23s/it]
82%|βββββββββ | 3300/4000 [3:52:20<49:01, 4.20s/it]
{'loss': '0.3911', 'grad_norm': '0.1171', 'learning_rate': '0.0001062', 'epoch': '0.7996'}
82%|βββββββββ | 3300/4000 [3:52:20<49:01, 4.20s/it]
83%|βββββββββ | 3301/4000 [3:52:24<49:31, 4.25s/it]
83%|βββββββββ | 3302/4000 [3:52:29<49:41, 4.27s/it]
83%|βββββββββ | 3303/4000 [3:52:33<49:09, 4.23s/it]
83%|βββββββββ | 3304/4000 [3:52:37<48:47, 4.21s/it]
83%|βββββββββ | 3305/4000 [3:52:41<48:28, 4.18s/it]
83%|βββββββββ | 3306/4000 [3:52:45<48:15, 4.17s/it]
83%|βββββββββ | 3307/4000 [3:52:49<48:04, 4.16s/it]
83%|βββββββββ | 3308/4000 [3:52:54<49:11, 4.27s/it]
83%|βββββββββ | 3309/4000 [3:52:58<48:45, 4.23s/it]
83%|βββββββββ | 3310/4000 [3:53:02<48:39, 4.23s/it]
{'loss': '0.4119', 'grad_norm': '0.1113', 'learning_rate': '0.0001047', 'epoch': '0.802'}
83%|βββββββββ | 3310/4000 [3:53:02<48:39, 4.23s/it]
83%|βββββββββ | 3311/4000 [3:53:07<48:57, 4.26s/it]
83%|βββββββββ | 3312/4000 [3:53:11<48:41, 4.25s/it]
83%|βββββββββ | 3313/4000 [3:53:15<48:41, 4.25s/it]
83%|βββββββββ | 3314/4000 [3:53:19<48:37, 4.25s/it]
83%|βββββββββ | 3315/4000 [3:53:24<50:10, 4.40s/it]
83%|βββββββββ | 3316/4000 [3:53:28<49:27, 4.34s/it]
83%|βββββββββ | 3317/4000 [3:53:32<48:40, 4.28s/it]
83%|βββββββββ | 3318/4000 [3:53:36<48:04, 4.23s/it]
83%|βββββββββ | 3319/4000 [3:53:41<47:38, 4.20s/it]
83%|βββββββββ | 3320/4000 [3:53:45<47:19, 4.18s/it]
{'loss': '0.3591', 'grad_norm': '0.1191', 'learning_rate': '0.0001032', 'epoch': '0.8044'}
83%|βββββββββ | 3320/4000 [3:53:45<47:19, 4.18s/it]
83%|βββββββββ | 3321/4000 [3:53:49<47:05, 4.16s/it]
83%|βββββββββ | 3322/4000 [3:53:53<48:06, 4.26s/it]
83%|βββββββββ | 3323/4000 [3:53:57<47:38, 4.22s/it]
83%|βββββββββ | 3324/4000 [3:54:02<47:13, 4.19s/it]
83%|βββββββββ | 3325/4000 [3:54:06<46:58, 4.17s/it]
83%|βββββββββ | 3326/4000 [3:54:10<46:47, 4.16s/it]
83%|βββββββββ | 3327/4000 [3:54:14<46:33, 4.15s/it]
83%|βββββββββ | 3328/4000 [3:54:18<47:38, 4.25s/it]
83%|βββββββββ | 3329/4000 [3:54:23<47:56, 4.29s/it]
83%|βββββββββ | 3330/4000 [3:54:27<47:31, 4.26s/it]
{'loss': '0.3953', 'grad_norm': '0.1186', 'learning_rate': '0.0001017', 'epoch': '0.8069'}
83%|βββββββββ | 3330/4000 [3:54:27<47:31, 4.26s/it]
83%|βββββββββ | 3331/4000 [3:54:31<47:04, 4.22s/it]
83%|βββββββββ | 3332/4000 [3:54:36<47:26, 4.26s/it]
83%|βββββββββ | 3333/4000 [3:54:40<47:27, 4.27s/it]
83%|βββββββββ | 3334/4000 [3:54:44<47:18, 4.26s/it]
83%|βββββββββ | 3335/4000 [3:54:49<48:50, 4.41s/it]
83%|βββββββββ | 3336/4000 [3:54:53<48:06, 4.35s/it]
83%|βββββββββ | 3337/4000 [3:54:57<47:21, 4.29s/it]
83%|βββββββββ | 3338/4000 [3:55:01<46:46, 4.24s/it]
83%|βββββββββ | 3339/4000 [3:55:05<46:20, 4.21s/it]
84%|βββββββββ | 3340/4000 [3:55:10<46:03, 4.19s/it]
{'loss': '0.3978', 'grad_norm': '0.1635', 'learning_rate': '0.0001002', 'epoch': '0.8093'}
84%|βββββββββ | 3340/4000 [3:55:10<46:03, 4.19s/it]
84%|βββββββββ | 3341/4000 [3:55:14<45:49, 4.17s/it]
84%|βββββββββ | 3342/4000 [3:55:18<46:55, 4.28s/it]
84%|βββββββββ | 3343/4000 [3:55:22<46:27, 4.24s/it]
84%|βββββββββ | 3344/4000 [3:55:27<46:04, 4.21s/it]
84%|βββββββββ | 3345/4000 [3:55:31<45:44, 4.19s/it]
84%|βββββββββ | 3346/4000 [3:55:35<45:52, 4.21s/it]
84%|βββββββββ | 3347/4000 [3:55:39<45:58, 4.22s/it]
84%|βββββββββ | 3348/4000 [3:55:43<45:38, 4.20s/it]
84%|βββββββββ | 3349/4000 [3:55:48<46:34, 4.29s/it]
84%|βββββββββ | 3350/4000 [3:55:52<46:26, 4.29s/it]
{'loss': '0.3527', 'grad_norm': '0.1133', 'learning_rate': '9.864e-05', 'epoch': '0.8117'}
84%|βββββββββ | 3350/4000 [3:55:52<46:26, 4.29s/it]
84%|βββββββββ | 3351/4000 [3:55:56<45:54, 4.24s/it]
84%|βββββββββ | 3352/4000 [3:56:00<45:45, 4.24s/it]
84%|βββββββββ | 3353/4000 [3:56:05<45:41, 4.24s/it]
84%|βββββββββ | 3354/4000 [3:56:09<46:19, 4.30s/it]
84%|βββββββββ | 3355/4000 [3:56:14<47:00, 4.37s/it]
84%|βββββββββ | 3356/4000 [3:56:18<46:09, 4.30s/it]
84%|βββββββββ | 3357/4000 [3:56:22<45:51, 4.28s/it]
84%|βββββββββ | 3358/4000 [3:56:26<45:15, 4.23s/it]
84%|βββββββββ | 3359/4000 [3:56:30<44:54, 4.20s/it]
84%|βββββββββ | 3360/4000 [3:56:34<44:37, 4.18s/it]
{'loss': '0.4003', 'grad_norm': '0.1286', 'learning_rate': '9.712e-05', 'epoch': '0.8141'}
84%|βββββββββ | 3360/4000 [3:56:34<44:37, 4.18s/it]
84%|βββββββββ | 3361/4000 [3:56:39<44:22, 4.17s/it]
84%|βββββββββ | 3362/4000 [3:56:43<45:26, 4.27s/it]
84%|βββββββββ | 3363/4000 [3:56:47<45:37, 4.30s/it]
84%|βββββββββ | 3364/4000 [3:56:52<45:10, 4.26s/it]
84%|βββββββββ | 3365/4000 [3:56:56<45:03, 4.26s/it]
84%|βββββββββ | 3366/4000 [3:57:00<44:36, 4.22s/it]
84%|βββββββββ | 3367/4000 [3:57:04<44:29, 4.22s/it]
84%|βββββββββ | 3368/4000 [3:57:08<44:17, 4.20s/it]
84%|βββββββββ | 3369/4000 [3:57:13<45:54, 4.36s/it]
84%|βββββββββ | 3370/4000 [3:57:17<45:09, 4.30s/it]
{'loss': '0.3655', 'grad_norm': '0.1472', 'learning_rate': '9.561e-05', 'epoch': '0.8165'}
84%|βββββββββ | 3370/4000 [3:57:17<45:09, 4.30s/it]
84%|βββββββββ | 3371/4000 [3:57:21<44:34, 4.25s/it]
84%|βββββββββ | 3372/4000 [3:57:26<45:06, 4.31s/it]
84%|βββββββββ | 3373/4000 [3:57:30<44:32, 4.26s/it]
84%|βββββββββ | 3374/4000 [3:57:34<44:03, 4.22s/it]
84%|βββββββββ | 3375/4000 [3:57:38<44:20, 4.26s/it]
84%|βββββββββ | 3376/4000 [3:57:43<44:24, 4.27s/it]
84%|βββββββββ | 3377/4000 [3:57:47<43:53, 4.23s/it]
84%|βββββββββ | 3378/4000 [3:57:51<43:29, 4.20s/it]
84%|βββββββββ | 3379/4000 [3:57:55<43:11, 4.17s/it]
84%|βββββββββ | 3380/4000 [3:57:59<43:12, 4.18s/it]
{'loss': '0.3818', 'grad_norm': '0.1262', 'learning_rate': '9.409e-05', 'epoch': '0.819'}
84%|βββββββββ | 3380/4000 [3:57:59<43:12, 4.18s/it]
