Instructions to use furproxy/9b-77 with libraries, inference providers, notebooks, and local apps. Follow these links to get started.

Libraries

How to use furproxy/9b-77 with Transformers:

# Use a pipeline as a high-level helper
from transformers import pipeline

pipe = pipeline("image-text-to-text", model="furproxy/9b-77")
messages = [
    {
        "role": "user",
        "content": [
            {"type": "image", "url": "https://huggingface.co/datasets/huggingface/documentation-images/resolve/main/p-blog/candy.JPG"},
            {"type": "text", "text": "What animal is on the candy?"}
        ]
    },
]
pipe(text=messages)

# Load model directly
from transformers import AutoProcessor, AutoModelForImageTextToText

processor = AutoProcessor.from_pretrained("furproxy/9b-77")
model = AutoModelForImageTextToText.from_pretrained("furproxy/9b-77")
messages = [
    {
        "role": "user",
        "content": [
            {"type": "image", "url": "https://huggingface.co/datasets/huggingface/documentation-images/resolve/main/p-blog/candy.JPG"},
            {"type": "text", "text": "What animal is on the candy?"}
        ]
    },
]
inputs = processor.apply_chat_template(
	messages,
	add_generation_prompt=True,
	tokenize=True,
	return_dict=True,
	return_tensors="pt",
).to(model.device)

outputs = model.generate(**inputs, max_new_tokens=40)
print(processor.decode(outputs[0][inputs["input_ids"].shape[-1]:]))

Notebooks
Google Colab
Kaggle
Local Apps Settings

vLLM

How to use furproxy/9b-77 with vLLM:

Install from pip and serve model

# Install vLLM from pip:
pip install vllm
# Start the vLLM server:
vllm serve "furproxy/9b-77"
# Call the server using curl (OpenAI-compatible API):
curl -X POST "http://localhost:8000/v1/chat/completions" \
	-H "Content-Type: application/json" \
	--data '{
		"model": "furproxy/9b-77",
		"messages": [
			{
				"role": "user",
				"content": [
					{
						"type": "text",
						"text": "Describe this image in one sentence."
					},
					{
						"type": "image_url",
						"image_url": {
							"url": "https://cdn.britannica.com/61/93061-050-99147DCE/Statue-of-Liberty-Island-New-York-Bay.jpg"
						}
					}
				]
			}
		]
	}'

Use Docker

docker model run hf.co/furproxy/9b-77

SGLang

How to use furproxy/9b-77 with SGLang:

Install from pip and serve model

# Install SGLang from pip:
pip install sglang
# Start the SGLang server:
python3 -m sglang.launch_server \
    --model-path "furproxy/9b-77" \
    --host 0.0.0.0 \
    --port 30000
# Call the server using curl (OpenAI-compatible API):
curl -X POST "http://localhost:30000/v1/chat/completions" \
	-H "Content-Type: application/json" \
	--data '{
		"model": "furproxy/9b-77",
		"messages": [
			{
				"role": "user",
				"content": [
					{
						"type": "text",
						"text": "Describe this image in one sentence."
					},
					{
						"type": "image_url",
						"image_url": {
							"url": "https://cdn.britannica.com/61/93061-050-99147DCE/Statue-of-Liberty-Island-New-York-Bay.jpg"
						}
					}
				]
			}
		]
	}'

Use Docker images

docker run --gpus all \
    --shm-size 32g \
    -p 30000:30000 \
    -v ~/.cache/huggingface:/root/.cache/huggingface \
    --env "HF_TOKEN=<secret>" \
    --ipc=host \
    lmsysorg/sglang:latest \
    python3 -m sglang.launch_server \
        --model-path "furproxy/9b-77" \
        --host 0.0.0.0 \
        --port 30000
# Call the server using curl (OpenAI-compatible API):
curl -X POST "http://localhost:30000/v1/chat/completions" \
	-H "Content-Type: application/json" \
	--data '{
		"model": "furproxy/9b-77",
		"messages": [
			{
				"role": "user",
				"content": [
					{
						"type": "text",
						"text": "Describe this image in one sentence."
					},
					{
						"type": "image_url",
						"image_url": {
							"url": "https://cdn.britannica.com/61/93061-050-99147DCE/Statue-of-Liberty-Island-New-York-Bay.jpg"
						}
					}
				]
			}
		]
	}'

Docker Model Runner
How to use furproxy/9b-77 with Docker Model Runner:
```
docker model run hf.co/furproxy/9b-77
```