85%|βββββββββ | 3381/4000 [3:58:04<43:27, 4.21s/it]
85%|βββββββββ | 3382/4000 [3:58:08<44:49, 4.35s/it]
85%|βββββββββ | 3383/4000 [3:58:12<44:04, 4.29s/it]
85%|βββββββββ | 3384/4000 [3:58:17<43:54, 4.28s/it]
85%|βββββββββ | 3385/4000 [3:58:21<43:45, 4.27s/it]
85%|βββββββββ | 3386/4000 [3:58:25<43:17, 4.23s/it]
85%|βββββββββ | 3387/4000 [3:58:29<42:57, 4.20s/it]
85%|βββββββββ | 3388/4000 [3:58:33<42:38, 4.18s/it]
85%|βββββββββ | 3389/4000 [3:58:38<43:46, 4.30s/it]
85%|βββββββββ | 3390/4000 [3:58:42<44:04, 4.33s/it]
{'loss': '0.3634', 'grad_norm': '0.1173', 'learning_rate': '9.258e-05', 'epoch': '0.8214'}
85%|βββββββββ | 3390/4000 [3:58:42<44:04, 4.33s/it]
85%|βββββββββ | 3391/4000 [3:58:47<43:28, 4.28s/it]
85%|βββββββββ | 3392/4000 [3:58:51<42:57, 4.24s/it]
85%|βββββββββ | 3393/4000 [3:58:55<42:32, 4.20s/it]
85%|βββββββββ | 3394/4000 [3:58:59<42:14, 4.18s/it]
85%|βββββββββ | 3395/4000 [3:59:03<42:00, 4.17s/it]
85%|βββββββββ | 3396/4000 [3:59:08<43:02, 4.28s/it]
85%|βββββββββ | 3397/4000 [3:59:12<42:32, 4.23s/it]
85%|βββββββββ | 3398/4000 [3:59:16<42:28, 4.23s/it]
85%|βββββββββ | 3399/4000 [3:59:20<42:29, 4.24s/it]
85%|βββββββββ | 3400/4000 [3:59:24<42:13, 4.22s/it]
{'loss': '0.3955', 'grad_norm': '0.114', 'learning_rate': '9.106e-05', 'epoch': '0.8238'}
85%|βββββββββ | 3400/4000 [3:59:24<42:13, 4.22s/it]
85%|βββββββββ | 3401/4000 [3:59:29<42:31, 4.26s/it]
85%|βββββββββ | 3402/4000 [3:59:33<43:14, 4.34s/it]
85%|βββββββββ | 3403/4000 [3:59:38<43:12, 4.34s/it]
85%|βββββββββ | 3404/4000 [3:59:42<42:28, 4.28s/it]
85%|βββββββββ | 3405/4000 [3:59:46<41:58, 4.23s/it]
85%|βββββββββ | 3406/4000 [3:59:50<41:35, 4.20s/it]
85%|βββββββββ | 3407/4000 [3:59:54<42:15, 4.28s/it]
85%|βββββββββ | 3408/4000 [3:59:59<42:01, 4.26s/it]
85%|βββββββββ | 3409/4000 [4:00:03<42:42, 4.34s/it]
85%|βββββββββ | 3410/4000 [4:00:07<42:04, 4.28s/it]
{'loss': '0.3678', 'grad_norm': '0.1184', 'learning_rate': '8.955e-05', 'epoch': '0.8262'}
85%|βββββββββ | 3410/4000 [4:00:07<42:04, 4.28s/it]
85%|βββββββββ | 3411/4000 [4:00:11<41:33, 4.23s/it]
85%|βββββββββ | 3412/4000 [4:00:16<41:10, 4.20s/it]
85%|βββββββββ | 3413/4000 [4:00:20<40:55, 4.18s/it]
85%|βββββββββ | 3414/4000 [4:00:24<40:39, 4.16s/it]
85%|βββββββββ | 3415/4000 [4:00:28<41:11, 4.23s/it]
85%|βββββββββ | 3416/4000 [4:00:33<42:52, 4.41s/it]
85%|βββββββββ | 3417/4000 [4:00:37<42:06, 4.33s/it]
85%|βββββββββ | 3418/4000 [4:00:42<42:05, 4.34s/it]
85%|βββββββββ | 3419/4000 [4:00:46<41:36, 4.30s/it]
86%|βββββββββ | 3420/4000 [4:00:50<41:00, 4.24s/it]
{'loss': '0.376', 'grad_norm': '0.1444', 'learning_rate': '8.803e-05', 'epoch': '0.8287'}
86%|βββββββββ | 3420/4000 [4:00:50<41:00, 4.24s/it]
86%|βββββββββ | 3421/4000 [4:00:54<40:40, 4.21s/it]
86%|βββββββββ | 3422/4000 [4:00:58<40:23, 4.19s/it]
86%|βββββββββ | 3423/4000 [4:01:03<41:07, 4.28s/it]
86%|βββββββββ | 3424/4000 [4:01:07<41:25, 4.32s/it]
86%|βββββββββ | 3425/4000 [4:01:11<41:20, 4.31s/it]
86%|βββββββββ | 3426/4000 [4:01:15<40:46, 4.26s/it]
86%|βββββββββ | 3427/4000 [4:01:20<40:19, 4.22s/it]
86%|βββββββββ | 3428/4000 [4:01:24<39:58, 4.19s/it]
86%|βββββββββ | 3429/4000 [4:01:28<40:17, 4.23s/it]
86%|βββββββββ | 3430/4000 [4:01:32<40:25, 4.26s/it]
{'loss': '0.397', 'grad_norm': '0.1081', 'learning_rate': '8.652e-05', 'epoch': '0.8311'}
86%|βββββββββ | 3430/4000 [4:01:32<40:25, 4.26s/it]
86%|βββββββββ | 3431/4000 [4:01:36<39:59, 4.22s/it]
86%|βββββββββ | 3432/4000 [4:01:41<40:25, 4.27s/it]
86%|βββββββββ | 3433/4000 [4:01:45<40:32, 4.29s/it]
86%|βββββββββ | 3434/4000 [4:01:50<40:40, 4.31s/it]
86%|βββββββββ | 3435/4000 [4:01:54<40:22, 4.29s/it]
86%|βββββββββ | 3436/4000 [4:01:58<41:18, 4.39s/it]
86%|βββββββββ | 3437/4000 [4:02:03<40:28, 4.31s/it]
86%|βββββββββ | 3438/4000 [4:02:07<39:51, 4.26s/it]
86%|βββββββββ | 3439/4000 [4:02:11<39:25, 4.22s/it]
86%|βββββββββ | 3440/4000 [4:02:15<39:05, 4.19s/it]
{'loss': '0.3547', 'grad_norm': '0.1245', 'learning_rate': '8.5e-05', 'epoch': '0.8335'}
86%|βββββββββ | 3440/4000 [4:02:15<39:05, 4.19s/it]
86%|βββββββββ | 3441/4000 [4:02:19<39:03, 4.19s/it]
86%|βββββββββ | 3442/4000 [4:02:23<38:55, 4.19s/it]
86%|βββββββββ | 3443/4000 [4:02:28<39:50, 4.29s/it]
86%|βββββββββ | 3444/4000 [4:02:32<39:16, 4.24s/it]
86%|βββββββββ | 3445/4000 [4:02:36<38:52, 4.20s/it]
86%|βββββββββ | 3446/4000 [4:02:40<38:36, 4.18s/it]
86%|βββββββββ | 3447/4000 [4:02:44<38:22, 4.16s/it]
86%|βββββββββ | 3448/4000 [4:02:48<38:10, 4.15s/it]
86%|βββββββββ | 3449/4000 [4:02:53<38:31, 4.20s/it]
86%|βββββββββ | 3450/4000 [4:02:57<39:25, 4.30s/it]
{'loss': '0.4024', 'grad_norm': '0.117', 'learning_rate': '8.348e-05', 'epoch': '0.8359'}
86%|βββββββββ | 3450/4000 [4:02:57<39:25, 4.30s/it]
86%|βββββββββ | 3451/4000 [4:03:02<39:43, 4.34s/it]
86%|βββββββββ | 3452/4000 [4:03:06<39:45, 4.35s/it]
86%|βββββββββ | 3453/4000 [4:03:10<39:05, 4.29s/it]
86%|βββββββββ | 3454/4000 [4:03:14<38:36, 4.24s/it]
86%|βββββββββ | 3455/4000 [4:03:19<38:12, 4.21s/it]
86%|βββββββββ | 3456/4000 [4:03:23<38:21, 4.23s/it]
86%|βββββββββ | 3457/4000 [4:03:27<38:27, 4.25s/it]
86%|βββββββββ | 3458/4000 [4:03:31<38:32, 4.27s/it]
86%|βββββββββ | 3459/4000 [4:03:36<38:25, 4.26s/it]
86%|βββββββββ | 3460/4000 [4:03:40<38:10, 4.24s/it]
{'loss': '0.3786', 'grad_norm': '0.1311', 'learning_rate': '8.197e-05', 'epoch': '0.8384'}
86%|βββββββββ | 3460/4000 [4:03:40<38:10, 4.24s/it]
87%|βββββββββ | 3461/4000 [4:03:44<37:49, 4.21s/it]
87%|βββββββββ | 3462/4000 [4:03:48<37:33, 4.19s/it]
87%|βββββββββ | 3463/4000 [4:03:53<38:20, 4.28s/it]
87%|βββββββββ | 3464/4000 [4:03:57<37:50, 4.24s/it]
87%|βββββββββ | 3465/4000 [4:04:01<37:29, 4.20s/it]
87%|βββββββββ | 3466/4000 [4:04:05<37:25, 4.20s/it]
87%|βββββββββ | 3467/4000 [4:04:09<37:26, 4.21s/it]
87%|βββββββββ | 3468/4000 [4:04:14<37:29, 4.23s/it]
87%|βββββββββ | 3469/4000 [4:04:18<37:45, 4.27s/it]
87%|βββββββββ | 3470/4000 [4:04:23<38:33, 4.37s/it]
{'loss': '0.3573', 'grad_norm': '0.1071', 'learning_rate': '8.045e-05', 'epoch': '0.8408'}
87%|βββββββββ | 3470/4000 [4:04:23<38:33, 4.37s/it]
87%|βββββββββ | 3471/4000 [4:04:27<37:51, 4.29s/it]
87%|βββββββββ | 3472/4000 [4:04:31<37:23, 4.25s/it]
87%|βββββββββ | 3473/4000 [4:04:35<37:00, 4.21s/it]
87%|βββββββββ | 3474/4000 [4:04:39<36:43, 4.19s/it]
87%|βββββββββ | 3475/4000 [4:04:43<37:10, 4.25s/it]
87%|βββββββββ | 3476/4000 [4:04:48<36:50, 4.22s/it]
87%|βββββββββ | 3477/4000 [4:04:52<37:55, 4.35s/it]
87%|βββββββββ | 3478/4000 [4:04:56<37:24, 4.30s/it]
87%|βββββββββ | 3479/4000 [4:05:01<36:54, 4.25s/it]
87%|βββββββββ | 3480/4000 [4:05:05<36:30, 4.21s/it]
{'loss': '0.3821', 'grad_norm': '0.1146', 'learning_rate': '7.894e-05', 'epoch': '0.8432'}
87%|βββββββββ | 3480/4000 [4:05:05<36:30, 4.21s/it]
87%|βββββββββ | 3481/4000 [4:05:09<36:14, 4.19s/it]
87%|βββββββββ | 3482/4000 [4:05:13<36:00, 4.17s/it]
87%|βββββββββ | 3483/4000 [4:05:18<37:12, 4.32s/it]
87%|βββββββββ | 3484/4000 [4:05:22<36:48, 4.28s/it]
87%|βββββββββ | 3485/4000 [4:05:26<36:48, 4.29s/it]
87%|βββββββββ | 3486/4000 [4:05:30<36:44, 4.29s/it]
87%|βββββββββ | 3487/4000 [4:05:35<36:31, 4.27s/it]
87%|βββββββββ | 3488/4000 [4:05:39<36:07, 4.23s/it]
87%|βββββββββ | 3489/4000 [4:05:43<35:49, 4.21s/it]
87%|βββββββββ | 3490/4000 [4:05:47<36:29, 4.29s/it]
{'loss': '0.4101', 'grad_norm': '0.1131', 'learning_rate': '7.742e-05', 'epoch': '0.8456'}
87%|βββββββββ | 3490/4000 [4:05:47<36:29, 4.29s/it]
87%|βββββββββ | 3491/4000 [4:05:52<36:01, 4.25s/it]
87%|βββββββββ | 3492/4000 [4:05:56<35:54, 4.24s/it]
87%|βββββββββ | 3493/4000 [4:06:00<35:32, 4.21s/it]
87%|βββββββββ | 3494/4000 [4:06:04<35:40, 4.23s/it]
87%|βββββββββ | 3495/4000 [4:06:08<35:22, 4.20s/it]
87%|βββββββββ | 3496/4000 [4:06:13<35:09, 4.19s/it]
87%|βββββββββ | 3497/4000 [4:06:17<35:53, 4.28s/it]
87%|βββββββββ | 3498/4000 [4:06:21<35:25, 4.23s/it]
87%|βββββββββ | 3499/4000 [4:06:25<35:05, 4.20s/it]
88%|βββββββββ | 3500/4000 [4:06:29<34:50, 4.18s/it]
{'loss': '0.375', 'grad_norm': '0.121', 'learning_rate': '7.591e-05', 'epoch': '0.848'}
88%|βββββββββ | 3500/4000 [4:06:29<34:50, 4.18s/it]
88%|βββββββββ | 3501/4000 [4:06:34<35:24, 4.26s/it]
88%|βββββββββ | 3502/4000 [4:06:38<35:30, 4.28s/it]
88%|βββββββββ | 3503/4000 [4:06:43<35:38, 4.30s/it]
88%|βββββββββ | 3504/4000 [4:06:47<36:18, 4.39s/it]
88%|βββββββββ | 3505/4000 [4:06:51<35:40, 4.32s/it]
88%|βββββββββ | 3506/4000 [4:06:55<35:05, 4.26s/it]
88%|βββββββββ | 3507/4000 [4:07:00<34:41, 4.22s/it]
88%|βββββββββ | 3508/4000 [4:07:04<34:44, 4.24s/it]
88%|βββββββββ | 3509/4000 [4:07:08<34:45, 4.25s/it]
88%|βββββββββ | 3510/4000 [4:07:13<35:17, 4.32s/it]
{'loss': '0.3447', 'grad_norm': '0.1257', 'learning_rate': '7.439e-05', 'epoch': '0.8505'}
88%|βββββββββ | 3510/4000 [4:07:13<35:17, 4.32s/it]
88%|βββββββββ | 3511/4000 [4:07:17<34:53, 4.28s/it]
88%|βββββββββ | 3512/4000 [4:07:21<34:27, 4.24s/it]
88%|βββββββββ | 3513/4000 [4:07:25<34:06, 4.20s/it]
88%|βββββββββ | 3514/4000 [4:07:29<33:49, 4.18s/it]
88%|βββββββββ | 3515/4000 [4:07:33<33:36, 4.16s/it]
88%|βββββββββ | 3516/4000 [4:07:37<33:29, 4.15s/it]
88%|βββββββββ | 3517/4000 [4:07:42<34:15, 4.26s/it]
88%|βββββββββ | 3518/4000 [4:07:46<34:06, 4.25s/it]
88%|βββββββββ | 3519/4000 [4:07:50<34:03, 4.25s/it]
88%|βββββββββ | 3520/4000 [4:07:55<33:51, 4.23s/it]
{'loss': '0.3932', 'grad_norm': '0.1423', 'learning_rate': '7.288e-05', 'epoch': '0.8529'}
88%|βββββββββ | 3520/4000 [4:07:55<33:51, 4.23s/it]
88%|βββββββββ | 3521/4000 [4:07:59<34:19, 4.30s/it]
88%|βββββββββ | 3522/4000 [4:08:03<33:59, 4.27s/it]
88%|βββββββββ | 3523/4000 [4:08:07<33:36, 4.23s/it]
88%|βββββββββ | 3524/4000 [4:08:12<34:05, 4.30s/it]
88%|βββββββββ | 3525/4000 [4:08:16<34:13, 4.32s/it]
88%|βββββββββ | 3526/4000 [4:08:20<33:45, 4.27s/it]
88%|βββββββββ | 3527/4000 [4:08:24<33:21, 4.23s/it]
88%|βββββββββ | 3528/4000 [4:08:29<33:05, 4.21s/it]
88%|βββββββββ | 3529/4000 [4:08:33<33:00, 4.20s/it]
88%|βββββββββ | 3530/4000 [4:08:37<32:45, 4.18s/it]
{'loss': '0.4123', 'grad_norm': '0.1177', 'learning_rate': '7.136e-05', 'epoch': '0.8553'}
88%|βββββββββ | 3530/4000 [4:08:37<32:45, 4.18s/it]
88%|βββββββββ | 3531/4000 [4:08:41<33:28, 4.28s/it]
88%|βββββββββ | 3532/4000 [4:08:46<33:00, 4.23s/it]
88%|βββββββββ | 3533/4000 [4:08:50<32:43, 4.20s/it]
88%|βββββββββ | 3534/4000 [4:08:54<32:30, 4.18s/it]
88%|βββββββββ | 3535/4000 [4:08:58<32:33, 4.20s/it]
88%|βββββββββ | 3536/4000 [4:09:02<32:22, 4.19s/it]
88%|βββββββββ | 3537/4000 [4:09:07<33:28, 4.34s/it]
88%|βββββββββ | 3538/4000 [4:09:11<33:29, 4.35s/it]
88%|βββββββββ | 3539/4000 [4:09:16<33:14, 4.33s/it]
88%|βββββββββ | 3540/4000 [4:09:20<32:44, 4.27s/it]
{'loss': '0.361', 'grad_norm': '0.1338', 'learning_rate': '6.985e-05', 'epoch': '0.8577'}
88%|βββββββββ | 3540/4000 [4:09:20<32:44, 4.27s/it]
89%|βββββββββ | 3541/4000 [4:09:24<32:22, 4.23s/it]
89%|βββββββββ | 3542/4000 [4:09:28<32:22, 4.24s/it]
89%|βββββββββ | 3543/4000 [4:09:32<32:04, 4.21s/it]
89%|βββββββββ | 3544/4000 [4:09:37<32:39, 4.30s/it]
89%|βββββββββ | 3545/4000 [4:09:41<32:13, 4.25s/it]
89%|βββββββββ | 3546/4000 [4:09:45<32:12, 4.26s/it]
89%|βββββββββ | 3547/4000 [4:09:49<31:51, 4.22s/it]
89%|βββββββββ | 3548/4000 [4:09:53<31:34, 4.19s/it]