9b-77 / trainer_state.json

furproxy

Upload folder using huggingface_hub

3fa6626 verified about 1 month ago

raw

history blame contribute delete

93.8 kB

	{
	"best_global_step": null,
	"best_metric": null,
	"best_model_checkpoint": null,
	"epoch": 4.0,
	"eval_steps": 500,
	"global_step": 1004,
	"is_hyper_param_search": false,
	"is_local_process_zero": true,
	"is_world_process_zero": true,
	"log_history": [
	{
	"epoch": 0.00796812749003984,
	"grad_norm": 0.9559739828109741,
	"learning_rate": 9.803921568627452e-08,
	"loss": 2.094315528869629,
	"step": 2
	},
	{
	"epoch": 0.01593625498007968,
	"grad_norm": 0.7918368577957153,
	"learning_rate": 2.9411764705882356e-07,
	"loss": 2.0106358528137207,
	"step": 4
	},
	{
	"epoch": 0.02390438247011952,
	"grad_norm": 3.103429079055786,
	"learning_rate": 4.901960784313725e-07,
	"loss": 2.1994524002075195,
	"step": 6
	},
	{
	"epoch": 0.03187250996015936,
	"grad_norm": 0.6494978070259094,
	"learning_rate": 6.862745098039217e-07,
	"loss": 1.9166667461395264,
	"step": 8
	},
	{
	"epoch": 0.0398406374501992,
	"grad_norm": 1.7068390846252441,
	"learning_rate": 8.823529411764707e-07,
	"loss": 1.5706766843795776,
	"step": 10
	},
	{
	"epoch": 0.04780876494023904,
	"grad_norm": 1.4902676343917847,
	"learning_rate": 1.0784313725490197e-06,
	"loss": 1.816737174987793,
	"step": 12
	},
	{
	"epoch": 0.055776892430278883,
	"grad_norm": 0.6236617565155029,
	"learning_rate": 1.2745098039215686e-06,
	"loss": 2.7344751358032227,
	"step": 14
	},
	{
	"epoch": 0.06374501992031872,
	"grad_norm": 2.360865831375122,
	"learning_rate": 1.4705882352941177e-06,
	"loss": 4.102913856506348,
	"step": 16
	},
	{
	"epoch": 0.07171314741035857,
	"grad_norm": 0.964033305644989,
	"learning_rate": 1.6666666666666667e-06,
	"loss": 1.7476555109024048,
	"step": 18
	},
	{
	"epoch": 0.0796812749003984,
	"grad_norm": 0.5470930337905884,
	"learning_rate": 1.8627450980392158e-06,
	"loss": 1.6582436561584473,
	"step": 20
	},
	{
	"epoch": 0.08764940239043825,
	"grad_norm": 0.5301034450531006,
	"learning_rate": 2.058823529411765e-06,
	"loss": 1.5105293989181519,
	"step": 22
	},
	{
	"epoch": 0.09561752988047809,
	"grad_norm": 0.6716785430908203,
	"learning_rate": 2.254901960784314e-06,
	"loss": 1.4427540302276611,
	"step": 24
	},
	{
	"epoch": 0.10358565737051793,
	"grad_norm": 0.3430458903312683,
	"learning_rate": 2.450980392156863e-06,
	"loss": 1.5457741022109985,
	"step": 26
	},
	{
	"epoch": 0.11155378486055777,
	"grad_norm": 0.5500040054321289,
	"learning_rate": 2.647058823529412e-06,
	"loss": 1.642572283744812,
	"step": 28
	},
	{
	"epoch": 0.11952191235059761,
	"grad_norm": 1.0999526977539062,
	"learning_rate": 2.843137254901961e-06,
	"loss": 1.4051127433776855,
	"step": 30
	},
	{
	"epoch": 0.12749003984063745,
	"grad_norm": 0.5437412261962891,
	"learning_rate": 3.03921568627451e-06,
	"loss": 1.216549038887024,
	"step": 32
	},
	{
	"epoch": 0.13545816733067728,
	"grad_norm": 0.6122533082962036,
	"learning_rate": 3.2352941176470594e-06,
	"loss": 1.3082672357559204,
	"step": 34
	},
	{
	"epoch": 0.14342629482071714,
	"grad_norm": 0.3810500502586365,
	"learning_rate": 3.431372549019608e-06,
	"loss": 1.4653483629226685,
	"step": 36
	},
	{
	"epoch": 0.15139442231075698,
	"grad_norm": 0.8308849930763245,
	"learning_rate": 3.6274509803921573e-06,
	"loss": 1.2415324449539185,
	"step": 38
	},
	{
	"epoch": 0.1593625498007968,
	"grad_norm": 0.9473059177398682,
	"learning_rate": 3.8235294117647055e-06,
	"loss": 1.3710896968841553,
	"step": 40
	},
	{
	"epoch": 0.16733067729083664,
	"grad_norm": 0.8783873915672302,
	"learning_rate": 4.019607843137255e-06,
	"loss": 0.8346668481826782,
	"step": 42
	},
	{
	"epoch": 0.1752988047808765,
	"grad_norm": 0.48223596811294556,
	"learning_rate": 4.215686274509805e-06,
	"loss": 1.0442719459533691,
	"step": 44
	},
	{
	"epoch": 0.18326693227091634,
	"grad_norm": 0.6098504662513733,
	"learning_rate": 4.411764705882353e-06,
	"loss": 0.9686055183410645,
	"step": 46
	},
	{
	"epoch": 0.19123505976095617,
	"grad_norm": 1.1614059209823608,
	"learning_rate": 4.607843137254902e-06,
	"loss": 1.2143298387527466,
	"step": 48
	},
	{
	"epoch": 0.199203187250996,
	"grad_norm": 0.39265233278274536,
	"learning_rate": 4.803921568627452e-06,
	"loss": 1.3708750009536743,
	"step": 50
	},
	{
	"epoch": 0.20717131474103587,
	"grad_norm": 0.8406171798706055,
	"learning_rate": 5e-06,
	"loss": 1.3206267356872559,
	"step": 52
	},
	{
	"epoch": 0.2151394422310757,
	"grad_norm": 1.7920119762420654,
	"learning_rate": 4.999951098195543e-06,
	"loss": 1.127969741821289,
	"step": 54
	},
	{
	"epoch": 0.22310756972111553,
	"grad_norm": 0.6165183782577515,
	"learning_rate": 4.9998043949078495e-06,
	"loss": 1.5454459190368652,
	"step": 56
	},
	{
	"epoch": 0.23107569721115537,
	"grad_norm": 1.2174687385559082,
	"learning_rate": 4.9995598965138565e-06,
	"loss": 1.369892954826355,
	"step": 58
	},
	{
	"epoch": 0.23904382470119523,
	"grad_norm": 0.4563896656036377,
	"learning_rate": 4.9992176136414875e-06,
	"loss": 0.7839393019676208,
	"step": 60
	},
	{
	"epoch": 0.24701195219123506,
	"grad_norm": 0.4270339608192444,
	"learning_rate": 4.998777561169186e-06,
	"loss": 1.3749765157699585,
	"step": 62
	},
	{
	"epoch": 0.2549800796812749,
	"grad_norm": 0.7023680210113525,
	"learning_rate": 4.998239758225272e-06,
	"loss": 1.129468321800232,
	"step": 64
	},
	{
	"epoch": 0.26294820717131473,
	"grad_norm": 0.8103557229042053,
	"learning_rate": 4.99760422818711e-06,
	"loss": 1.2961775064468384,
	"step": 66
	},
	{
	"epoch": 0.27091633466135456,
	"grad_norm": 0.7736934423446655,
	"learning_rate": 4.9968709986800925e-06,
	"loss": 0.8295523524284363,
	"step": 68
	},
	{
	"epoch": 0.2788844621513944,
	"grad_norm": 0.8463128209114075,
	"learning_rate": 4.996040101576436e-06,
	"loss": 1.552251935005188,
	"step": 70
	},
	{
	"epoch": 0.2868525896414343,
	"grad_norm": 0.48394837975502014,
	"learning_rate": 4.995111572993804e-06,
	"loss": 0.8132213354110718,
	"step": 72
	},
	{
	"epoch": 0.2948207171314741,
	"grad_norm": 3.6982743740081787,
	"learning_rate": 4.994085453293725e-06,
	"loss": 1.137037992477417,
	"step": 74
	},
	{
	"epoch": 0.30278884462151395,
	"grad_norm": 0.5522757172584534,
	"learning_rate": 4.992961787079848e-06,
	"loss": 1.4612939357757568,
	"step": 76
	},
	{
	"epoch": 0.3107569721115538,
	"grad_norm": 2.682084560394287,
	"learning_rate": 4.991740623196001e-06,
	"loss": 0.8877551555633545,
	"step": 78
	},
	{
	"epoch": 0.3187250996015936,
	"grad_norm": 0.279124915599823,
	"learning_rate": 4.990422014724068e-06,
	"loss": 0.8413684368133545,
	"step": 80
	},
	{
	"epoch": 0.32669322709163345,
	"grad_norm": 0.3474184274673462,
	"learning_rate": 4.989006018981675e-06,
	"loss": 1.320245385169983,
	"step": 82
	},
	{
	"epoch": 0.3346613545816733,
	"grad_norm": 0.7194346785545349,
	"learning_rate": 4.987492697519712e-06,
	"loss": 0.8597245812416077,
	"step": 84
	},
	{
	"epoch": 0.3426294820717131,
	"grad_norm": 0.3525860905647278,
	"learning_rate": 4.985882116119643e-06,
	"loss": 1.3105067014694214,
	"step": 86
	},
	{
	"epoch": 0.350597609561753,
	"grad_norm": 2.683076858520508,
	"learning_rate": 4.9841743447906576e-06,
	"loss": 0.8781213760375977,
	"step": 88
	},
	{
	"epoch": 0.35856573705179284,
	"grad_norm": 0.49996867775917053,
	"learning_rate": 4.982369457766621e-06,
	"loss": 1.325507640838623,
	"step": 90
	},
	{
	"epoch": 0.3665338645418327,
	"grad_norm": 1.5643993616104126,
	"learning_rate": 4.980467533502853e-06,
	"loss": 1.1099426746368408,
	"step": 92
	},
	{
	"epoch": 0.3745019920318725,
	"grad_norm": 0.39738336205482483,
	"learning_rate": 4.978468654672709e-06,
	"loss": 1.247117519378662,
	"step": 94
	},
	{
	"epoch": 0.38247011952191234,
	"grad_norm": 1.4850482940673828,
	"learning_rate": 4.976372908163999e-06,
	"loss": 1.0908377170562744,
	"step": 96
	},
	{
	"epoch": 0.3904382470119522,
	"grad_norm": 0.6579986214637756,
	"learning_rate": 4.974180385075195e-06,
	"loss": 1.2663590908050537,
	"step": 98
	},
	{
	"epoch": 0.398406374501992,
	"grad_norm": 1.2138111591339111,
	"learning_rate": 4.971891180711488e-06,
	"loss": 0.8543062806129456,
	"step": 100
	},
	{
	"epoch": 0.4063745019920319,
	"grad_norm": 0.43239423632621765,
	"learning_rate": 4.9695053945806295e-06,
	"loss": 1.2789909839630127,
	"step": 102
	},
	{
	"epoch": 0.41434262948207173,
	"grad_norm": 0.5163455009460449,
	"learning_rate": 4.9670231303886194e-06,
	"loss": 0.7750987410545349,
	"step": 104
	},
	{
	"epoch": 0.42231075697211157,
	"grad_norm": 1.9173283576965332,
	"learning_rate": 4.9644444960351865e-06,
	"loss": 0.7063390612602234,
	"step": 106
	},
	{
	"epoch": 0.4302788844621514,
	"grad_norm": 0.4428473711013794,
	"learning_rate": 4.9617696036091095e-06,
	"loss": 0.9797186255455017,
	"step": 108
	},
	{
	"epoch": 0.43824701195219123,
	"grad_norm": 0.45927050709724426,
	"learning_rate": 4.958998569383335e-06,
	"loss": 1.2907061576843262,
	"step": 110
	},
	{
	"epoch": 0.44621513944223107,
	"grad_norm": 0.6998914480209351,
	"learning_rate": 4.956131513809928e-06,
	"loss": 0.8183092474937439,
	"step": 112
	},
	{
	"epoch": 0.4541832669322709,
	"grad_norm": 0.6853180527687073,
	"learning_rate": 4.953168561514838e-06,
	"loss": 1.128021001815796,
	"step": 114
	},
	{
	"epoch": 0.46215139442231074,
	"grad_norm": 0.396808385848999,
	"learning_rate": 4.950109841292475e-06,
	"loss": 1.2935739755630493,
	"step": 116
	},
	{
	"epoch": 0.4701195219123506,
	"grad_norm": 0.3683837652206421,
	"learning_rate": 4.946955486100119e-06,
	"loss": 1.351388931274414,
	"step": 118
	},
	{
	"epoch": 0.47808764940239046,
	"grad_norm": 0.5228427052497864,
	"learning_rate": 4.943705633052134e-06,
	"loss": 1.2385647296905518,
	"step": 120
	},
	{
	"epoch": 0.4860557768924303,
	"grad_norm": 0.3592073619365692,
	"learning_rate": 4.940360423414013e-06,
	"loss": 0.9587579369544983,
	"step": 122
	},
	{
	"epoch": 0.4940239043824701,
	"grad_norm": 0.8788257241249084,
	"learning_rate": 4.936920002596233e-06,
	"loss": 1.0263392925262451,
	"step": 124
	},
	{
	"epoch": 0.50199203187251,
	"grad_norm": 0.7780712842941284,
	"learning_rate": 4.9333845201479375e-06,
	"loss": 0.9243409633636475,
	"step": 126
	},
	{
	"epoch": 0.5099601593625498,
	"grad_norm": 0.6171746850013733,
	"learning_rate": 4.9297541297504345e-06,
	"loss": 1.270082950592041,
	"step": 128
	},
	{
	"epoch": 0.5179282868525896,
	"grad_norm": 0.3748152554035187,
	"learning_rate": 4.9260289892105164e-06,
	"loss": 0.944374144077301,
	"step": 130
	},
	{
	"epoch": 0.5258964143426295,
	"grad_norm": 1.0059514045715332,
	"learning_rate": 4.922209260453599e-06,
	"loss": 0.7532623410224915,
	"step": 132
	},
	{
	"epoch": 0.5338645418326693,
	"grad_norm": 0.4450763165950775,
	"learning_rate": 4.9182951095166875e-06,
	"loss": 0.9002277255058289,
	"step": 134
	},
	{
	"epoch": 0.5418326693227091,
	"grad_norm": 0.762507975101471,
	"learning_rate": 4.914286706541153e-06,
	"loss": 1.270380973815918,
	"step": 136
	},
	{
	"epoch": 0.549800796812749,
	"grad_norm": 0.47578826546669006,
	"learning_rate": 4.910184225765341e-06,