89%|βββββββββ | 3549/4000 [4:09:58<31:21, 4.17s/it]
89%|βββββββββ | 3550/4000 [4:10:02<31:09, 4.15s/it]
{'loss': '0.3551', 'grad_norm': '0.1287', 'learning_rate': '6.833e-05', 'epoch': '0.8602'}
89%|βββββββββ | 3550/4000 [4:10:02<31:09, 4.15s/it]
89%|βββββββββ | 3551/4000 [4:10:06<31:55, 4.27s/it]
89%|βββββββββ | 3552/4000 [4:10:11<31:58, 4.28s/it]
89%|βββββββββ | 3553/4000 [4:10:15<31:34, 4.24s/it]
89%|βββββββββ | 3554/4000 [4:10:19<31:34, 4.25s/it]
89%|βββββββββ | 3555/4000 [4:10:23<31:50, 4.29s/it]
89%|βββββββββ | 3556/4000 [4:10:28<31:36, 4.27s/it]
89%|βββββββββ | 3557/4000 [4:10:32<31:35, 4.28s/it]
89%|βββββββββ | 3558/4000 [4:10:36<31:32, 4.28s/it]
89%|βββββββββ | 3559/4000 [4:10:40<31:27, 4.28s/it]
89%|βββββββββ | 3560/4000 [4:10:45<31:05, 4.24s/it]
{'loss': '0.3892', 'grad_norm': '0.1238', 'learning_rate': '6.682e-05', 'epoch': '0.8626'}
89%|βββββββββ | 3560/4000 [4:10:45<31:05, 4.24s/it]
89%|βββββββββ | 3561/4000 [4:10:49<30:45, 4.20s/it]
89%|βββββββββ | 3562/4000 [4:10:53<30:30, 4.18s/it]
89%|βββββββββ | 3563/4000 [4:10:57<30:25, 4.18s/it]
89%|βββββββββ | 3564/4000 [4:11:01<31:03, 4.27s/it]
89%|βββββββββ | 3565/4000 [4:11:06<30:41, 4.23s/it]
89%|βββββββββ | 3566/4000 [4:11:10<30:25, 4.21s/it]
89%|βββββββββ | 3567/4000 [4:11:14<30:11, 4.18s/it]
89%|βββββββββ | 3568/4000 [4:11:18<30:00, 4.17s/it]
89%|βββββββββ | 3569/4000 [4:11:22<30:07, 4.19s/it]
89%|βββββββββ | 3570/4000 [4:11:26<29:56, 4.18s/it]
{'loss': '0.3515', 'grad_norm': '0.1203', 'learning_rate': '6.53e-05', 'epoch': '0.865'}
89%|βββββββββ | 3570/4000 [4:11:26<29:56, 4.18s/it]
89%|βββββββββ | 3571/4000 [4:11:31<30:57, 4.33s/it]
89%|βββββββββ | 3572/4000 [4:11:35<30:59, 4.35s/it]
89%|βββββββββ | 3573/4000 [4:11:40<30:40, 4.31s/it]
89%|βββββββββ | 3574/4000 [4:11:44<30:17, 4.27s/it]
89%|βββββββββ | 3575/4000 [4:11:48<29:54, 4.22s/it]
89%|βββββββββ | 3576/4000 [4:11:52<29:50, 4.22s/it]
89%|βββββββββ | 3577/4000 [4:11:56<29:37, 4.20s/it]
89%|βββββββββ | 3578/4000 [4:12:01<30:10, 4.29s/it]
89%|βββββββββ | 3579/4000 [4:12:05<29:44, 4.24s/it]
90%|βββββββββ | 3580/4000 [4:12:09<29:32, 4.22s/it]
{'loss': '0.3733', 'grad_norm': '0.1103', 'learning_rate': '6.379e-05', 'epoch': '0.8674'}
90%|βββββββββ | 3580/4000 [4:12:09<29:32, 4.22s/it]
90%|βββββββββ | 3581/4000 [4:12:13<29:20, 4.20s/it]
90%|βββββββββ | 3582/4000 [4:12:17<29:06, 4.18s/it]
90%|βββββββββ | 3583/4000 [4:12:22<28:57, 4.17s/it]
90%|βββββββββ | 3584/4000 [4:12:26<29:12, 4.21s/it]
90%|βββββββββ | 3585/4000 [4:12:30<29:20, 4.24s/it]
90%|βββββββββ | 3586/4000 [4:12:35<29:38, 4.30s/it]
90%|βββββββββ | 3587/4000 [4:12:39<29:19, 4.26s/it]
90%|βββββββββ | 3588/4000 [4:12:43<29:27, 4.29s/it]
90%|βββββββββ | 3589/4000 [4:12:47<29:14, 4.27s/it]
90%|βββββββββ | 3590/4000 [4:12:52<29:03, 4.25s/it]
{'loss': '0.3689', 'grad_norm': '0.1228', 'learning_rate': '6.227e-05', 'epoch': '0.8699'}
90%|βββββββββ | 3590/4000 [4:12:52<29:03, 4.25s/it]
90%|βββββββββ | 3591/4000 [4:12:56<29:50, 4.38s/it]
90%|βββββββββ | 3592/4000 [4:13:01<29:30, 4.34s/it]
90%|βββββββββ | 3593/4000 [4:13:05<29:19, 4.32s/it]
90%|βββββββββ | 3594/4000 [4:13:09<28:56, 4.28s/it]
90%|βββββββββ | 3595/4000 [4:13:13<28:35, 4.24s/it]
90%|βββββββββ | 3596/4000 [4:13:17<28:22, 4.21s/it]
90%|βββββββββ | 3597/4000 [4:13:21<28:15, 4.21s/it]
90%|βββββββββ | 3598/4000 [4:13:26<28:48, 4.30s/it]
90%|βββββββββ | 3599/4000 [4:13:30<28:23, 4.25s/it]
90%|βββββββββ | 3600/4000 [4:13:34<28:04, 4.21s/it]
{'loss': '0.4017', 'grad_norm': '0.1289', 'learning_rate': '6.076e-05', 'epoch': '0.8723'}
90%|βββββββββ | 3600/4000 [4:13:34<28:04, 4.21s/it]
90%|βββββββββ | 3601/4000 [4:13:38<27:49, 4.18s/it]
90%|βββββββββ | 3602/4000 [4:13:42<27:38, 4.17s/it]
90%|βββββββββ | 3603/4000 [4:13:47<27:36, 4.17s/it]
90%|βββββββββ | 3604/4000 [4:13:51<27:31, 4.17s/it]
90%|βββββββββ | 3605/4000 [4:13:56<28:26, 4.32s/it]
90%|βββββββββ | 3606/4000 [4:14:00<28:29, 4.34s/it]
90%|βββββββββ | 3607/4000 [4:14:04<28:05, 4.29s/it]
90%|βββββββββ | 3608/4000 [4:14:08<28:16, 4.33s/it]
90%|βββββββββ | 3609/4000 [4:14:13<27:50, 4.27s/it]
90%|βββββββββ | 3610/4000 [4:14:17<27:46, 4.27s/it]
{'loss': '0.367', 'grad_norm': '0.1241', 'learning_rate': '5.924e-05', 'epoch': '0.8747'}
90%|βββββββββ | 3610/4000 [4:14:17<27:46, 4.27s/it]
90%|βββββββββ | 3611/4000 [4:14:21<28:10, 4.35s/it]
90%|βββββββββ | 3612/4000 [4:14:26<27:41, 4.28s/it]
90%|βββββββββ | 3613/4000 [4:14:30<27:18, 4.23s/it]
90%|βββββββββ | 3614/4000 [4:14:34<27:11, 4.23s/it]
90%|βββββββββ | 3615/4000 [4:14:38<26:59, 4.21s/it]
90%|βββββββββ | 3616/4000 [4:14:42<26:46, 4.18s/it]
90%|βββββββββ | 3617/4000 [4:14:46<26:35, 4.17s/it]
90%|βββββββββ | 3618/4000 [4:14:51<27:10, 4.27s/it]
90%|βββββββββ | 3619/4000 [4:14:55<26:51, 4.23s/it]
90%|βββββββββ | 3620/4000 [4:14:59<26:56, 4.25s/it]
{'loss': '0.3656', 'grad_norm': '0.1169', 'learning_rate': '5.773e-05', 'epoch': '0.8771'}
90%|βββββββββ | 3620/4000 [4:14:59<26:56, 4.25s/it]
91%|βββββββββ | 3621/4000 [4:15:03<26:45, 4.24s/it]
91%|βββββββββ | 3622/4000 [4:15:08<26:56, 4.28s/it]
91%|βββββββββ | 3623/4000 [4:15:12<27:07, 4.32s/it]
91%|βββββββββ | 3624/4000 [4:15:16<26:43, 4.26s/it]
91%|βββββββββ | 3625/4000 [4:15:21<27:21, 4.38s/it]
91%|βββββββββ | 3626/4000 [4:15:25<26:50, 4.31s/it]
91%|βββββββββ | 3627/4000 [4:15:29<26:41, 4.29s/it]
91%|βββββββββ | 3628/4000 [4:15:34<26:22, 4.25s/it]
91%|βββββββββ | 3629/4000 [4:15:38<26:05, 4.22s/it]
91%|βββββββββ | 3630/4000 [4:15:42<25:52, 4.19s/it]
{'loss': '0.3462', 'grad_norm': '0.1212', 'learning_rate': '5.621e-05', 'epoch': '0.8795'}
91%|βββββββββ | 3630/4000 [4:15:42<25:52, 4.19s/it]