	"loss": 0.9316639304161072,
	"step": 138
	},
	{
	"epoch": 0.5577689243027888,
	"grad_norm": 1.1545168161392212,
	"learning_rate": 4.905987845516996e-06,
	"loss": 1.0807777643203735,
	"step": 140
	},
	{
	"epoch": 0.5657370517928287,
	"grad_norm": 0.604080319404602,
	"learning_rate": 4.90169774820551e-06,
	"loss": 1.016838788986206,
	"step": 142
	},
	{
	"epoch": 0.5737051792828686,
	"grad_norm": 0.3630507290363312,
	"learning_rate": 4.897314120313996e-06,
	"loss": 1.2297433614730835,
	"step": 144
	},
	{
	"epoch": 0.5816733067729084,
	"grad_norm": 0.541435718536377,
	"learning_rate": 4.892837152391174e-06,
	"loss": 1.3433854579925537,
	"step": 146
	},
	{
	"epoch": 0.5896414342629482,
	"grad_norm": 0.48429420590400696,
	"learning_rate": 4.888267039043101e-06,
	"loss": 0.9228965640068054,
	"step": 148
	},
	{
	"epoch": 0.5976095617529881,
	"grad_norm": 0.7947145104408264,
	"learning_rate": 4.883603978924698e-06,
	"loss": 0.9337972402572632,
	"step": 150
	},
	{
	"epoch": 0.6055776892430279,
	"grad_norm": 0.6225354075431824,
	"learning_rate": 4.878848174731126e-06,
	"loss": 0.9235936999320984,
	"step": 152
	},
	{
	"epoch": 0.6135458167330677,
	"grad_norm": 0.77800452709198,
	"learning_rate": 4.873999833188967e-06,
	"loss": 1.1111277341842651,
	"step": 154
	},
	{
	"epoch": 0.6215139442231076,
	"grad_norm": 8.632575988769531,
	"learning_rate": 4.8690591650472455e-06,
	"loss": 1.0318198204040527,
	"step": 156
	},
	{
	"epoch": 0.6294820717131474,
	"grad_norm": 0.5781624913215637,
	"learning_rate": 4.864026385068259e-06,
	"loss": 1.1300413608551025,
	"step": 158
	},
	{
	"epoch": 0.6374501992031872,
	"grad_norm": 0.352184534072876,
	"learning_rate": 4.858901712018251e-06,
	"loss": 1.0068553686141968,
	"step": 160
	},
	{
	"epoch": 0.6454183266932271,
	"grad_norm": 0.22476018965244293,
	"learning_rate": 4.8536853686578965e-06,
	"loss": 0.7624706625938416,
	"step": 162
	},
	{
	"epoch": 0.6533864541832669,
	"grad_norm": 0.9084291458129883,
	"learning_rate": 4.84837758173262e-06,
	"loss": 1.1348692178726196,
	"step": 164
	},
	{
	"epoch": 0.6613545816733067,
	"grad_norm": 0.5189490914344788,
	"learning_rate": 4.8429785819627395e-06,
	"loss": 0.8424814939498901,
	"step": 166
	},
	{
	"epoch": 0.6693227091633466,
	"grad_norm": 0.45786410570144653,
	"learning_rate": 4.83748860403344e-06,
	"loss": 1.2375285625457764,
	"step": 168
	},
	{
	"epoch": 0.6772908366533864,
	"grad_norm": 1.0779087543487549,
	"learning_rate": 4.831907886584566e-06,
	"loss": 0.8901735544204712,
	"step": 170
	},
	{
	"epoch": 0.6852589641434262,
	"grad_norm": 0.5550018548965454,
	"learning_rate": 4.8262366722002535e-06,
	"loss": 0.8349870443344116,
	"step": 172
	},
	{
	"epoch": 0.6932270916334662,
	"grad_norm": 0.24916230142116547,
	"learning_rate": 4.820475207398386e-06,
	"loss": 1.2311174869537354,
	"step": 174
	},
	{
	"epoch": 0.701195219123506,
	"grad_norm": 1.2258037328720093,
	"learning_rate": 4.8146237426198735e-06,
	"loss": 0.7291948199272156,
	"step": 176
	},
	{
	"epoch": 0.7091633466135459,
	"grad_norm": 1.2274919748306274,
	"learning_rate": 4.808682532217772e-06,
	"loss": 0.907733678817749,
	"step": 178
	},
	{
	"epoch": 0.7171314741035857,
	"grad_norm": 0.8285712003707886,
	"learning_rate": 4.802651834446221e-06,
	"loss": 1.05784273147583,
	"step": 180
	},
	{
	"epoch": 0.7250996015936255,
	"grad_norm": 0.29364529252052307,
	"learning_rate": 4.796531911449226e-06,
	"loss": 0.49492236971855164,
	"step": 182
	},
	{
	"epoch": 0.7330677290836654,
	"grad_norm": 0.29135143756866455,
	"learning_rate": 4.790323029249252e-06,
	"loss": 1.2699949741363525,
	"step": 184
	},
	{
	"epoch": 0.7410358565737052,
	"grad_norm": 0.2689671814441681,
	"learning_rate": 4.784025457735675e-06,
	"loss": 1.2555361986160278,
	"step": 186
	},
	{
	"epoch": 0.749003984063745,
	"grad_norm": 0.329478919506073,
	"learning_rate": 4.777639470653035e-06,
	"loss": 1.0946720838546753,
	"step": 188
	},
	{
	"epoch": 0.7569721115537849,
	"grad_norm": 1.0551133155822754,
	"learning_rate": 4.771165345589148e-06,
	"loss": 0.8700244426727295,
	"step": 190
	},
	{
	"epoch": 0.7649402390438247,
	"grad_norm": 1.9477455615997314,
	"learning_rate": 4.7646033639630355e-06,
	"loss": 1.1975181102752686,
	"step": 192
	},
	{
	"epoch": 0.7729083665338645,
	"grad_norm": 0.32198113203048706,
	"learning_rate": 4.757953811012688e-06,
	"loss": 0.8865339756011963,
	"step": 194
	},
	{
	"epoch": 0.7808764940239044,
	"grad_norm": 0.7740492224693298,
	"learning_rate": 4.7512169757826735e-06,
	"loss": 0.5861401557922363,
	"step": 196
	},
	{
	"epoch": 0.7888446215139442,
	"grad_norm": 2.783029556274414,
	"learning_rate": 4.74439315111157e-06,
	"loss": 0.7686101794242859,
	"step": 198
	},
	{
	"epoch": 0.796812749003984,
	"grad_norm": 2.4759202003479004,
	"learning_rate": 4.737482633619234e-06,
	"loss": 1.0390477180480957,
	"step": 200
	},
	{
	"epoch": 0.8047808764940239,
	"grad_norm": 0.1833098977804184,
	"learning_rate": 4.730485723693912e-06,
	"loss": 0.9645057916641235,
	"step": 202
	},
	{
	"epoch": 0.8127490039840638,
	"grad_norm": 0.7762478590011597,
	"learning_rate": 4.723402725479177e-06,
	"loss": 1.513939619064331,
	"step": 204
	},
	{
	"epoch": 0.8207171314741036,
	"grad_norm": 0.3035716414451599,
	"learning_rate": 4.71623394686071e-06,
	"loss": 1.2250189781188965,
	"step": 206
	},
	{
	"epoch": 0.8286852589641435,
	"grad_norm": 0.348950058221817,
	"learning_rate": 4.708979699452923e-06,
	"loss": 0.5983444452285767,
	"step": 208
	},
	{
	"epoch": 0.8366533864541833,
	"grad_norm": 0.26674261689186096,
	"learning_rate": 4.701640298585405e-06,
	"loss": 1.2691799402236938,
	"step": 210
	},
	{
	"epoch": 0.8446215139442231,
	"grad_norm": 0.2950589954853058,
	"learning_rate": 4.694216063289219e-06,
	"loss": 1.2244665622711182,
	"step": 212
	},
	{
	"epoch": 0.852589641434263,
	"grad_norm": 0.4690109193325043,
	"learning_rate": 4.686707316283033e-06,
	"loss": 0.9395098090171814,
	"step": 214
	},
	{
	"epoch": 0.8605577689243028,
	"grad_norm": 0.792752742767334,
	"learning_rate": 4.679114383959095e-06,
	"loss": 1.4253650903701782,
	"step": 216
	},
	{
	"epoch": 0.8685258964143426,
	"grad_norm": 1.2172280550003052,
	"learning_rate": 4.6714375963690415e-06,
	"loss": 0.8411707282066345,
	"step": 218
	},
	{
	"epoch": 0.8764940239043825,
	"grad_norm": 0.2963148355484009,
	"learning_rate": 4.6636772872095545e-06,
	"loss": 1.2389003038406372,
	"step": 220
	},
	{
	"epoch": 0.8844621513944223,
	"grad_norm": 0.4124774932861328,
	"learning_rate": 4.6558337938078505e-06,
	"loss": 1.485334873199463,
	"step": 222
	},
	{
	"epoch": 0.8924302788844621,
	"grad_norm": 0.44793665409088135,
	"learning_rate": 4.647907457107025e-06,
	"loss": 0.6865295767784119,
	"step": 224
	},
	{
	"epoch": 0.900398406374502,
	"grad_norm": 0.3873876631259918,
	"learning_rate": 4.639898621651226e-06,
	"loss": 0.9913421869277954,
	"step": 226
	},
	{
	"epoch": 0.9083665338645418,
	"grad_norm": 0.525278627872467,
	"learning_rate": 4.631807635570681e-06,
	"loss": 1.0780147314071655,
	"step": 228
	},
	{
	"epoch": 0.9163346613545816,
	"grad_norm": 0.6837154626846313,
	"learning_rate": 4.623634850566563e-06,
	"loss": 1.181473731994629,
	"step": 230
	},
	{
	"epoch": 0.9243027888446215,
	"grad_norm": 0.4443308115005493,
	"learning_rate": 4.615380621895701e-06,
	"loss": 1.3275084495544434,
	"step": 232
	},
	{
	"epoch": 0.9322709163346613,
	"grad_norm": 0.31839582324028015,
	"learning_rate": 4.607045308355141e-06,
	"loss": 0.8152991533279419,
	"step": 234
	},
	{
	"epoch": 0.9402390438247012,
	"grad_norm": 0.28175586462020874,
	"learning_rate": 4.598629272266549e-06,
	"loss": 0.8213876485824585,
	"step": 236
	},
	{
	"epoch": 0.9482071713147411,
	"grad_norm": 0.5143842101097107,
	"learning_rate": 4.590132879460458e-06,
	"loss": 0.45163553953170776,
	"step": 238
	},
	{
	"epoch": 0.9561752988047809,
	"grad_norm": 0.9065913558006287,
	"learning_rate": 4.5815564992603705e-06,
	"loss": 0.8838123679161072,
	"step": 240
	},
	{
	"epoch": 0.9641434262948207,
	"grad_norm": 0.4655047357082367,
	"learning_rate": 4.572900504466702e-06,
	"loss": 1.1349900960922241,
	"step": 242
	},
	{
	"epoch": 0.9721115537848606,
	"grad_norm": 0.29092493653297424,
	"learning_rate": 4.564165271340577e-06,
	"loss": 1.2160018682479858,
	"step": 244
	},
	{
	"epoch": 0.9800796812749004,
	"grad_norm": 2.0495662689208984,
	"learning_rate": 4.555351179587472e-06,
	"loss": 0.9666154384613037,
	"step": 246
	},
	{
	"epoch": 0.9880478087649402,
	"grad_norm": 0.24971216917037964,
	"learning_rate": 4.546458612340714e-06,
	"loss": 0.9788669347763062,
	"step": 248
	},
	{
	"epoch": 0.9960159362549801,
	"grad_norm": 2.5510385036468506,
	"learning_rate": 4.537487956144821e-06,
	"loss": 0.9759644269943237,
	"step": 250
	},
	{
	"epoch": 1.00398406374502,
	"grad_norm": 0.5234197974205017,
	"learning_rate": 4.528439600938706e-06,
	"loss": 0.935538113117218,
	"step": 252
	},
	{
	"epoch": 1.0119521912350598,
	"grad_norm": 0.26992306113243103,
	"learning_rate": 4.519313940038721e-06,
	"loss": 0.7100508213043213,
	"step": 254
	},
	{
	"epoch": 1.0199203187250996,
	"grad_norm": 0.540461540222168,
	"learning_rate": 4.510111370121563e-06,
	"loss": 1.173165202140808,
	"step": 256
	},
	{
	"epoch": 1.0278884462151394,
	"grad_norm": 0.3485596776008606,
	"learning_rate": 4.500832291207033e-06,
	"loss": 1.1555724143981934,
	"step": 258
	},
	{
	"epoch": 1.0358565737051793,
	"grad_norm": 1.3314050436019897,
	"learning_rate": 4.491477106640646e-06,
	"loss": 1.069810390472412,
	"step": 260
	},
	{
	"epoch": 1.043824701195219,
	"grad_norm": 0.3811550438404083,
	"learning_rate": 4.482046223076092e-06,
	"loss": 1.0255157947540283,
	"step": 262
	},
	{
	"epoch": 1.051792828685259,
	"grad_norm": 0.5846409201622009,
	"learning_rate": 4.4725400504575725e-06,
	"loss": 1.0753873586654663,
	"step": 264
	},
	{
	"epoch": 1.0597609561752988,
	"grad_norm": 0.8359457850456238,
	"learning_rate": 4.462959002001971e-06,
	"loss": 0.6470549702644348,
	"step": 266
	},
	{
	"epoch": 1.0677290836653386,
	"grad_norm": 0.2318486124277115,
	"learning_rate": 4.453303494180895e-06,
	"loss": 0.9214377999305725,
	"step": 268
	},
	{
	"epoch": 1.0756972111553784,
	"grad_norm": 0.3804703652858734,
	"learning_rate": 4.443573946702573e-06,
	"loss": 0.5500368475914001,
	"step": 270
	},
	{
	"epoch": 1.0836653386454183,
	"grad_norm": 0.30357447266578674,
	"learning_rate": 4.433770782493606e-06,
	"loss": 1.2407550811767578,
	"step": 272
	},
	{
	"epoch": 1.091633466135458,
	"grad_norm": 0.8035040497779846,
	"learning_rate": 4.42389442768059e-06,
	"loss": 0.5976806282997131,
	"step": 274
	},
	{
	"epoch": 1.099601593625498,
	"grad_norm": 0.3053663372993469,
	"learning_rate": 4.413945311571586e-06,
	"loss": 0.9198079109191895,
	"step": 276
	},
	{
	"epoch": 1.1075697211155378,
	"grad_norm": 0.4868881404399872,
	"learning_rate": 4.40392386663747e-06,
	"loss": 0.8197845220565796,
	"step": 278
	},
	{
	"epoch": 1.1155378486055776,
	"grad_norm": 0.3025258779525757,
	"learning_rate": 4.393830528493118e-06,
	"loss": 1.036171555519104,
	"step": 280
	},
	{
	"epoch": 1.1235059760956174,
	"grad_norm": 0.3065246641635895,
	"learning_rate": 4.3836657358784875e-06,
	"loss": 1.1696443557739258,
	"step": 282
	},
	{
	"epoch": 1.1314741035856573,
	"grad_norm": 0.39688268303871155,
	"learning_rate": 4.373429930639534e-06,
	"loss": 1.192521095275879,
	"step": 284
	},
	{
	"epoch": 1.139442231075697,
	"grad_norm": 0.2639002799987793,
	"learning_rate": 4.3631235577090085e-06,
	"loss": 0.27921262383461,
	"step": 286
	},
	{
	"epoch": 1.1474103585657371,
	"grad_norm": 0.18626777827739716,
	"learning_rate": 4.35274706508712e-06,
	"loss": 0.7266547679901123,
	"step": 288
	},
	{
	"epoch": 1.155378486055777,
	"grad_norm": 4.527546405792236,
	"learning_rate": 4.342300903822057e-06,
	"loss": 0.9568579196929932,
	"step": 290
	},
	{
	"epoch": 1.1633466135458168,
	"grad_norm": 0.2621271312236786,
	"learning_rate": 4.331785527990384e-06,
	"loss": 0.48270687460899353,
	"step": 292
	},
	{
	"epoch": 1.1713147410358566,
	"grad_norm": 0.29555654525756836,
	"learning_rate": 4.3212013946773045e-06,
	"loss": 1.1897711753845215,
	"step": 294
	},
	{
	"epoch": 1.1792828685258965,
	"grad_norm": 0.25580552220344543,
	"learning_rate": 4.31054896395679e-06,
	"loss": 1.2302889823913574,
	"step": 296
	},
	{
	"epoch": 1.1872509960159363,
	"grad_norm": 0.3190980553627014,
	"learning_rate": 4.299828698871581e-06,
	"loss": 1.353623867034912,
	"step": 298
	},
	{
	"epoch": 1.1952191235059761,
	"grad_norm": 0.550437331199646,
	"learning_rate": 4.289041065413062e-06,
	"loss": 0.6007822155952454,
	"step": 300
	},
	{
	"epoch": 1.203187250996016,
	"grad_norm": 0.3428783416748047,
	"learning_rate": 4.278186532501003e-06,
	"loss": 0.9104017615318298,
	"step": 302
	},
	{
	"epoch": 1.2111553784860558,
	"grad_norm": 0.42507946491241455,
	"learning_rate": 4.267265571963179e-06,
	"loss": 0.5576983690261841,
	"step": 304
	},
	{
	"epoch": 1.2191235059760956,
	"grad_norm": 0.2930675446987152,
	"learning_rate": 4.256278658514858e-06,
	"loss": 1.1836248636245728,
	"step": 306
	},
	{
	"epoch": 1.2270916334661355,
	"grad_norm": 0.9647249579429626,
	"learning_rate": 4.245226269738165e-06,
	"loss": 1.0202300548553467,
	"step": 308
	},
	{
	"epoch": 1.2350597609561753,
	"grad_norm": 0.7804911732673645,
	"learning_rate": 4.23410888606133e-06,
	"loss": 1.1470812559127808,
	"step": 310
	},
	{
	"epoch": 1.2430278884462151,
	"grad_norm": 0.5448903441429138,
	"learning_rate": 4.222926990737793e-06,
	"loss": 1.053821086883545,
	"step": 312
	},
	{
	"epoch": 1.250996015936255,
	"grad_norm": 0.6600915193557739,
	"learning_rate": 4.211681069825207e-06,
	"loss": 0.8763217926025391,
	"step": 314
	},
	{
	"epoch": 1.2589641434262948,
	"grad_norm": 0.643913745880127,
	"learning_rate": 4.200371612164305e-06,
	"loss": 0.7322060465812683,
	"step": 316
	},
	{
	"epoch": 1.2669322709163346,
	"grad_norm": 0.8507025241851807,
	"learning_rate": 4.1889991093576555e-06,
	"loss": 0.6315903663635254,
	"step": 318
	},
	{
	"epoch": 1.2749003984063745,
	"grad_norm": 0.5612606406211853,
	"learning_rate": 4.177564055748284e-06,
	"loss": 0.5154302716255188,
	"step": 320
	},
	{
	"epoch": 1.2828685258964143,
	"grad_norm": 0.4319795072078705,
	"learning_rate": 4.166066948398199e-06,
	"loss": 0.9969758987426758,
	"step": 322
	},
	{
	"epoch": 1.2908366533864541,
	"grad_norm": 1.2382147312164307,
	"learning_rate": 4.154508287066772e-06,
	"loss": 0.9225918650627136,
	"step": 324
	},
	{
	"epoch": 1.298804780876494,
	"grad_norm": 1.0497831106185913,
	"learning_rate": 4.142888574189025e-06,
	"loss": 1.2936601638793945,
	"step": 326
	},
	{
	"epoch": 1.3067729083665338,
	"grad_norm": 0.3049759268760681,
	"learning_rate": 4.131208314853778e-06,
	"loss": 0.6818143725395203,
	"step": 328
	},
	{
	"epoch": 1.3147410358565736,
	"grad_norm": 0.34813225269317627,
	"learning_rate": 4.119468016781707e-06,
	"loss": 0.9008133411407471,
	"step": 330
	},
	{
	"epoch": 1.3227091633466135,
	"grad_norm": 0.4372757077217102,
	"learning_rate": 4.107668190303266e-06,
	"loss": 0.9360118508338928,
	"step": 332
	},
	{
	"epoch": 1.3306772908366533,
	"grad_norm": 1.0530791282653809,
	"learning_rate": 4.095809348336506e-06,
	"loss": 0.6509593725204468,
	"step": 334
	},
	{
	"epoch": 1.3386454183266931,
	"grad_norm": 0.8471210598945618,
	"learning_rate": 4.083892006364777e-06,
	"loss": 0.8736714124679565,
	"step": 336
	},
	{
	"epoch": 1.3466135458167332,
	"grad_norm": 0.5901526212692261,
	"learning_rate": 4.071916682414327e-06,
	"loss": 1.1537514925003052,
	"step": 338
	},
	{
	"epoch": 1.354581673306773,
	"grad_norm": 0.34044766426086426,
	"learning_rate": 4.059883897031777e-06,
	"loss": 1.143200397491455,
	"step": 340
	},
	{
	"epoch": 1.3625498007968129,
	"grad_norm": 0.2364099770784378,
	"learning_rate": 4.0477941732615e-06,
	"loss": 1.1832212209701538,
	"step": 342
	},
	{
	"epoch": 1.3705179282868527,
	"grad_norm": 0.39826545119285583,
	"learning_rate": 4.035648036622879e-06,
	"loss": 1.1535452604293823,
	"step": 344
	},
	{
	"epoch": 1.3784860557768925,
	"grad_norm": 0.4491971731185913,
	"learning_rate": 4.023446015087469e-06,
	"loss": 0.7076215744018555,
	"step": 346
	},
	{
	"epoch": 1.3864541832669324,
	"grad_norm": 0.3007599711418152,
	"learning_rate": 4.0111886390560446e-06,
	"loss": 1.1757667064666748,
	"step": 348
	},
	{
	"epoch": 1.3944223107569722,
	"grad_norm": 0.24296985566616058,
	"learning_rate": 3.998876441335544e-06,
	"loss": 0.685849130153656,
	"step": 350
	},
	{
	"epoch": 1.402390438247012,
	"grad_norm": 0.34658387303352356,
	"learning_rate": 3.98650995711591e-06,
	"loss": 1.1981104612350464,
	"step": 352
	},
	{
	"epoch": 1.4103585657370519,
	"grad_norm": 0.43268612027168274,
	"learning_rate": 3.974089723946826e-06,
	"loss": 1.1309443712234497,
	"step": 354
	},
	{
	"epoch": 1.4183266932270917,
	"grad_norm": 0.9115822315216064,
	"learning_rate": 3.9616162817143465e-06,
	"loss": 0.9174013733863831,
	"step": 356
	},
	{
	"epoch": 1.4262948207171315,
	"grad_norm": 0.36179691553115845,
	"learning_rate": 3.949090172617437e-06,
	"loss": 1.1577059030532837,
	"step": 358
	},
	{
	"epoch": 1.4342629482071714,
	"grad_norm": 0.48457685112953186,
	"learning_rate": 3.936511941144397e-06,
	"loss": 0.6025640964508057,
	"step": 360
	},
	{
	"epoch": 1.4422310756972112,
	"grad_norm": 0.25623995065689087,
	"learning_rate": 3.9238821340491936e-06,
	"loss": 0.7281185984611511,
	"step": 362
	},
	{
	"epoch": 1.450199203187251,
	"grad_norm": 0.3597607910633087,
	"learning_rate": 3.911201300327703e-06,
	"loss": 1.0819116830825806,
	"step": 364
	},
	{
	"epoch": 1.4581673306772909,
	"grad_norm": 0.22393296658992767,
	"learning_rate": 3.898469991193835e-06,
	"loss": 1.1407146453857422,
	"step": 366
	},
	{
	"epoch": 1.4661354581673307,
	"grad_norm": 0.29782551527023315,
	"learning_rate": 3.885688760055581e-06,
	"loss": 0.6114221215248108,
	"step": 368
	},
	{
	"epoch": 1.4741035856573705,
	"grad_norm": 0.464743971824646,
	"learning_rate": 3.872858162490956e-06,
	"loss": 0.6897773146629333,
	"step": 370
	},
	{
	"epoch": 1.4820717131474104,
	"grad_norm": 0.5882709622383118,
	"learning_rate": 3.859978756223845e-06,
	"loss": 1.220623254776001,
	"step": 372
	},
	{
	"epoch": 1.4900398406374502,
	"grad_norm": 0.4881476163864136,
	"learning_rate": 3.847051101099768e-06,
	"loss": 1.1533688306808472,
	"step": 374
	},
	{
	"epoch": 1.49800796812749,
	"grad_norm": 0.25827768445014954,
	"learning_rate": 3.834075759061535e-06,
	"loss": 1.1448545455932617,
	"step": 376
	},
	{
	"epoch": 1.5059760956175299,
	"grad_norm": 0.9065626859664917,
	"learning_rate": 3.8210532941248255e-06,
	"loss": 0.9347513914108276,
	"step": 378
	},
	{
	"epoch": 1.5139442231075697,
	"grad_norm": 0.3092288374900818,
	"learning_rate": 3.8079842723536688e-06,
	"loss": 1.13028883934021,
	"step": 380
	},
	{
	"epoch": 1.5219123505976095,
	"grad_norm": 0.3807051479816437,
	"learning_rate": 3.7948692618358424e-06,
	"loss": 0.7535625100135803,
	"step": 382
	},
	{
	"epoch": 1.5298804780876494,
	"grad_norm": 0.6893432140350342,
	"learning_rate": 3.781708832658169e-06,
	"loss": 0.7608675360679626,
	"step": 384
	},
	{
	"epoch": 1.5378486055776892,
	"grad_norm": 0.5436515808105469,
	"learning_rate": 3.7685035568817492e-06,
	"loss": 1.038297414779663,
	"step": 386
	},
	{
	"epoch": 1.545816733067729,
	"grad_norm": 0.42842552065849304,
	"learning_rate": 3.7552540085170826e-06,
	"loss": 1.154944896697998,
	"step": 388
	},
	{
	"epoch": 1.5537848605577689,
	"grad_norm": 0.5742346048355103,
	"learning_rate": 3.7419607634991235e-06,
	"loss": 0.5783440470695496,
	"step": 390
	},
	{
	"epoch": 1.5617529880478087,
	"grad_norm": 0.3722529709339142,
	"learning_rate": 3.7286243996622432e-06,
	"loss": 0.5923794507980347,
	"step": 392
	},
	{
	"epoch": 1.5697211155378485,
	"grad_norm": 1.5448358058929443,
	"learning_rate": 3.715245496715116e-06,
	"loss": 1.1293904781341553,
	"step": 394
	},
	{
	"epoch": 1.5776892430278884,
	"grad_norm": 0.48172831535339355,
	"learning_rate": 3.7018246362155134e-06,
	"loss": 1.0739167928695679,
	"step": 396
	},
	{
	"epoch": 1.5856573705179282,
	"grad_norm": 0.37734299898147583,
	"learning_rate": 3.6883624015450344e-06,
	"loss": 1.1407253742218018,
	"step": 398
	},
	{
	"epoch": 1.593625498007968,
	"grad_norm": 0.3849587142467499,
	"learning_rate": 3.6748593778837367e-06,
	"loss": 0.6090486645698547,
	"step": 400
	},
	{
	"epoch": 1.6015936254980079,
	"grad_norm": 0.3636282682418823,
	"learning_rate": 3.661316152184708e-06,
	"loss": 1.125139594078064,
	"step": 402
	},
	{
	"epoch": 1.6095617529880477,
	"grad_norm": 0.2964485287666321,
	"learning_rate": 3.6477333131485483e-06,
	"loss": 1.2747722864151,
	"step": 404
	},
	{
	"epoch": 1.6175298804780875,
	"grad_norm": 1.8840792179107666,
	"learning_rate": 3.634111451197781e-06,
	"loss": 0.7516986131668091,
	"step": 406
	},
	{
	"epoch": 1.6254980079681274,
	"grad_norm": 0.33791375160217285,
	"learning_rate": 3.6204511584511865e-06,
	"loss": 0.5845279693603516,
	"step": 408
	},
	{
	"epoch": 1.6334661354581672,
	"grad_norm": 0.4675881266593933,
	"learning_rate": 3.606753028698067e-06,
	"loss": 0.7826358675956726,
	"step": 410
	},
	{
	"epoch": 1.641434262948207,
	"grad_norm": 0.44286930561065674,
	"learning_rate": 3.593017657372436e-06,
	"loss": 0.5201093554496765,
	"step": 412
	},
	{
	"epoch": 1.6494023904382469,
	"grad_norm": 0.2707214951515198,
	"learning_rate": 3.5792456415271288e-06,
	"loss": 0.851132869720459,
	"step": 414
	},
	{
	"epoch": 1.6573705179282867,
	"grad_norm": 0.2824823558330536,
	"learning_rate": 3.565437579807858e-06,
	"loss": 0.7483075857162476,
	"step": 416
	},
	{
	"epoch": 1.6653386454183265,
	"grad_norm": 0.5290979743003845,
	"learning_rate": 3.551594072427188e-06,
	"loss": 1.004777193069458,
	"step": 418
	},
	{
	"epoch": 1.6733067729083664,
	"grad_norm": 0.24640345573425293,
	"learning_rate": 3.537715721138444e-06,
	"loss": 1.1453437805175781,
	"step": 420
	},
	{
	"epoch": 1.6812749003984062,
	"grad_norm": 0.4027877151966095,
	"learning_rate": 3.523803129209554e-06,
	"loss": 1.034494400024414,