91%|βββββββββ | 3631/4000 [4:15:46<25:43, 4.18s/it]
91%|βββββββββ | 3632/4000 [4:15:51<26:23, 4.30s/it]
91%|βββββββββ | 3633/4000 [4:15:55<26:00, 4.25s/it]
91%|βββββββββ | 3634/4000 [4:15:59<25:43, 4.22s/it]
91%|βββββββββ | 3635/4000 [4:16:03<25:28, 4.19s/it]
91%|βββββββββ | 3636/4000 [4:16:07<25:17, 4.17s/it]
91%|βββββββββ | 3637/4000 [4:16:11<25:18, 4.18s/it]
91%|βββββββββ | 3638/4000 [4:16:16<26:02, 4.32s/it]
91%|βββββββββ | 3639/4000 [4:16:20<26:00, 4.32s/it]
91%|βββββββββ | 3640/4000 [4:16:25<26:03, 4.34s/it]
{'loss': '0.3344', 'grad_norm': '0.1189', 'learning_rate': '5.47e-05', 'epoch': '0.882'}
91%|βββββββββ | 3640/4000 [4:16:25<26:03, 4.34s/it]
91%|βββββββββ | 3641/4000 [4:16:29<25:37, 4.28s/it]
91%|βββββββββ | 3642/4000 [4:16:33<25:24, 4.26s/it]
91%|βββββββββ | 3643/4000 [4:16:37<25:07, 4.22s/it]
91%|βββββββββ | 3644/4000 [4:16:41<25:02, 4.22s/it]
91%|βββββββββ | 3645/4000 [4:16:46<25:26, 4.30s/it]
91%|βββββββββ | 3646/4000 [4:16:50<25:02, 4.24s/it]
91%|βββββββββ | 3647/4000 [4:16:54<24:44, 4.21s/it]
91%|βββββββββ | 3648/4000 [4:16:58<24:38, 4.20s/it]
91%|βββββββββ | 3649/4000 [4:17:02<24:32, 4.19s/it]
91%|ββββββββββ| 3650/4000 [4:17:07<24:19, 4.17s/it]
{'loss': '0.3955', 'grad_norm': '0.1442', 'learning_rate': '5.318e-05', 'epoch': '0.8844'}
91%|ββββββββββ| 3650/4000 [4:17:07<24:19, 4.17s/it]
91%|ββββββββββ| 3651/4000 [4:17:11<24:10, 4.16s/it]
91%|ββββββββββ| 3652/4000 [4:17:15<24:39, 4.25s/it]
91%|ββββββββββ| 3653/4000 [4:17:19<24:21, 4.21s/it]
91%|ββββββββββ| 3654/4000 [4:17:24<24:16, 4.21s/it]
91%|ββββββββββ| 3655/4000 [4:17:28<24:23, 4.24s/it]
91%|ββββββββββ| 3656/4000 [4:17:32<24:19, 4.24s/it]
91%|ββββββββββ| 3657/4000 [4:17:36<24:21, 4.26s/it]
91%|ββββββββββ| 3658/4000 [4:17:41<24:25, 4.28s/it]
91%|ββββββββββ| 3659/4000 [4:17:45<24:32, 4.32s/it]
92%|ββββββββββ| 3660/4000 [4:17:49<24:08, 4.26s/it]
{'loss': '0.3687', 'grad_norm': '0.1402', 'learning_rate': '5.167e-05', 'epoch': '0.8868'}
92%|ββββββββββ| 3660/4000 [4:17:49<24:08, 4.26s/it]
92%|ββββββββββ| 3661/4000 [4:17:53<24:02, 4.26s/it]
92%|ββββββββββ| 3662/4000 [4:17:58<23:47, 4.22s/it]
92%|ββββββββββ| 3663/4000 [4:18:02<23:32, 4.19s/it]
92%|ββββββββββ| 3664/4000 [4:18:06<23:22, 4.17s/it]
92%|ββββββββββ| 3665/4000 [4:18:10<23:47, 4.26s/it]
92%|ββββββββββ| 3666/4000 [4:18:15<23:34, 4.23s/it]
92%|ββββββββββ| 3667/4000 [4:18:19<23:18, 4.20s/it]
92%|ββββββββββ| 3668/4000 [4:18:23<23:06, 4.18s/it]
92%|ββββββββββ| 3669/4000 [4:18:27<22:56, 4.16s/it]
92%|ββββββββββ| 3670/4000 [4:18:31<22:48, 4.15s/it]
{'loss': '0.363', 'grad_norm': '0.1105', 'learning_rate': '5.015e-05', 'epoch': '0.8892'}
92%|ββββββββββ| 3670/4000 [4:18:31<22:48, 4.15s/it]
92%|ββββββββββ| 3671/4000 [4:18:35<22:41, 4.14s/it]
92%|ββββββββββ| 3672/4000 [4:18:40<23:35, 4.32s/it]
92%|ββββββββββ| 3673/4000 [4:18:44<23:26, 4.30s/it]
92%|ββββββββββ| 3674/4000 [4:18:48<23:17, 4.29s/it]
92%|ββββββββββ| 3675/4000 [4:18:53<23:07, 4.27s/it]
92%|ββββββββββ| 3676/4000 [4:18:57<22:56, 4.25s/it]
92%|ββββββββββ| 3677/4000 [4:19:01<22:42, 4.22s/it]
92%|ββββββββββ| 3678/4000 [4:19:05<22:38, 4.22s/it]
92%|ββββββββββ| 3679/4000 [4:19:10<23:11, 4.33s/it]
92%|ββββββββββ| 3680/4000 [4:19:14<22:47, 4.27s/it]
{'loss': '0.3841', 'grad_norm': '0.1173', 'learning_rate': '4.864e-05', 'epoch': '0.8917'}
92%|ββββββββββ| 3680/4000 [4:19:14<22:47, 4.27s/it]
92%|ββββββββββ| 3681/4000 [4:19:18<22:28, 4.23s/it]
92%|ββββββββββ| 3682/4000 [4:19:22<22:15, 4.20s/it]
92%|ββββββββββ| 3683/4000 [4:19:26<22:10, 4.20s/it]
92%|ββββββββββ| 3684/4000 [4:19:30<22:00, 4.18s/it]
92%|ββββββββββ| 3685/4000 [4:19:35<22:08, 4.22s/it]
92%|ββββββββββ| 3686/4000 [4:19:39<22:09, 4.24s/it]
92%|ββββββββββ| 3687/4000 [4:19:43<21:55, 4.20s/it]
92%|ββββββββββ| 3688/4000 [4:19:47<21:43, 4.18s/it]
92%|ββββββββββ| 3689/4000 [4:19:52<21:51, 4.22s/it]
92%|ββββββββββ| 3690/4000 [4:19:56<21:45, 4.21s/it]
{'loss': '0.3604', 'grad_norm': '0.1114', 'learning_rate': '4.712e-05', 'epoch': '0.8941'}
92%|ββββββββββ| 3690/4000 [4:19:56<21:45, 4.21s/it]
92%|ββββββββββ| 3691/4000 [4:20:00<21:34, 4.19s/it]
92%|ββββββββββ| 3692/4000 [4:20:04<22:01, 4.29s/it]
92%|ββββββββββ| 3693/4000 [4:20:09<21:45, 4.25s/it]
92%|ββββββββββ| 3694/4000 [4:20:13<21:35, 4.23s/it]
92%|ββββββββββ| 3695/4000 [4:20:17<21:21, 4.20s/it]
92%|ββββββββββ| 3696/4000 [4:20:21<21:20, 4.21s/it]
92%|ββββββββββ| 3697/4000 [4:20:25<21:09, 4.19s/it]
92%|ββββββββββ| 3698/4000 [4:20:29<20:58, 4.17s/it]
92%|ββββββββββ| 3699/4000 [4:20:34<21:22, 4.26s/it]
92%|ββββββββββ| 3700/4000 [4:20:38<21:16, 4.26s/it]
{'loss': '0.3999', 'grad_norm': '0.138', 'learning_rate': '4.561e-05', 'epoch': '0.8965'}
92%|ββββββββββ| 3700/4000 [4:20:38<21:16, 4.26s/it]
93%|ββββββββββ| 3701/4000 [4:20:42<21:01, 4.22s/it]
93%|ββββββββββ| 3702/4000 [4:20:46<20:48, 4.19s/it]
93%|ββββββββββ| 3703/4000 [4:20:51<20:38, 4.17s/it]
93%|ββββββββββ| 3704/4000 [4:20:55<20:29, 4.15s/it]
93%|ββββββββββ| 3705/4000 [4:20:59<20:23, 4.15s/it]
93%|ββββββββββ| 3706/4000 [4:21:04<21:15, 4.34s/it]
93%|ββββββββββ| 3707/4000 [4:21:08<21:02, 4.31s/it]
93%|ββββββββββ| 3708/4000 [4:21:12<20:47, 4.27s/it]
93%|ββββββββββ| 3709/4000 [4:21:16<20:45, 4.28s/it]
93%|ββββββββββ| 3710/4000 [4:21:20<20:29, 4.24s/it]
{'loss': '0.361', 'grad_norm': '0.1257', 'learning_rate': '4.409e-05', 'epoch': '0.8989'}
93%|ββββββββββ| 3710/4000 [4:21:20<20:29, 4.24s/it]
93%|ββββββββββ| 3711/4000 [4:21:25<20:26, 4.24s/it]
93%|ββββββββββ| 3712/4000 [4:21:29<20:28, 4.27s/it]
93%|ββββββββββ| 3713/4000 [4:21:34<20:55, 4.38s/it]
93%|ββββββββββ| 3714/4000 [4:21:38<20:31, 4.31s/it]