	"step": 422
	},
	{
	"epoch": 1.6892430278884463,
	"grad_norm": 1.150445818901062,
	"learning_rate": 3.5098569013968314e-06,
	"loss": 0.5956304669380188,
	"step": 424
	},
	{
	"epoch": 1.697211155378486,
	"grad_norm": 0.40078258514404297,
	"learning_rate": 3.49587764391868e-06,
	"loss": 1.2166188955307007,
	"step": 426
	},
	{
	"epoch": 1.705179282868526,
	"grad_norm": 0.314955472946167,
	"learning_rate": 3.4818659644292473e-06,
	"loss": 1.1487468481063843,
	"step": 428
	},
	{
	"epoch": 1.7131474103585658,
	"grad_norm": 0.5719289183616638,
	"learning_rate": 3.4678224719920085e-06,
	"loss": 0.7450273633003235,
	"step": 430
	},
	{
	"epoch": 1.7211155378486056,
	"grad_norm": 0.4806522727012634,
	"learning_rate": 3.4537477770532933e-06,
	"loss": 0.9380613565444946,
	"step": 432
	},
	{
	"epoch": 1.7290836653386454,
	"grad_norm": 0.7582850456237793,
	"learning_rate": 3.4396424914157527e-06,
	"loss": 0.6869011521339417,
	"step": 434
	},
	{
	"epoch": 1.7370517928286853,
	"grad_norm": 0.7151138782501221,
	"learning_rate": 3.4255072282117574e-06,
	"loss": 0.3773868978023529,
	"step": 436
	},
	{
	"epoch": 1.745019920318725,
	"grad_norm": 0.4724314212799072,
	"learning_rate": 3.411342601876754e-06,
	"loss": 0.7629727125167847,
	"step": 438
	},
	{
	"epoch": 1.752988047808765,
	"grad_norm": 5.844729900360107,
	"learning_rate": 3.3971492281225554e-06,
	"loss": 0.719204843044281,
	"step": 440
	},
	{
	"epoch": 1.7609561752988048,
	"grad_norm": 0.6904979348182678,
	"learning_rate": 3.382927723910572e-06,
	"loss": 1.4966500997543335,
	"step": 442
	},
	{
	"epoch": 1.7689243027888446,
	"grad_norm": 0.46376219391822815,
	"learning_rate": 3.3686787074249966e-06,
	"loss": 0.8824137449264526,
	"step": 444
	},
	{
	"epoch": 1.7768924302788844,
	"grad_norm": 0.3775095045566559,
	"learning_rate": 3.354402798045935e-06,
	"loss": 1.0556694269180298,
	"step": 446
	},
	{
	"epoch": 1.7848605577689243,
	"grad_norm": 0.8376180529594421,
	"learning_rate": 3.340100616322479e-06,
	"loss": 1.1164145469665527,
	"step": 448
	},
	{
	"epoch": 1.792828685258964,
	"grad_norm": 0.2619885504245758,
	"learning_rate": 3.3257727839457356e-06,
	"loss": 0.8621953725814819,
	"step": 450
	},
	{
	"epoch": 1.800796812749004,
	"grad_norm": 0.1829259842634201,
	"learning_rate": 3.311419923721798e-06,
	"loss": 0.5333537459373474,
	"step": 452
	},
	{
	"epoch": 1.8087649402390438,
	"grad_norm": 2.3281333446502686,
	"learning_rate": 3.29704265954468e-06,
	"loss": 0.9579188823699951,
	"step": 454
	},
	{
	"epoch": 1.8167330677290838,
	"grad_norm": 0.503736674785614,
	"learning_rate": 3.282641616369193e-06,
	"loss": 0.6507978439331055,
	"step": 456
	},
	{
	"epoch": 1.8247011952191237,
	"grad_norm": 0.579704761505127,
	"learning_rate": 3.2682174201837773e-06,
	"loss": 1.060945987701416,
	"step": 458
	},
	{
	"epoch": 1.8326693227091635,
	"grad_norm": 0.38510552048683167,
	"learning_rate": 3.2537706979832955e-06,
	"loss": 0.7646783590316772,
	"step": 460
	},
	{
	"epoch": 1.8406374501992033,
	"grad_norm": 0.38651424646377563,
	"learning_rate": 3.23930207774178e-06,
	"loss": 0.7947995066642761,
	"step": 462
	},
	{
	"epoch": 1.8486055776892432,
	"grad_norm": 0.23826530575752258,
	"learning_rate": 3.2248121883851296e-06,
	"loss": 0.11674472689628601,
	"step": 464
	},
	{
	"epoch": 1.856573705179283,
	"grad_norm": 0.29104629158973694,
	"learning_rate": 3.210301659763777e-06,
	"loss": 1.1686278581619263,
	"step": 466
	},
	{
	"epoch": 1.8645418326693228,
	"grad_norm": 0.6639391183853149,
	"learning_rate": 3.1957711226253073e-06,
	"loss": 0.5482738018035889,
	"step": 468
	},
	{
	"epoch": 1.8725099601593627,
	"grad_norm": 0.46378275752067566,
	"learning_rate": 3.181221208587041e-06,
	"loss": 1.1552459001541138,
	"step": 470
	},
	{
	"epoch": 1.8804780876494025,
	"grad_norm": 0.4766862392425537,
	"learning_rate": 3.16665255010858e-06,
	"loss": 1.0234571695327759,
	"step": 472
	},
	{
	"epoch": 1.8884462151394423,
	"grad_norm": 0.6543024778366089,
	"learning_rate": 3.152065780464311e-06,
	"loss": 1.1956716775894165,
	"step": 474
	},
	{
	"epoch": 1.8964143426294822,
	"grad_norm": 0.27256646752357483,
	"learning_rate": 3.1374615337158874e-06,
	"loss": 0.9821120500564575,
	"step": 476
	},
	{
	"epoch": 1.904382470119522,
	"grad_norm": 0.3706796169281006,
	"learning_rate": 3.1228404446846577e-06,
	"loss": 0.8647980093955994,
	"step": 478
	},
	{
	"epoch": 1.9123505976095618,
	"grad_norm": 0.4896516501903534,
	"learning_rate": 3.1082031489240775e-06,
	"loss": 0.6228200197219849,
	"step": 480
	},
	{
	"epoch": 1.9203187250996017,
	"grad_norm": 0.6764768362045288,
	"learning_rate": 3.093550282692081e-06,
	"loss": 0.7682955861091614,
	"step": 482
	},
	{
	"epoch": 1.9282868525896415,
	"grad_norm": 0.3454812467098236,
	"learning_rate": 3.0788824829234206e-06,
	"loss": 1.1249513626098633,
	"step": 484
	},
	{
	"epoch": 1.9362549800796813,
	"grad_norm": 0.5250853896141052,
	"learning_rate": 3.064200387201987e-06,
	"loss": 1.1730482578277588,
	"step": 486
	},
	{
	"epoch": 1.9442231075697212,
	"grad_norm": 0.21981775760650635,
	"learning_rate": 3.0495046337330917e-06,
	"loss": 1.1183021068572998,
	"step": 488
	},
	{
	"epoch": 1.952191235059761,
	"grad_norm": 0.3227817714214325,
	"learning_rate": 3.034795861315723e-06,
	"loss": 1.1290582418441772,
	"step": 490
	},
	{
	"epoch": 1.9601593625498008,
	"grad_norm": 0.27887821197509766,
	"learning_rate": 3.020074709314781e-06,
	"loss": 0.795586347579956,
	"step": 492
	},
	{
	"epoch": 1.9681274900398407,
	"grad_norm": 3.773707151412964,
	"learning_rate": 3.0053418176332844e-06,
	"loss": 0.6430038213729858,
	"step": 494
	},
	{
	"epoch": 1.9760956175298805,
	"grad_norm": 0.2873072326183319,
	"learning_rate": 2.9905978266845565e-06,
	"loss": 1.0878937244415283,
	"step": 496
	},
	{
	"epoch": 1.9840637450199203,
	"grad_norm": 2.1222825050354004,
	"learning_rate": 2.975843377364385e-06,
	"loss": 0.8686354160308838,
	"step": 498
	},
	{
	"epoch": 1.9920318725099602,
	"grad_norm": 0.28823626041412354,
	"learning_rate": 2.961079111023167e-06,
	"loss": 1.1724278926849365,
	"step": 500
	},
	{
	"epoch": 2.0,
	"grad_norm": 0.35042816400527954,
	"learning_rate": 2.9463056694380263e-06,
	"loss": 0.6018155217170715,
	"step": 502
	},
	{
	"epoch": 2.00796812749004,
	"grad_norm": 0.20316095650196075,
	"learning_rate": 2.9315236947849213e-06,
	"loss": 0.6505711078643799,
	"step": 504
	},
	{
	"epoch": 2.0159362549800797,
	"grad_norm": 0.5584422945976257,
	"learning_rate": 2.916733829610726e-06,
	"loss": 0.6233350038528442,
	"step": 506
	},
	{
	"epoch": 2.0239043824701195,
	"grad_norm": 0.10072977095842361,
	"learning_rate": 2.901936716805302e-06,
	"loss": 0.5613674521446228,
	"step": 508
	},
	{
	"epoch": 2.0318725099601593,
	"grad_norm": 0.4069754183292389,
	"learning_rate": 2.887132999573554e-06,
	"loss": 0.8825414776802063,
	"step": 510
	},
	{
	"epoch": 2.039840637450199,
	"grad_norm": 0.40306705236434937,
	"learning_rate": 2.8723233214074675e-06,
	"loss": 0.7677954435348511,
	"step": 512
	},
	{
	"epoch": 2.047808764940239,
	"grad_norm": 0.5223978161811829,
	"learning_rate": 2.857508326058142e-06,
	"loss": 0.29404082894325256,
	"step": 514
	},
	{
	"epoch": 2.055776892430279,
	"grad_norm": 0.5514689683914185,
	"learning_rate": 2.842688657507805e-06,
	"loss": 0.9230751991271973,
	"step": 516
	},
	{
	"epoch": 2.0637450199203187,
	"grad_norm": 0.5080574154853821,
	"learning_rate": 2.8278649599418194e-06,
	"loss": 0.5748634338378906,
	"step": 518
	},
	{
	"epoch": 2.0717131474103585,
	"grad_norm": 0.5595948100090027,
	"learning_rate": 2.813037877720683e-06,
	"loss": 0.872228741645813,
	"step": 520
	},
	{
	"epoch": 2.0796812749003983,
	"grad_norm": 0.33069849014282227,
	"learning_rate": 2.798208055352017e-06,
	"loss": 1.0266979932785034,
	"step": 522
	},
	{
	"epoch": 2.087649402390438,
	"grad_norm": 0.6691774129867554,
	"learning_rate": 2.7833761374625546e-06,
	"loss": 0.9545827507972717,
	"step": 524
	},
	{
	"epoch": 2.095617529880478,
	"grad_norm": 0.7659925222396851,
	"learning_rate": 2.7685427687701172e-06,
	"loss": 0.45812368392944336,
	"step": 526
	},
	{
	"epoch": 2.103585657370518,
	"grad_norm": 0.34194955229759216,
	"learning_rate": 2.753708594055588e-06,
	"loss": 0.7933403253555298,
	"step": 528
	},
	{
	"epoch": 2.1115537848605577,
	"grad_norm": 0.18707995116710663,
	"learning_rate": 2.7388742581348893e-06,
	"loss": 0.6936202645301819,
	"step": 530
	},
	{
	"epoch": 2.1195219123505975,
	"grad_norm": 0.24901489913463593,
	"learning_rate": 2.7240404058309487e-06,
	"loss": 0.23291048407554626,
	"step": 532
	},
	{
	"epoch": 2.1274900398406373,
	"grad_norm": 0.3907551169395447,
	"learning_rate": 2.709207681945673e-06,
	"loss": 0.7976186275482178,
	"step": 534
	},
	{
	"epoch": 2.135458167330677,
	"grad_norm": 1.126518726348877,
	"learning_rate": 2.6943767312319167e-06,
	"loss": 0.6725423336029053,
	"step": 536
	},
	{
	"epoch": 2.143426294820717,
	"grad_norm": 0.49583446979522705,
	"learning_rate": 2.679548198365462e-06,
	"loss": 0.6779805421829224,
	"step": 538
	},
	{
	"epoch": 2.151394422310757,
	"grad_norm": 0.9810777902603149,
	"learning_rate": 2.6647227279169873e-06,
	"loss": 0.9634326100349426,
	"step": 540
	},
	{
	"epoch": 2.1593625498007967,
	"grad_norm": 0.693539023399353,
	"learning_rate": 2.6499009643240527e-06,
	"loss": 0.9543125629425049,
	"step": 542
	},
	{
	"epoch": 2.1673306772908365,
	"grad_norm": 0.46630221605300903,
	"learning_rate": 2.6350835518630907e-06,
	"loss": 0.8142679333686829,
	"step": 544
	},
	{
	"epoch": 2.1752988047808763,
	"grad_norm": 0.6899120807647705,
	"learning_rate": 2.620271134621397e-06,
	"loss": 0.7164907455444336,
	"step": 546
	},
	{
	"epoch": 2.183266932270916,
	"grad_norm": 0.38001900911331177,
	"learning_rate": 2.605464356469131e-06,
	"loss": 1.0059504508972168,
	"step": 548
	},
	{
	"epoch": 2.191235059760956,
	"grad_norm": 0.3405975103378296,
	"learning_rate": 2.5906638610313336e-06,
	"loss": 1.0714585781097412,
	"step": 550
	},
	{
	"epoch": 2.199203187250996,
	"grad_norm": 0.8568170666694641,
	"learning_rate": 2.575870291659946e-06,
	"loss": 0.7432149648666382,
	"step": 552
	},
	{
	"epoch": 2.2071713147410357,
	"grad_norm": 1.3127059936523438,
	"learning_rate": 2.5610842914058446e-06,
	"loss": 0.458040326833725,
	"step": 554
	},
	{
	"epoch": 2.2151394422310755,
	"grad_norm": 0.3774378299713135,
	"learning_rate": 2.5463065029908906e-06,
	"loss": 0.6683325171470642,
	"step": 556
	},
	{
	"epoch": 2.2231075697211153,
	"grad_norm": 0.5897888541221619,
	"learning_rate": 2.5315375687799896e-06,
	"loss": 0.866702675819397,
	"step": 558
	},
	{
	"epoch": 2.231075697211155,
	"grad_norm": 0.4325333833694458,
	"learning_rate": 2.5167781307531714e-06,
	"loss": 0.9445369839668274,
	"step": 560
	},
	{
	"epoch": 2.239043824701195,
	"grad_norm": 0.3828630745410919,
	"learning_rate": 2.5020288304776822e-06,
	"loss": 1.061798095703125,
	"step": 562
	},
	{
	"epoch": 2.247011952191235,
	"grad_norm": 2.932656764984131,
	"learning_rate": 2.487290309080097e-06,
	"loss": 0.8735225200653076,
	"step": 564
	},