93%|ββββββββββ| 3715/4000 [4:21:42<20:10, 4.25s/it]
93%|ββββββββββ| 3716/4000 [4:21:46<19:55, 4.21s/it]
93%|ββββββββββ| 3717/4000 [4:21:50<19:49, 4.20s/it]
93%|ββββββββββ| 3718/4000 [4:21:54<19:39, 4.18s/it]
93%|ββββββββββ| 3719/4000 [4:21:59<20:01, 4.28s/it]
93%|ββββββββββ| 3720/4000 [4:22:03<19:44, 4.23s/it]
{'loss': '0.3827', 'grad_norm': '0.1181', 'learning_rate': '4.258e-05', 'epoch': '0.9014'}
93%|ββββββββββ| 3720/4000 [4:22:03<19:44, 4.23s/it]
93%|ββββββββββ| 3721/4000 [4:22:07<19:31, 4.20s/it]
93%|ββββββββββ| 3722/4000 [4:22:11<19:21, 4.18s/it]
93%|ββββββββββ| 3723/4000 [4:22:16<19:35, 4.24s/it]
93%|ββββββββββ| 3724/4000 [4:22:20<19:41, 4.28s/it]
93%|ββββββββββ| 3725/4000 [4:22:24<19:27, 4.25s/it]
93%|ββββββββββ| 3726/4000 [4:22:29<19:53, 4.36s/it]
93%|ββββββββββ| 3727/4000 [4:22:33<19:34, 4.30s/it]
93%|ββββββββββ| 3728/4000 [4:22:37<19:30, 4.30s/it]
93%|ββββββββββ| 3729/4000 [4:22:41<19:11, 4.25s/it]
93%|ββββββββββ| 3730/4000 [4:22:46<19:21, 4.30s/it]
{'loss': '0.4119', 'grad_norm': '0.1231', 'learning_rate': '4.106e-05', 'epoch': '0.9038'}
93%|ββββββββββ| 3730/4000 [4:22:46<19:21, 4.30s/it]
93%|ββββββββββ| 3731/4000 [4:22:50<19:03, 4.25s/it]
93%|ββββββββββ| 3732/4000 [4:22:54<18:50, 4.22s/it]
93%|ββββββββββ| 3733/4000 [4:22:59<19:06, 4.29s/it]
93%|ββββββββββ| 3734/4000 [4:23:03<18:53, 4.26s/it]
93%|ββββββββββ| 3735/4000 [4:23:07<18:39, 4.23s/it]
93%|ββββββββββ| 3736/4000 [4:23:11<18:27, 4.20s/it]
93%|ββββββββββ| 3737/4000 [4:23:15<18:17, 4.17s/it]
93%|ββββββββββ| 3738/4000 [4:23:19<18:10, 4.16s/it]
93%|ββββββββββ| 3739/4000 [4:23:24<18:32, 4.26s/it]
94%|ββββββββββ| 3740/4000 [4:23:28<18:35, 4.29s/it]
{'loss': '0.3433', 'grad_norm': '0.1236', 'learning_rate': '3.955e-05', 'epoch': '0.9062'}
94%|ββββββββββ| 3740/4000 [4:23:28<18:35, 4.29s/it]
94%|ββββββββββ| 3741/4000 [4:23:32<18:35, 4.31s/it]
94%|ββββββββββ| 3742/4000 [4:23:37<18:18, 4.26s/it]
94%|ββββββββββ| 3743/4000 [4:23:41<18:15, 4.26s/it]
94%|ββββββββββ| 3744/4000 [4:23:45<18:01, 4.22s/it]
94%|ββββββββββ| 3745/4000 [4:23:49<18:04, 4.25s/it]
94%|ββββββββββ| 3746/4000 [4:23:54<18:17, 4.32s/it]
94%|ββββββββββ| 3747/4000 [4:23:58<18:23, 4.36s/it]
94%|ββββββββββ| 3748/4000 [4:24:02<18:04, 4.31s/it]
94%|ββββββββββ| 3749/4000 [4:24:07<17:47, 4.25s/it]
94%|ββββββββββ| 3750/4000 [4:24:11<17:34, 4.22s/it]
{'loss': '0.3984', 'grad_norm': '0.1077', 'learning_rate': '3.803e-05', 'epoch': '0.9086'}
94%|ββββββββββ| 3750/4000 [4:24:11<17:34, 4.22s/it]
94%|ββββββββββ| 3751/4000 [4:24:15<17:30, 4.22s/it]
94%|ββββββββββ| 3752/4000 [4:24:19<17:24, 4.21s/it]
94%|ββββββββββ| 3753/4000 [4:24:24<17:39, 4.29s/it]
94%|ββββββββββ| 3754/4000 [4:24:28<17:24, 4.25s/it]
94%|ββββββββββ| 3755/4000 [4:24:32<17:10, 4.21s/it]
94%|ββββββββββ| 3756/4000 [4:24:36<17:00, 4.18s/it]
94%|ββββββββββ| 3757/4000 [4:24:40<17:14, 4.26s/it]
94%|ββββββββββ| 3758/4000 [4:24:45<17:18, 4.29s/it]
94%|ββββββββββ| 3759/4000 [4:24:49<17:03, 4.24s/it]
94%|ββββββββββ| 3760/4000 [4:24:54<17:30, 4.38s/it]
{'loss': '0.3751', 'grad_norm': '0.1149', 'learning_rate': '3.652e-05', 'epoch': '0.911'}
94%|ββββββββββ| 3760/4000 [4:24:54<17:30, 4.38s/it]
94%|ββββββββββ| 3761/4000 [4:24:58<17:12, 4.32s/it]
94%|ββββββββββ| 3762/4000 [4:25:02<17:03, 4.30s/it]
94%|ββββββββββ| 3763/4000 [4:25:06<16:48, 4.25s/it]
94%|ββββββββββ| 3764/4000 [4:25:10<16:47, 4.27s/it]
94%|ββββββββββ| 3765/4000 [4:25:15<16:34, 4.23s/it]
94%|ββββββββββ| 3766/4000 [4:25:19<16:36, 4.26s/it]
94%|ββββββββββ| 3767/4000 [4:25:23<16:34, 4.27s/it]
94%|ββββββββββ| 3768/4000 [4:25:27<16:22, 4.24s/it]
94%|ββββββββββ| 3769/4000 [4:25:32<16:13, 4.21s/it]
94%|ββββββββββ| 3770/4000 [4:25:36<16:03, 4.19s/it]
{'loss': '0.34', 'grad_norm': '0.1119', 'learning_rate': '3.5e-05', 'epoch': '0.9135'}
94%|ββββββββββ| 3770/4000 [4:25:36<16:03, 4.19s/it]
94%|ββββββββββ| 3771/4000 [4:25:40<15:54, 4.17s/it]
94%|ββββββββββ| 3772/4000 [4:25:44<15:46, 4.15s/it]
94%|ββββββββββ| 3773/4000 [4:25:48<16:04, 4.25s/it]
94%|ββββββββββ| 3774/4000 [4:25:53<16:09, 4.29s/it]
94%|ββββββββββ| 3775/4000 [4:25:57<16:07, 4.30s/it]
94%|ββββββββββ| 3776/4000 [4:26:01<15:52, 4.25s/it]
94%|ββββββββββ| 3777/4000 [4:26:06<15:58, 4.30s/it]
94%|ββββββββββ| 3778/4000 [4:26:10<15:44, 4.25s/it]
94%|ββββββββββ| 3779/4000 [4:26:14<15:51, 4.30s/it]
94%|ββββββββββ| 3780/4000 [4:26:19<15:58, 4.36s/it]
{'loss': '0.3786', 'grad_norm': '0.122', 'learning_rate': '3.348e-05', 'epoch': '0.9159'}
94%|ββββββββββ| 3780/4000 [4:26:19<15:58, 4.36s/it]
95%|ββββββββββ| 3781/4000 [4:26:23<15:53, 4.36s/it]
95%|ββββββββββ| 3782/4000 [4:26:27<15:35, 4.29s/it]
95%|ββββββββββ| 3783/4000 [4:26:31<15:20, 4.24s/it]
95%|ββββββββββ| 3784/4000 [4:26:35<15:08, 4.21s/it]
95%|ββββββββββ| 3785/4000 [4:26:40<15:01, 4.19s/it]
95%|ββββββββββ| 3786/4000 [4:26:44<15:08, 4.25s/it]
95%|ββββββββββ| 3787/4000 [4:26:48<15:07, 4.26s/it]
95%|ββββββββββ| 3788/4000 [4:26:52<14:53, 4.22s/it]
95%|ββββββββββ| 3789/4000 [4:26:56<14:43, 4.19s/it]
95%|ββββββββββ| 3790/4000 [4:27:01<14:36, 4.17s/it]
{'loss': '0.3527', 'grad_norm': '0.1165', 'learning_rate': '3.197e-05', 'epoch': '0.9183'}
95%|ββββββββββ| 3790/4000 [4:27:01<14:36, 4.17s/it]
95%|ββββββββββ| 3791/4000 [4:27:05<14:36, 4.20s/it]
95%|ββββββββββ| 3792/4000 [4:27:09<14:32, 4.19s/it]
95%|ββββββββββ| 3793/4000 [4:27:14<14:46, 4.28s/it]
95%|ββββββββββ| 3794/4000 [4:27:18<14:41, 4.28s/it]
95%|ββββββββββ| 3795/4000 [4:27:22<14:28, 4.24s/it]
95%|ββββββββββ| 3796/4000 [4:27:26<14:36, 4.30s/it]
95%|ββββββββββ| 3797/4000 [4:27:31<14:21, 4.25s/it]
95%|ββββββββββ| 3798/4000 [4:27:35<14:18, 4.25s/it]