	{
	"epoch": 2.2549800796812747,
	"grad_norm": 0.3896097242832184,
	"learning_rate": 2.472563207218454e-06,
	"loss": 0.6837027072906494,
	"step": 566
	},
	{
	"epoch": 2.2629482071713145,
	"grad_norm": 0.253146231174469,
	"learning_rate": 2.457848165054402e-06,
	"loss": 0.8419521450996399,
	"step": 568
	},
	{
	"epoch": 2.2709163346613543,
	"grad_norm": 0.29789260029792786,
	"learning_rate": 2.4431458222253755e-06,
	"loss": 1.0405691862106323,
	"step": 570
	},
	{
	"epoch": 2.278884462151394,
	"grad_norm": 1.392357349395752,
	"learning_rate": 2.4284568178167923e-06,
	"loss": 0.6272971034049988,
	"step": 572
	},
	{
	"epoch": 2.2868525896414345,
	"grad_norm": 0.28172406554222107,
	"learning_rate": 2.413781790334272e-06,
	"loss": 0.7470545768737793,
	"step": 574
	},
	{
	"epoch": 2.2948207171314743,
	"grad_norm": 0.29609525203704834,
	"learning_rate": 2.3991213776758776e-06,
	"loss": 0.25965481996536255,
	"step": 576
	},
	{
	"epoch": 2.302788844621514,
	"grad_norm": 0.3925531208515167,
	"learning_rate": 2.3844762171043975e-06,
	"loss": 0.643407940864563,
	"step": 578
	},
	{
	"epoch": 2.310756972111554,
	"grad_norm": 0.3190953731536865,
	"learning_rate": 2.3698469452196328e-06,
	"loss": 0.6364563703536987,
	"step": 580
	},
	{
	"epoch": 2.318725099601594,
	"grad_norm": 0.5373165011405945,
	"learning_rate": 2.355234197930735e-06,
	"loss": 0.6536794900894165,
	"step": 582
	},
	{
	"epoch": 2.3266932270916336,
	"grad_norm": 0.6590198874473572,
	"learning_rate": 2.340638610428554e-06,
	"loss": 0.7957019209861755,
	"step": 584
	},
	{
	"epoch": 2.3346613545816735,
	"grad_norm": 0.3126554489135742,
	"learning_rate": 2.3260608171580412e-06,
	"loss": 0.6391379237174988,
	"step": 586
	},
	{
	"epoch": 2.3426294820717133,
	"grad_norm": 0.5144351720809937,
	"learning_rate": 2.311501451790658e-06,
	"loss": 0.8941548466682434,
	"step": 588
	},
	{
	"epoch": 2.350597609561753,
	"grad_norm": 0.3901940584182739,
	"learning_rate": 2.2969611471968386e-06,
	"loss": 1.0340503454208374,
	"step": 590
	},
	{
	"epoch": 2.358565737051793,
	"grad_norm": 0.2865762412548065,
	"learning_rate": 2.2824405354184776e-06,
	"loss": 1.0633257627487183,
	"step": 592
	},
	{
	"epoch": 2.366533864541833,
	"grad_norm": 0.3029857873916626,
	"learning_rate": 2.267940247641458e-06,
	"loss": 0.7299340963363647,
	"step": 594
	},
	{
	"epoch": 2.3745019920318726,
	"grad_norm": 0.23658427596092224,
	"learning_rate": 2.2534609141682135e-06,
	"loss": 1.0125393867492676,
	"step": 596
	},
	{
	"epoch": 2.3824701195219125,
	"grad_norm": 0.28016626834869385,
	"learning_rate": 2.2390031643903286e-06,
	"loss": 0.7341445088386536,
	"step": 598
	},
	{
	"epoch": 2.3904382470119523,
	"grad_norm": 2.312579870223999,
	"learning_rate": 2.224567626761185e-06,
	"loss": 0.9467394948005676,
	"step": 600
	},
	{
	"epoch": 2.398406374501992,
	"grad_norm": 0.41042718291282654,
	"learning_rate": 2.2101549287686384e-06,
	"loss": 1.046839952468872,
	"step": 602
	},
	{
	"epoch": 2.406374501992032,
	"grad_norm": 0.19729259610176086,
	"learning_rate": 2.195765696907745e-06,
	"loss": 0.5880594253540039,
	"step": 604
	},
	{
	"epoch": 2.414342629482072,
	"grad_norm": 2.2867958545684814,
	"learning_rate": 2.1814005566535303e-06,
	"loss": 0.22595608234405518,
	"step": 606
	},
	{
	"epoch": 2.4223107569721116,
	"grad_norm": 0.2568455636501312,
	"learning_rate": 2.167060132433798e-06,
	"loss": 0.6130040884017944,
	"step": 608
	},
	{
	"epoch": 2.4302788844621515,
	"grad_norm": 0.21212895214557648,
	"learning_rate": 2.1527450476019895e-06,
	"loss": 0.9618557691574097,
	"step": 610
	},
	{
	"epoch": 2.4382470119521913,
	"grad_norm": 0.2596210539340973,
	"learning_rate": 2.138455924410085e-06,
	"loss": 0.7713019847869873,
	"step": 612
	},
	{
	"epoch": 2.446215139442231,
	"grad_norm": 0.32125142216682434,
	"learning_rate": 2.1241933839815606e-06,
	"loss": 0.5870032906532288,
	"step": 614
	},
	{
	"epoch": 2.454183266932271,
	"grad_norm": 0.4021800458431244,
	"learning_rate": 2.109958046284382e-06,
	"loss": 0.9384274482727051,
	"step": 616
	},
	{
	"epoch": 2.462151394422311,
	"grad_norm": 0.5727471113204956,
	"learning_rate": 2.0957505301040604e-06,
	"loss": 0.7279608249664307,
	"step": 618
	},
	{
	"epoch": 2.4701195219123506,
	"grad_norm": 0.6546733975410461,
	"learning_rate": 2.081571453016756e-06,
	"loss": 0.8627814650535583,
	"step": 620
	},
	{
	"epoch": 2.4780876494023905,
	"grad_norm": 8.880243301391602,
	"learning_rate": 2.067421431362427e-06,
	"loss": 0.8626641631126404,
	"step": 622
	},
	{
	"epoch": 2.4860557768924303,
	"grad_norm": 0.558358371257782,
	"learning_rate": 2.053301080218044e-06,
	"loss": 0.810906708240509,
	"step": 624
	},
	{
	"epoch": 2.49402390438247,
	"grad_norm": 1.0155774354934692,
	"learning_rate": 2.039211013370853e-06,
	"loss": 0.671716034412384,
	"step": 626
	},
	{
	"epoch": 2.50199203187251,
	"grad_norm": 0.5573283433914185,
	"learning_rate": 2.025151843291693e-06,
	"loss": 1.0284332036972046,
	"step": 628
	},
	{
	"epoch": 2.50996015936255,
	"grad_norm": 0.4150453507900238,
	"learning_rate": 2.0111241811083733e-06,
	"loss": 0.5160080194473267,
	"step": 630
	},
	{
	"epoch": 2.5179282868525896,
	"grad_norm": 0.9103673100471497,
	"learning_rate": 1.9971286365791092e-06,
	"loss": 0.4943941533565521,
	"step": 632
	},
	{
	"epoch": 2.5258964143426295,
	"grad_norm": 0.4069664478302002,
	"learning_rate": 1.9831658180660197e-06,
	"loss": 1.0363861322402954,
	"step": 634
	},
	{
	"epoch": 2.5338645418326693,
	"grad_norm": 2.3980255126953125,
	"learning_rate": 1.9692363325086774e-06,
	"loss": 0.9750573635101318,
	"step": 636
	},
	{
	"epoch": 2.541832669322709,
	"grad_norm": 0.7514590620994568,
	"learning_rate": 1.95534078539773e-06,
	"loss": 0.9939650297164917,
	"step": 638
	},
	{
	"epoch": 2.549800796812749,
	"grad_norm": 0.21718713641166687,
	"learning_rate": 1.9414797807485796e-06,
	"loss": 0.7119104266166687,
	"step": 640
	},
	{
	"epoch": 2.557768924302789,
	"grad_norm": 0.38140931725502014,
	"learning_rate": 1.9276539210751295e-06,
	"loss": 1.012832760810852,
	"step": 642
	},
	{
	"epoch": 2.5657370517928286,
	"grad_norm": 0.35234305262565613,
	"learning_rate": 1.9138638073635886e-06,
	"loss": 1.1279911994934082,
	"step": 644
	},
	{
	"epoch": 2.5737051792828685,
	"grad_norm": 0.4425659775733948,
	"learning_rate": 1.90011003904635e-06,
	"loss": 0.5873862504959106,
	"step": 646
	},
	{
	"epoch": 2.5816733067729083,
	"grad_norm": 0.558262050151825,
	"learning_rate": 1.886393213975939e-06,
	"loss": 1.0476487874984741,
	"step": 648
	},
	{
	"epoch": 2.589641434262948,
	"grad_norm": 0.508423924446106,
	"learning_rate": 1.8727139283990203e-06,
	"loss": 0.8155238628387451,
	"step": 650
	},
	{
	"epoch": 2.597609561752988,
	"grad_norm": 0.6962931156158447,
	"learning_rate": 1.8590727769304789e-06,
	"loss": 0.8759396076202393,
	"step": 652
	},
	{
	"epoch": 2.605577689243028,
	"grad_norm": 0.34868013858795166,
	"learning_rate": 1.8454703525275814e-06,
	"loss": 0.6775892972946167,
	"step": 654
	},
	{
	"epoch": 2.6135458167330676,
	"grad_norm": 0.4656111001968384,
	"learning_rate": 1.8319072464641912e-06,
	"loss": 0.36424151062965393,
	"step": 656
	},
	{
	"epoch": 2.6215139442231075,
	"grad_norm": 0.6093098521232605,
	"learning_rate": 1.8183840483050741e-06,
	"loss": 0.5552644729614258,
	"step": 658
	},
	{
	"epoch": 2.6294820717131473,
	"grad_norm": 0.693278431892395,
	"learning_rate": 1.8049013458802667e-06,
	"loss": 0.9318357110023499,
	"step": 660
	},
	{
	"epoch": 2.637450199203187,
	"grad_norm": 6.787789344787598,
	"learning_rate": 1.7914597252595267e-06,
	"loss": 1.0147026777267456,
	"step": 662
	},
	{
	"epoch": 2.645418326693227,
	"grad_norm": 0.49275878071784973,
	"learning_rate": 1.7780597707268582e-06,
	"loss": 0.5891736745834351,
	"step": 664
	},
	{
	"epoch": 2.653386454183267,
	"grad_norm": 2.4305739402770996,
	"learning_rate": 1.7647020647551105e-06,
	"loss": 0.9491831660270691,
	"step": 666
	},
	{
	"epoch": 2.6613545816733066,
	"grad_norm": 0.14006826281547546,
	"learning_rate": 1.7513871879806605e-06,
	"loss": 0.5863680839538574,
	"step": 668
	},
	{
	"epoch": 2.6693227091633465,
	"grad_norm": 1.8849611282348633,
	"learning_rate": 1.7381157191781766e-06,
	"loss": 0.7551034688949585,
	"step": 670
	},
	{
	"epoch": 2.6772908366533863,
	"grad_norm": 0.2770822048187256,
	"learning_rate": 1.7248882352354571e-06,
	"loss": 0.42556312680244446,
	"step": 672
	},
	{
	"epoch": 2.685258964143426,
	"grad_norm": 0.28983649611473083,
	"learning_rate": 1.7117053111283528e-06,
	"loss": 1.0456041097640991,
	"step": 674
	},
	{
	"epoch": 2.6932270916334664,
	"grad_norm": 1.258420467376709,
	"learning_rate": 1.6985675198957752e-06,
	"loss": 0.7082871198654175,
	"step": 676
	},
	{
	"epoch": 2.7011952191235062,
	"grad_norm": 0.3922531008720398,
	"learning_rate": 1.6854754326147916e-06,
	"loss": 0.6282980442047119,
	"step": 678
	},
	{
	"epoch": 2.709163346613546,
	"grad_norm": 0.35938650369644165,
	"learning_rate": 1.6724296183757925e-06,
	"loss": 1.0413717031478882,
	"step": 680
	},
	{
	"epoch": 2.717131474103586,
	"grad_norm": 0.3763040602207184,
	"learning_rate": 1.6594306442577629e-06,
	"loss": 1.0706406831741333,
	"step": 682
	},
	{
	"epoch": 2.7250996015936257,
	"grad_norm": 0.39896076917648315,
	"learning_rate": 1.6464790753036298e-06,
	"loss": 0.7209835052490234,
	"step": 684
	},
	{
	"epoch": 2.7330677290836656,
	"grad_norm": 1.1747177839279175,
	"learning_rate": 1.6335754744956935e-06,
	"loss": 0.4854739010334015,
	"step": 686
	},
	{
	"epoch": 2.7410358565737054,
	"grad_norm": 0.34756121039390564,
	"learning_rate": 1.6207204027311685e-06,
	"loss": 1.055281162261963,
	"step": 688
	},
	{
	"epoch": 2.7490039840637452,
	"grad_norm": 5.085588455200195,
	"learning_rate": 1.6079144187977925e-06,
	"loss": 0.5201956033706665,
	"step": 690
	},
	{
	"epoch": 2.756972111553785,
	"grad_norm": 0.30022647976875305,
	"learning_rate": 1.595158079349542e-06,
	"loss": 1.1175742149353027,
	"step": 692
	},
	{
	"epoch": 2.764940239043825,
	"grad_norm": 0.7968214750289917,
	"learning_rate": 1.5824519388824311e-06,
	"loss": 0.8962827920913696,
	"step": 694
	},
	{
	"epoch": 2.7729083665338647,
	"grad_norm": 0.9491831660270691,
	"learning_rate": 1.5697965497104117e-06,
	"loss": 0.6911844611167908,
	"step": 696
	},
	{
	"epoch": 2.7808764940239046,
	"grad_norm": 0.35476648807525635,
	"learning_rate": 1.557192461941367e-06,
	"loss": 0.9178895354270935,
	"step": 698
	},
	{
	"epoch": 2.7888446215139444,
	"grad_norm": 0.4761117398738861,
	"learning_rate": 1.5446402234531934e-06,
	"loss": 1.0637744665145874,
	"step": 700
	},
	{
	"epoch": 2.7968127490039842,
	"grad_norm": 0.31293293833732605,
	"learning_rate": 1.5321403798699924e-06,
	"loss": 0.6461257934570312,
	"step": 702
	},
	{
	"epoch": 2.804780876494024,
	"grad_norm": 0.5470765233039856,
	"learning_rate": 1.5196934745383456e-06,
	"loss": 1.2460167407989502,
	"step": 704
	},
	{
	"epoch": 2.812749003984064,
	"grad_norm": 0.21187008917331696,
	"learning_rate": 1.5073000485037044e-06,
	"loss": 1.264428734779358,
	"step": 706