95%|ββββββββββ| 3799/4000 [4:27:39<14:13, 4.24s/it]
95%|ββββββββββ| 3800/4000 [4:27:44<14:23, 4.32s/it]
{'loss': '0.3989', 'grad_norm': '0.1184', 'learning_rate': '3.045e-05', 'epoch': '0.9207'}
95%|ββββββββββ| 3800/4000 [4:27:44<14:23, 4.32s/it]
95%|ββββββββββ| 3801/4000 [4:27:48<14:07, 4.26s/it]
95%|ββββββββββ| 3802/4000 [4:27:52<13:56, 4.22s/it]
95%|ββββββββββ| 3803/4000 [4:27:56<13:49, 4.21s/it]
95%|ββββββββββ| 3804/4000 [4:28:00<13:40, 4.18s/it]
95%|ββββββββββ| 3805/4000 [4:28:04<13:32, 4.17s/it]
95%|ββββββββββ| 3806/4000 [4:28:08<13:26, 4.16s/it]
95%|ββββββββββ| 3807/4000 [4:28:13<13:41, 4.25s/it]
95%|ββββββββββ| 3808/4000 [4:28:17<13:44, 4.30s/it]
95%|ββββββββββ| 3809/4000 [4:28:21<13:35, 4.27s/it]
95%|ββββββββββ| 3810/4000 [4:28:26<13:23, 4.23s/it]
{'loss': '0.3577', 'grad_norm': '0.1155', 'learning_rate': '2.894e-05', 'epoch': '0.9232'}
95%|ββββββββββ| 3810/4000 [4:28:26<13:23, 4.23s/it]
95%|ββββββββββ| 3811/4000 [4:28:30<13:29, 4.28s/it]
95%|ββββββββββ| 3812/4000 [4:28:34<13:18, 4.25s/it]
95%|ββββββββββ| 3813/4000 [4:28:39<13:35, 4.36s/it]
95%|ββββββββββ| 3814/4000 [4:28:43<13:27, 4.34s/it]
95%|ββββββββββ| 3815/4000 [4:28:47<13:18, 4.31s/it]
95%|ββββββββββ| 3816/4000 [4:28:51<13:07, 4.28s/it]
95%|ββββββββββ| 3817/4000 [4:28:56<12:54, 4.23s/it]
95%|ββββββββββ| 3818/4000 [4:29:00<12:44, 4.20s/it]
95%|ββββββββββ| 3819/4000 [4:29:04<12:35, 4.18s/it]
96%|ββββββββββ| 3820/4000 [4:29:08<12:53, 4.30s/it]
{'loss': '0.3699', 'grad_norm': '0.141', 'learning_rate': '2.742e-05', 'epoch': '0.9256'}
96%|ββββββββββ| 3820/4000 [4:29:08<12:53, 4.30s/it]
96%|ββββββββββ| 3821/4000 [4:29:13<12:41, 4.25s/it]
96%|ββββββββββ| 3822/4000 [4:29:17<12:30, 4.22s/it]
96%|ββββββββββ| 3823/4000 [4:29:21<12:21, 4.19s/it]
96%|ββββββββββ| 3824/4000 [4:29:25<12:13, 4.17s/it]
96%|ββββββββββ| 3825/4000 [4:29:29<12:12, 4.19s/it]
96%|ββββββββββ| 3826/4000 [4:29:33<12:08, 4.18s/it]
96%|ββββββββββ| 3827/4000 [4:29:38<12:18, 4.27s/it]
96%|ββββββββββ| 3828/4000 [4:29:42<12:23, 4.32s/it]
96%|ββββββββββ| 3829/4000 [4:29:46<12:10, 4.27s/it]
96%|ββββββββββ| 3830/4000 [4:29:51<12:03, 4.26s/it]
{'loss': '0.3517', 'grad_norm': '0.133', 'learning_rate': '2.591e-05', 'epoch': '0.928'}
96%|ββββββββββ| 3830/4000 [4:29:51<12:03, 4.26s/it]
96%|ββββββββββ| 3831/4000 [4:29:55<11:53, 4.22s/it]
96%|ββββββββββ| 3832/4000 [4:29:59<11:45, 4.20s/it]
96%|ββββββββββ| 3833/4000 [4:30:03<11:51, 4.26s/it]
96%|ββββββββββ| 3834/4000 [4:30:08<11:58, 4.33s/it]
96%|ββββββββββ| 3835/4000 [4:30:12<11:43, 4.26s/it]
96%|ββββββββββ| 3836/4000 [4:30:16<11:34, 4.24s/it]
96%|ββββββββββ| 3837/4000 [4:30:20<11:28, 4.22s/it]
96%|ββββββββββ| 3838/4000 [4:30:24<11:19, 4.19s/it]
96%|ββββββββββ| 3839/4000 [4:30:29<11:12, 4.17s/it]
96%|ββββββββββ| 3840/4000 [4:30:33<11:14, 4.21s/it]
{'loss': '0.3491', 'grad_norm': '0.128', 'learning_rate': '2.439e-05', 'epoch': '0.9304'}
96%|ββββββββββ| 3840/4000 [4:30:33<11:14, 4.21s/it]
96%|ββββββββββ| 3841/4000 [4:30:37<11:14, 4.24s/it]
96%|ββββββββββ| 3842/4000 [4:30:42<11:19, 4.30s/it]
96%|ββββββββββ| 3843/4000 [4:30:46<11:11, 4.28s/it]
96%|ββββββββββ| 3844/4000 [4:30:50<11:02, 4.25s/it]
96%|ββββββββββ| 3845/4000 [4:30:54<11:04, 4.29s/it]
96%|ββββββββββ| 3846/4000 [4:30:59<10:54, 4.25s/it]
96%|ββββββββββ| 3847/4000 [4:31:03<11:08, 4.37s/it]
96%|ββββββββββ| 3848/4000 [4:31:07<10:54, 4.31s/it]
96%|ββββββββββ| 3849/4000 [4:31:12<10:43, 4.26s/it]
96%|ββββββββββ| 3850/4000 [4:31:16<10:40, 4.27s/it]
{'loss': '0.3858', 'grad_norm': '0.1295', 'learning_rate': '2.288e-05', 'epoch': '0.9329'}
96%|ββββββββββ| 3850/4000 [4:31:16<10:40, 4.27s/it]
96%|ββββββββββ| 3851/4000 [4:31:20<10:29, 4.23s/it]
96%|ββββββββββ| 3852/4000 [4:31:24<10:21, 4.20s/it]
96%|ββββββββββ| 3853/4000 [4:31:28<10:14, 4.18s/it]
96%|ββββββββββ| 3854/4000 [4:31:33<10:34, 4.35s/it]
96%|ββββββββββ| 3855/4000 [4:31:37<10:20, 4.28s/it]
96%|ββββββββββ| 3856/4000 [4:31:41<10:09, 4.24s/it]
96%|ββββββββββ| 3857/4000 [4:31:45<10:01, 4.21s/it]
96%|ββββββββββ| 3858/4000 [4:31:49<09:53, 4.18s/it]
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{'loss': '0.3705', 'grad_norm': '0.1089', 'learning_rate': '2.136e-05', 'epoch': '0.9353'}
96%|ββββββββββ| 3860/4000 [4:31:58<09:49, 4.21s/it]
97%|ββββββββββ| 3861/4000 [4:32:03<09:59, 4.31s/it]
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{'loss': '0.3926', 'grad_norm': '0.1193', 'learning_rate': '1.985e-05', 'epoch': '0.9377'}
97%|ββββββββββ| 3870/4000 [4:32:41<09:09, 4.23s/it]
97%|ββββββββββ| 3871/4000 [4:32:45<09:05, 4.23s/it]
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{'loss': '0.364', 'grad_norm': '0.1004', 'learning_rate': '1.833e-05', 'epoch': '0.9401'}
97%|ββββββββββ| 3880/4000 [4:33:23<08:28, 4.24s/it]
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{'loss': '0.3782', 'grad_norm': '0.1145', 'learning_rate': '1.682e-05', 'epoch': '0.9425'}
97%|ββββββββββ| 3890/4000 [4:34:06<07:44, 4.23s/it]
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{'loss': '0.3661', 'grad_norm': '0.1121', 'learning_rate': '1.53e-05', 'epoch': '0.945'}
98%|ββββββββββ| 3900/4000 [4:34:49<07:04, 4.24s/it]
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{'loss': '0.3507', 'grad_norm': '0.1011', 'learning_rate': '1.379e-05', 'epoch': '0.9474'}
98%|ββββββββββ| 3910/4000 [4:35:31<06:17, 4.19s/it]
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{'loss': '0.3492', 'grad_norm': '0.1289', 'learning_rate': '1.227e-05', 'epoch': '0.9498'}
98%|ββββββββββ| 3920/4000 [4:36:12<05:29, 4.12s/it]
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{'loss': '0.3655', 'grad_norm': '0.1154', 'learning_rate': '1.076e-05', 'epoch': '0.9522'}
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{'loss': '0.353', 'grad_norm': '0.1089', 'learning_rate': '9.242e-06', 'epoch': '0.9547'}
98%|ββββββββββ| 3940/4000 [4:37:36<04:07, 4.13s/it]
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{'loss': '0.3895', 'grad_norm': '0.132', 'learning_rate': '7.727e-06', 'epoch': '0.9571'}
99%|ββββββββββ| 3950/4000 [4:38:17<03:27, 4.15s/it]
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99%|ββββββββββ| 3960/4000 [4:38:59<02:44, 4.11s/it]
{'loss': '0.4014', 'grad_norm': '0.1627', 'learning_rate': '6.212e-06', 'epoch': '0.9595'}
99%|ββββββββββ| 3960/4000 [4:38:59<02:44, 4.11s/it]
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99%|ββββββββββ| 3970/4000 [4:39:40<02:05, 4.17s/it]
{'loss': '0.3607', 'grad_norm': '0.1194', 'learning_rate': '4.697e-06', 'epoch': '0.9619'}
99%|ββββββββββ| 3970/4000 [4:39:40<02:05, 4.17s/it]
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100%|ββββββββββ| 3980/4000 [4:40:23<01:23, 4.16s/it]
{'loss': '0.3656', 'grad_norm': '0.1271', 'learning_rate': '3.182e-06', 'epoch': '0.9644'}
100%|ββββββββββ| 3980/4000 [4:40:23<01:23, 4.16s/it]
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{'loss': '0.3475', 'grad_norm': '0.1199', 'learning_rate': '1.667e-06', 'epoch': '0.9668'}
100%|ββββββββββ| 3990/4000 [4:41:04<00:41, 4.18s/it]
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{'loss': '0.3576', 'grad_norm': '0.1201', 'learning_rate': '1.515e-07', 'epoch': '0.9692'}
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0%| | 0/2 [00:00<?, ?it/s][A
100%|ββββββββββ| 2/2 [00:00<00:00, 4.23it/s][A
[A{'eval_loss': '2.231', 'eval_runtime': '1.011', 'eval_samples_per_second': '21.76', 'eval_steps_per_second': '1.978', 'epoch': '0.9692'}
100%|ββββββββββ| 4000/4000 [4:41:47<00:00, 4.11s/it]
100%|ββββββββββ| 2/2 [00:00<00:00, 4.23it/s][A
[A[transformers] LlamaForCausalLM has generative capabilities, as `prepare_inputs_for_generation` is explicitly defined. However, it doesn't directly inherit from `GenerationMixin`. From πv4.50π onwards, `PreTrainedModel` will NOT inherit from `GenerationMixin`, and this model will lose the ability to call `generate` and other related functions.
- If you're using `trust_remote_code=True`, you can get rid of this warning by loading the model with an auto class. See https://huggingface.co/docs/transformers/en/model_doc/auto#auto-classes
- If you are the owner of the model architecture code, please modify your model class such that it inherits from `GenerationMixin` (after `PreTrainedModel`, otherwise you'll get an exception).
- If you are not the owner of the model architecture class, please contact the model code owner to update it.
Writing model shards: 0%| | 0/1 [00:00<?, ?it/s][A
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.88it/s][A
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.87it/s]
{'train_runtime': '1.691e+04', 'train_samples_per_second': '7.569', 'train_steps_per_second': '0.237', 'train_loss': '0.6708', 'epoch': '0.9692'}
100%|ββββββββββ| 4000/4000 [4:41:50<00:00, 4.11s/it]
100%|ββββββββββ| 4000/4000 [4:41:50<00:00, 4.23s/it]
[transformers] LlamaForCausalLM has generative capabilities, as `prepare_inputs_for_generation` is explicitly defined. However, it doesn't directly inherit from `GenerationMixin`. From πv4.50π onwards, `PreTrainedModel` will NOT inherit from `GenerationMixin`, and this model will lose the ability to call `generate` and other related functions.
- If you're using `trust_remote_code=True`, you can get rid of this warning by loading the model with an auto class. See https://huggingface.co/docs/transformers/en/model_doc/auto#auto-classes
- If you are the owner of the model architecture code, please modify your model class such that it inherits from `GenerationMixin` (after `PreTrainedModel`, otherwise you'll get an exception).
- If you are not the owner of the model architecture class, please contact the model code owner to update it.
Writing model shards: 0%| | 0/1 [00:00<?, ?it/s]
[Done] Model saved to outputs/devops-300m-4096-bf16-vast
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.80it/s]
Writing model shards: 100%|ββββββββββ| 1/1 [00:00<00:00, 3.80it/s]
[Done] Model saved to outputs/devops-300m-4096-bf16-vast
81d666a3c511:10693:10966 [1] NCCL INFO [Service thread] Connection closed by localRank 1
[rank0]:[W914 21:26:49.450832496 ProcessGroupNCCL.cpp:1250] Warning: WARNING: process group has NOT been destroyed before we destruct ProcessGroupNCCL. On normal program exit, the application should call destroy_process_group to ensure that any pending NCCL operations have finished in this process. In rare cases this process can exit before this point and block the progress of another member of the process group. This constraint has always been present, but this warning has only been added since PyTorch 2.4 (function operator())
81d666a3c511:10692:10965 [0] NCCL INFO [Service thread] Connection closed by localRank 0
81d666a3c511:10693:15114 [1] NCCL INFO comm 0x1aa33b30 rank 1 nranks 2 cudaDev 1 busId d6000 - Abort COMPLETE
81d666a3c511:10692:15115 [0] NCCL INFO comm 0x1adc3b90 rank 0 nranks 2 cudaDev 0 busId d2000 - Abort COMPLETE
[2026-09-14 21:26:51,207] [INFO] [launch.py:367:main] Process 10692 exits successfully.
[2026-09-14 21:26:51,208] [INFO] [launch.py:367:main] Process 10693 exits successfully.
=== full run done Mon Sep 14 21:26:53 UTC 2026 exit=0 ===
|