	},
	{
	"epoch": 2.8207171314741037,
	"grad_norm": 0.5381740927696228,
	"learning_rate": 1.4949606404868638e-06,
	"loss": 1.1104791164398193,
	"step": 708
	},
	{
	"epoch": 2.8286852589641436,
	"grad_norm": 0.6435518264770508,
	"learning_rate": 1.4826757868605519e-06,
	"loss": 0.5485662221908569,
	"step": 710
	},
	{
	"epoch": 2.8366533864541834,
	"grad_norm": 0.28011929988861084,
	"learning_rate": 1.4704460216261125e-06,
	"loss": 1.0793448686599731,
	"step": 712
	},
	{
	"epoch": 2.8446215139442232,
	"grad_norm": 0.3088745176792145,
	"learning_rate": 1.458271876390287e-06,
	"loss": 0.623894989490509,
	"step": 714
	},
	{
	"epoch": 2.852589641434263,
	"grad_norm": 0.3380941152572632,
	"learning_rate": 1.446153880342117e-06,
	"loss": 1.0458285808563232,
	"step": 716
	},
	{
	"epoch": 2.860557768924303,
	"grad_norm": 0.733073890209198,
	"learning_rate": 1.4340925602299337e-06,
	"loss": 0.6764969825744629,
	"step": 718
	},
	{
	"epoch": 2.8685258964143427,
	"grad_norm": 0.2842513918876648,
	"learning_rate": 1.4220884403384656e-06,
	"loss": 0.5900357961654663,
	"step": 720
	},
	{
	"epoch": 2.8764940239043826,
	"grad_norm": 0.4980064034461975,
	"learning_rate": 1.4101420424660433e-06,
	"loss": 0.7422754764556885,
	"step": 722
	},
	{
	"epoch": 2.8844621513944224,
	"grad_norm": 0.5263570547103882,
	"learning_rate": 1.3982538859019219e-06,
	"loss": 0.621476411819458,
	"step": 724
	},
	{
	"epoch": 2.8924302788844622,
	"grad_norm": 0.34509947896003723,
	"learning_rate": 1.3864244874037096e-06,
	"loss": 1.008946418762207,
	"step": 726
	},
	{
	"epoch": 2.900398406374502,
	"grad_norm": 0.2824869751930237,
	"learning_rate": 1.3746543611749007e-06,
	"loss": 0.5831305384635925,
	"step": 728
	},
	{
	"epoch": 2.908366533864542,
	"grad_norm": 0.35344237089157104,
	"learning_rate": 1.3629440188425285e-06,
	"loss": 0.9950648546218872,
	"step": 730
	},
	{
	"epoch": 2.9163346613545817,
	"grad_norm": 0.4040015935897827,
	"learning_rate": 1.351293969434921e-06,
	"loss": 0.4139801263809204,
	"step": 732
	},
	{
	"epoch": 2.9243027888446216,
	"grad_norm": 0.2865569591522217,
	"learning_rate": 1.3397047193595809e-06,
	"loss": 1.0677540302276611,
	"step": 734
	},
	{
	"epoch": 2.9322709163346614,
	"grad_norm": 1.1370466947555542,
	"learning_rate": 1.3281767723811651e-06,
	"loss": 0.43931376934051514,
	"step": 736
	},
	{
	"epoch": 2.9402390438247012,
	"grad_norm": 1.879893183708191,
	"learning_rate": 1.3167106295995923e-06,
	"loss": 0.8960666060447693,
	"step": 738
	},
	{
	"epoch": 2.948207171314741,
	"grad_norm": 0.44126853346824646,
	"learning_rate": 1.3053067894282624e-06,
	"loss": 1.1758267879486084,
	"step": 740
	},
	{
	"epoch": 2.956175298804781,
	"grad_norm": 11.338512420654297,
	"learning_rate": 1.2939657475723844e-06,
	"loss": 0.48371633887290955,
	"step": 742
	},
	{
	"epoch": 2.9641434262948207,
	"grad_norm": 0.27216267585754395,
	"learning_rate": 1.2826879970074346e-06,
	"loss": 0.9077948927879333,
	"step": 744
	},
	{
	"epoch": 2.9721115537848606,
	"grad_norm": 0.2819850444793701,
	"learning_rate": 1.271474027957727e-06,
	"loss": 0.8929274082183838,
	"step": 746
	},
	{
	"epoch": 2.9800796812749004,
	"grad_norm": 0.36070162057876587,
	"learning_rate": 1.2603243278751043e-06,
	"loss": 0.5501183271408081,
	"step": 748
	},
	{
	"epoch": 2.9880478087649402,
	"grad_norm": 0.3890959620475769,
	"learning_rate": 1.249239381417746e-06,
	"loss": 0.1415092945098877,
	"step": 750
	},
	{
	"epoch": 2.99601593625498,
	"grad_norm": 0.25319811701774597,
	"learning_rate": 1.238219670429104e-06,
	"loss": 1.0322911739349365,
	"step": 752
	},
	{
	"epoch": 3.00398406374502,
	"grad_norm": 0.24590496718883514,
	"learning_rate": 1.2272656739169589e-06,
	"loss": 0.5773763656616211,
	"step": 754
	},
	{
	"epoch": 3.0119521912350598,
	"grad_norm": 0.40709877014160156,
	"learning_rate": 1.2163778680325948e-06,
	"loss": 0.6369284987449646,
	"step": 756
	},
	{
	"epoch": 3.0199203187250996,
	"grad_norm": 0.22158946096897125,
	"learning_rate": 1.2055567260501055e-06,
	"loss": 0.3463606834411621,
	"step": 758
	},
	{
	"epoch": 3.0278884462151394,
	"grad_norm": 0.3506253957748413,
	"learning_rate": 1.1948027183458182e-06,
	"loss": 0.7111614346504211,
	"step": 760
	},
	{
	"epoch": 3.0358565737051793,
	"grad_norm": 0.6726877689361572,
	"learning_rate": 1.18411631237785e-06,
	"loss": 0.477986216545105,
	"step": 762
	},
	{
	"epoch": 3.043824701195219,
	"grad_norm": 0.4653856158256531,
	"learning_rate": 1.173497972665788e-06,
	"loss": 0.9941408634185791,
	"step": 764
	},
	{
	"epoch": 3.051792828685259,
	"grad_norm": 0.5946168899536133,
	"learning_rate": 1.1629481607704964e-06,
	"loss": 0.18817652761936188,
	"step": 766
	},
	{
	"epoch": 3.0597609561752988,
	"grad_norm": 0.32912683486938477,
	"learning_rate": 1.1524673352740543e-06,
	"loss": 0.5973628163337708,
	"step": 768
	},
	{
	"epoch": 3.0677290836653386,
	"grad_norm": 0.8259820938110352,
	"learning_rate": 1.1420559517598206e-06,
	"loss": 0.8266685009002686,
	"step": 770
	},
	{
	"epoch": 3.0756972111553784,
	"grad_norm": 0.3163120150566101,
	"learning_rate": 1.13171446279263e-06,
	"loss": 0.9833706021308899,
	"step": 772
	},
	{
	"epoch": 3.0836653386454183,
	"grad_norm": 0.8297820091247559,
	"learning_rate": 1.1214433178991258e-06,
	"loss": 0.8756715059280396,
	"step": 774
	},
	{
	"epoch": 3.091633466135458,
	"grad_norm": 0.25764045119285583,
	"learning_rate": 1.111242963548212e-06,
	"loss": 0.5852322578430176,
	"step": 776
	},
	{
	"epoch": 3.099601593625498,
	"grad_norm": 0.4293316602706909,
	"learning_rate": 1.1011138431316538e-06,
	"loss": 0.61106276512146,
	"step": 778
	},
	{
	"epoch": 3.1075697211155378,
	"grad_norm": 0.2946054935455322,
	"learning_rate": 1.0910563969447969e-06,
	"loss": 0.9739710092544556,
	"step": 780
	},
	{
	"epoch": 3.1155378486055776,
	"grad_norm": 0.15605485439300537,
	"learning_rate": 1.0810710621674355e-06,
	"loss": 0.40483349561691284,
	"step": 782
	},
	{
	"epoch": 3.1235059760956174,
	"grad_norm": 0.8007962107658386,
	"learning_rate": 1.0711582728448034e-06,
	"loss": 1.0255299806594849,
	"step": 784
	},
	{
	"epoch": 3.1314741035856573,
	"grad_norm": 0.26464608311653137,
	"learning_rate": 1.0613184598687088e-06,
	"loss": 0.8855907320976257,
	"step": 786
	},
	{
	"epoch": 3.139442231075697,
	"grad_norm": 1.0915319919586182,
	"learning_rate": 1.0515520509588076e-06,
	"loss": 0.6511921882629395,
	"step": 788
	},
	{
	"epoch": 3.147410358565737,
	"grad_norm": 0.15582917630672455,
	"learning_rate": 1.0418594706440022e-06,
	"loss": 0.5405547618865967,
	"step": 790
	},
	{
	"epoch": 3.1553784860557768,
	"grad_norm": 0.9305787682533264,
	"learning_rate": 1.0322411402439982e-06,
	"loss": 0.7616873979568481,
	"step": 792
	},
	{
	"epoch": 3.1633466135458166,
	"grad_norm": 0.08206583559513092,
	"learning_rate": 1.0226974778509846e-06,
	"loss": 0.30544817447662354,
	"step": 794
	},
	{
	"epoch": 3.1713147410358564,
	"grad_norm": 0.39827874302864075,
	"learning_rate": 1.0132288983114611e-06,
	"loss": 0.6539348363876343,
	"step": 796
	},
	{
	"epoch": 3.1792828685258963,
	"grad_norm": 1.0456311702728271,
	"learning_rate": 1.003835813208206e-06,
	"loss": 0.5528361201286316,
	"step": 798
	},
	{
	"epoch": 3.187250996015936,
	"grad_norm": 2.366809129714966,
	"learning_rate": 9.945186308423832e-07,
	"loss": 0.8501113653182983,
	"step": 800
	},
	{
	"epoch": 3.195219123505976,
	"grad_norm": 0.20413146913051605,
	"learning_rate": 9.852777562157983e-07,
	"loss": 0.744661271572113,
	"step": 802
	},
	{
	"epoch": 3.2031872509960158,
	"grad_norm": 0.971601128578186,
	"learning_rate": 9.7611359101329e-07,
	"loss": 0.6784732341766357,
	"step": 804
	},
	{
	"epoch": 3.2111553784860556,
	"grad_norm": 1.0325769186019897,
	"learning_rate": 9.670265335852725e-07,
	"loss": 1.1338965892791748,
	"step": 806
	},
	{
	"epoch": 3.2191235059760954,
	"grad_norm": 0.8139323592185974,
	"learning_rate": 9.580169789304152e-07,
	"loss": 0.3782649040222168,
	"step": 808
	},
	{
	"epoch": 3.2270916334661353,
	"grad_norm": 0.3383195698261261,
	"learning_rate": 9.490853186784801e-07,
	"loss": 0.7245016694068909,
	"step": 810
	},
	{
	"epoch": 3.235059760956175,
	"grad_norm": 0.9236894249916077,
	"learning_rate": 9.402319410732911e-07,
	"loss": 0.3917732834815979,
	"step": 812
	},
	{
	"epoch": 3.243027888446215,
	"grad_norm": 0.4874762296676636,
	"learning_rate": 9.314572309558617e-07,
	"loss": 0.8519300818443298,
	"step": 814
	},
	{
	"epoch": 3.2509960159362548,
	"grad_norm": 1.5864741802215576,
	"learning_rate": 9.227615697476674e-07,
	"loss": 0.3443653881549835,
	"step": 816
	},
	{
	"epoch": 3.2589641434262946,
	"grad_norm": 0.247799351811409,
	"learning_rate": 9.141453354340619e-07,
	"loss": 0.9757431149482727,
	"step": 818
	},
	{
	"epoch": 3.2669322709163344,
	"grad_norm": 1.8981910943984985,
	"learning_rate": 9.056089025478495e-07,
	"loss": 0.5854407548904419,
	"step": 820
	},
	{
	"epoch": 3.2749003984063743,
	"grad_norm": 1.3040696382522583,
	"learning_rate": 8.971526421530067e-07,
	"loss": 0.7975965142250061,
	"step": 822
	},
	{
	"epoch": 3.2828685258964145,
	"grad_norm": 1.1990466117858887,
	"learning_rate": 8.887769218285469e-07,
	"loss": 0.5837783217430115,
	"step": 824
	},
	{
	"epoch": 3.2908366533864544,
	"grad_norm": 0.353559672832489,
	"learning_rate": 8.804821056525498e-07,
	"loss": 0.9902276992797852,
	"step": 826
	},
	{
	"epoch": 3.298804780876494,
	"grad_norm": 0.7336722612380981,
	"learning_rate": 8.722685541863284e-07,
	"loss": 0.9774597883224487,
	"step": 828
	},
	{
	"epoch": 3.306772908366534,
	"grad_norm": 0.710015058517456,
	"learning_rate": 8.641366244587612e-07,
	"loss": 0.9188675284385681,
	"step": 830
	},
	{
	"epoch": 3.314741035856574,
	"grad_norm": 1.9346073865890503,
	"learning_rate": 8.560866699507703e-07,
	"loss": 0.5201735496520996,
	"step": 832
	},
	{
	"epoch": 3.3227091633466137,
	"grad_norm": 1.0097771883010864,
	"learning_rate": 8.481190405799569e-07,
	"loss": 0.3331214487552643,
	"step": 834
	},
	{
	"epoch": 3.3306772908366535,
	"grad_norm": 1.9304558038711548,
	"learning_rate": 8.402340826853908e-07,
	"loss": 0.5550777316093445,
	"step": 836
	},
	{
	"epoch": 3.3386454183266934,
	"grad_norm": 0.5220862030982971,
	"learning_rate": 8.324321390125548e-07,
	"loss": 0.786139190196991,
	"step": 838
	},
	{
	"epoch": 3.346613545816733,
	"grad_norm": 2.224722385406494,
	"learning_rate": 8.247135486984487e-07,
	"loss": 0.2027917355298996,
	"step": 840
	},
	{
	"epoch": 3.354581673306773,
	"grad_norm": 0.8310621976852417,
	"learning_rate": 8.170786472568451e-07,
	"loss": 0.7440991997718811,
	"step": 842
	},
	{
	"epoch": 3.362549800796813,
	"grad_norm": 2.902597665786743,
	"learning_rate": 8.095277665637061e-07,
	"loss": 0.6892938613891602,
	"step": 844
	},
	{
	"epoch": 3.3705179282868527,
	"grad_norm": 0.3163703680038452,
	"learning_rate": 8.020612348427572e-07,
	"loss": 1.0154277086257935,
	"step": 846
	},
	{
	"epoch": 3.3784860557768925,
	"grad_norm": 0.28178870677948,
	"learning_rate": 7.946793766512195e-07,
	"loss": 0.9631707072257996,
	"step": 848
	},
	{
	"epoch": 3.3864541832669324,
	"grad_norm": 1.025127649307251,
	"learning_rate": 7.873825128657034e-07,
	"loss": 1.1313951015472412,
	"step": 850
	},
	{
	"epoch": 3.394422310756972,
	"grad_norm": 0.3478102385997772,
	"learning_rate": 7.801709606682573e-07,
	"loss": 0.959987223148346,
	"step": 852
	},
	{
	"epoch": 3.402390438247012,
	"grad_norm": 1.1878464221954346,
	"learning_rate": 7.730450335325852e-07,
	"loss": 0.572114109992981,
	"step": 854
	},
	{
	"epoch": 3.410358565737052,
	"grad_norm": 0.4103242754936218,
	"learning_rate": 7.660050412104153e-07,
	"loss": 0.9260150790214539,
	"step": 856
	},
	{
	"epoch": 3.4183266932270917,
	"grad_norm": 0.35635825991630554,
	"learning_rate": 7.5905128971804e-07,
	"loss": 1.0890753269195557,
	"step": 858
	},
	{
	"epoch": 3.4262948207171315,
	"grad_norm": 0.43806806206703186,
	"learning_rate": 7.521840813230098e-07,
	"loss": 1.0328636169433594,
	"step": 860
	},
	{
	"epoch": 3.4342629482071714,
	"grad_norm": 0.3665009140968323,
	"learning_rate": 7.454037145309986e-07,
	"loss": 0.7346044778823853,
	"step": 862
	},
	{
	"epoch": 3.442231075697211,
	"grad_norm": 0.8226467370986938,
	"learning_rate": 7.38710484072826e-07,
	"loss": 0.5700799226760864,
	"step": 864
	},
	{
	"epoch": 3.450199203187251,
	"grad_norm": 0.47432562708854675,
	"learning_rate": 7.321046808916427e-07,
	"loss": 0.8751451969146729,
	"step": 866
	},
	{
	"epoch": 3.458167330677291,
	"grad_norm": 0.40358126163482666,
	"learning_rate": 7.255865921302902e-07,
	"loss": 0.7393505573272705,
	"step": 868
	},
	{
	"epoch": 3.4661354581673307,
	"grad_norm": 0.48215898871421814,
	"learning_rate": 7.191565011188149e-07,
	"loss": 0.5352509617805481,
	"step": 870
	},
	{
	"epoch": 3.4741035856573705,
	"grad_norm": 0.12182939052581787,
	"learning_rate": 7.128146873621533e-07,
	"loss": 0.5865047574043274,
	"step": 872
	},
	{
	"epoch": 3.4820717131474104,
	"grad_norm": 0.17820458114147186,
	"learning_rate": 7.065614265279819e-07,
	"loss": 0.7133850455284119,
	"step": 874
	},
	{
	"epoch": 3.49003984063745,
	"grad_norm": 0.3160170912742615,
	"learning_rate": 7.00396990434734e-07,
	"loss": 0.5455622673034668,
	"step": 876
	},
	{
	"epoch": 3.49800796812749,
	"grad_norm": 0.351772665977478,
	"learning_rate": 6.943216470397872e-07,
	"loss": 0.5637160539627075,
	"step": 878
	},
	{
	"epoch": 3.50597609561753,
	"grad_norm": 0.17558270692825317,
	"learning_rate": 6.883356604278116e-07,
	"loss": 0.42473936080932617,
	"step": 880
	},
	{
	"epoch": 3.5139442231075697,
	"grad_norm": 0.4387773275375366,
	"learning_rate": 6.824392907992938e-07,
	"loss": 0.6959361433982849,
	"step": 882
	},
	{
	"epoch": 3.5219123505976095,
	"grad_norm": 0.7810353636741638,
	"learning_rate": 6.76632794459224e-07,
	"loss": 0.28893864154815674,
	"step": 884
	},
	{
	"epoch": 3.5298804780876494,
	"grad_norm": 0.6736273169517517,
	"learning_rate": 6.709164238059568e-07,
	"loss": 0.7922133207321167,
	"step": 886
	},
	{
	"epoch": 3.537848605577689,
	"grad_norm": 0.4203196167945862,
	"learning_rate": 6.652904273202385e-07,
	"loss": 0.95040363073349,
	"step": 888
	},
	{
	"epoch": 3.545816733067729,
	"grad_norm": 0.3402877748012543,
	"learning_rate": 6.597550495544071e-07,
	"loss": 0.507298469543457,
	"step": 890
	},
	{
	"epoch": 3.553784860557769,
	"grad_norm": 0.7668086886405945,
	"learning_rate": 6.54310531121762e-07,
	"loss": 0.9591726064682007,
	"step": 892
	},
	{
	"epoch": 3.5617529880478087,
	"grad_norm": 0.38040411472320557,
	"learning_rate": 6.489571086861027e-07,
	"loss": 1.0543078184127808,
	"step": 894
	},
	{
	"epoch": 3.5697211155378485,
	"grad_norm": 0.1934942752122879,
	"learning_rate": 6.436950149514448e-07,
	"loss": 0.248811274766922,
	"step": 896
	},
	{
	"epoch": 3.5776892430278884,
	"grad_norm": 0.31154578924179077,
	"learning_rate": 6.385244786519036e-07,
	"loss": 0.6420713067054749,
	"step": 898
	},
	{
	"epoch": 3.585657370517928,
	"grad_norm": 0.3321472704410553,
	"learning_rate": 6.334457245417491e-07,
	"loss": 0.2751573324203491,
	"step": 900
	},
	{
	"epoch": 3.593625498007968,
	"grad_norm": 3.3124876022338867,
	"learning_rate": 6.284589733856403e-07,
	"loss": 0.10058709979057312,
	"step": 902
	},
	{
	"epoch": 3.601593625498008,
	"grad_norm": 0.8314961791038513,
	"learning_rate": 6.235644419490253e-07,
	"loss": 0.8496547937393188,
	"step": 904
	},
	{
	"epoch": 3.6095617529880477,
	"grad_norm": 1.726009726524353,
	"learning_rate": 6.18762342988722e-07,
	"loss": 0.6637760400772095,
	"step": 906
	},
	{
	"epoch": 3.6175298804780875,
	"grad_norm": 0.3086608350276947,
	"learning_rate": 6.140528852436666e-07,
	"loss": 0.9243069887161255,
	"step": 908
	},
	{
	"epoch": 3.6254980079681274,
	"grad_norm": 1.2038524150848389,
	"learning_rate": 6.094362734258438e-07,
	"loss": 1.0163464546203613,
	"step": 910
	},
	{
	"epoch": 3.633466135458167,
	"grad_norm": 0.21963441371917725,
	"learning_rate": 6.049127082113853e-07,
	"loss": 0.04721667245030403,
	"step": 912
	},
	{
	"epoch": 3.641434262948207,
	"grad_norm": 0.44886183738708496,
	"learning_rate": 6.004823862318475e-07,
	"loss": 0.850946843624115,
	"step": 914
	},
	{
	"epoch": 3.649402390438247,
	"grad_norm": 2.2290444374084473,
	"learning_rate": 5.961455000656656e-07,
	"loss": 0.8006585836410522,
	"step": 916
	},
	{
	"epoch": 3.6573705179282867,
	"grad_norm": 2.3044376373291016,
	"learning_rate": 5.919022382297808e-07,
	"loss": 0.21657533943653107,
	"step": 918
	},
	{
	"epoch": 3.6653386454183265,
	"grad_norm": 0.33850589394569397,
	"learning_rate": 5.877527851714479e-07,
	"loss": 0.9726195931434631,
	"step": 920
	},
	{
	"epoch": 3.6733067729083664,
	"grad_norm": 0.38078171014785767,
	"learning_rate": 5.836973212602144e-07,
	"loss": 0.15247878432273865,
	"step": 922
	},
	{
	"epoch": 3.681274900398406,
	"grad_norm": 0.8443194627761841,
	"learning_rate": 5.797360227800832e-07,
	"loss": 0.9894143342971802,
	"step": 924
	},
	{
	"epoch": 3.6892430278884465,
	"grad_norm": 0.8032966256141663,
	"learning_rate": 5.758690619218493e-07,
	"loss": 0.32026636600494385,
	"step": 926
	},
	{
	"epoch": 3.6972111553784863,
	"grad_norm": 0.21422258019447327,
	"learning_rate": 5.720966067756131e-07,
	"loss": 0.5714766979217529,
	"step": 928
	},
	{
	"epoch": 3.705179282868526,
	"grad_norm": 0.19034920632839203,
	"learning_rate": 5.684188213234763e-07,
	"loss": 0.8764244914054871,
	"step": 930
	},
	{
	"epoch": 3.713147410358566,
	"grad_norm": 0.3586026430130005,
	"learning_rate": 5.648358654324119e-07,
	"loss": 0.975957453250885,
	"step": 932
	},
	{
	"epoch": 3.721115537848606,
	"grad_norm": 0.6390727758407593,
	"learning_rate": 5.613478948473166e-07,
	"loss": 0.5872451066970825,
	"step": 934
	},
	{
	"epoch": 3.7290836653386457,
	"grad_norm": 0.33791130781173706,
	"learning_rate": 5.579550611842395e-07,
	"loss": 0.8956487774848938,
	"step": 936
	},
	{
	"epoch": 3.7370517928286855,
	"grad_norm": 0.812251627445221,
	"learning_rate": 5.546575119237923e-07,
	"loss": 0.6741803288459778,
	"step": 938
	},
	{
	"epoch": 3.7450199203187253,
	"grad_norm": 0.45107942819595337,
	"learning_rate": 5.514553904047394e-07,
	"loss": 0.8398787975311279,
	"step": 940
	},
	{
	"epoch": 3.752988047808765,
	"grad_norm": 6.392262935638428,
	"learning_rate": 5.483488358177647e-07,
	"loss": 0.7718819975852966,
	"step": 942
	},
	{
	"epoch": 3.760956175298805,
	"grad_norm": 0.3152640759944916,
	"learning_rate": 5.453379831994238e-07,
	"loss": 0.5291160345077515,
	"step": 944
	},
	{
	"epoch": 3.768924302788845,
	"grad_norm": 0.330775648355484,
	"learning_rate": 5.424229634262735e-07,
	"loss": 1.0034441947937012,
	"step": 946
	},
	{
	"epoch": 3.7768924302788847,
	"grad_norm": 0.4409928619861603,
	"learning_rate": 5.396039032091826e-07,
	"loss": 0.5757849812507629,
	"step": 948
	},
	{
	"epoch": 3.7848605577689245,
	"grad_norm": 0.26044970750808716,
	"learning_rate": 5.368809250878228e-07,
	"loss": 0.9730173945426941,
	"step": 950
	},
	{
	"epoch": 3.7928286852589643,
	"grad_norm": 0.30905112624168396,
	"learning_rate": 5.342541474253438e-07,
	"loss": 0.9819098711013794,
	"step": 952
	},
	{
	"epoch": 3.800796812749004,
	"grad_norm": 0.32488954067230225,
	"learning_rate": 5.317236844032285e-07,
	"loss": 0.5931157469749451,
	"step": 954
	},
	{
	"epoch": 3.808764940239044,
	"grad_norm": 1.3462376594543457,
	"learning_rate": 5.292896460163282e-07,
	"loss": 0.7901210188865662,
	"step": 956
	},
	{
	"epoch": 3.816733067729084,
	"grad_norm": 1.3947076797485352,
	"learning_rate": 5.269521380680823e-07,
	"loss": 0.6023671627044678,
	"step": 958
	},
	{
	"epoch": 3.8247011952191237,
	"grad_norm": 0.5845421552658081,
	"learning_rate": 5.247112621659186e-07,
	"loss": 0.7232294082641602,
	"step": 960
	},
	{
	"epoch": 3.8326693227091635,
	"grad_norm": 0.7334157228469849,
	"learning_rate": 5.225671157168378e-07,
	"loss": 0.5757493376731873,
	"step": 962
	},
	{
	"epoch": 3.8406374501992033,
	"grad_norm": 0.6218270659446716,
	"learning_rate": 5.205197919231773e-07,
	"loss": 0.9987547397613525,
	"step": 964
	},
	{
	"epoch": 3.848605577689243,
	"grad_norm": 0.5024552345275879,
	"learning_rate": 5.185693797785624e-07,
	"loss": 0.38397306203842163,
	"step": 966
	},
	{
	"epoch": 3.856573705179283,
	"grad_norm": 0.3402678966522217,
	"learning_rate": 5.167159640640358e-07,
	"loss": 0.5714554786682129,
	"step": 968
	},
	{
	"epoch": 3.864541832669323,
	"grad_norm": 1.142331600189209,
	"learning_rate": 5.149596253443733e-07,
	"loss": 0.7634201049804688,
	"step": 970
	},
	{
	"epoch": 3.8725099601593627,
	"grad_norm": 0.5436675548553467,
	"learning_rate": 5.133004399645818e-07,
	"loss": 0.5609928369522095,
	"step": 972
	},
	{
	"epoch": 3.8804780876494025,
	"grad_norm": 0.21825340390205383,
	"learning_rate": 5.117384800465806e-07,
	"loss": 0.44919031858444214,
	"step": 974
	},
	{
	"epoch": 3.8884462151394423,
	"grad_norm": 0.269243061542511,
	"learning_rate": 5.102738134860656e-07,
	"loss": 0.9820560812950134,
	"step": 976
	},
	{
	"epoch": 3.896414342629482,
	"grad_norm": 1.8968443870544434,
	"learning_rate": 5.089065039495598e-07,
	"loss": 0.5496000051498413,
	"step": 978
	},
	{
	"epoch": 3.904382470119522,
	"grad_norm": 0.2789445221424103,
	"learning_rate": 5.076366108716438e-07,
	"loss": 0.41555333137512207,
	"step": 980
	},
	{
	"epoch": 3.912350597609562,
	"grad_norm": 0.47752612829208374,
	"learning_rate": 5.064641894523737e-07,
	"loss": 0.49113360047340393,
	"step": 982
	},
	{
	"epoch": 3.9203187250996017,
	"grad_norm": 0.4510054886341095,
	"learning_rate": 5.053892906548811e-07,
	"loss": 0.9245374202728271,
	"step": 984
	},
	{
	"epoch": 3.9282868525896415,
	"grad_norm": 0.8031210899353027,
	"learning_rate": 5.044119612031576e-07,
	"loss": 0.15530680119991302,
	"step": 986
	},
	{
	"epoch": 3.9362549800796813,
	"grad_norm": 0.6413305401802063,
	"learning_rate": 5.035322435800248e-07,
	"loss": 0.6123966574668884,
	"step": 988
	},
	{
	"epoch": 3.944223107569721,
	"grad_norm": 0.22468869388103485,
	"learning_rate": 5.027501760252857e-07,
	"loss": 0.5892717242240906,
	"step": 990
	},
	{
	"epoch": 3.952191235059761,
	"grad_norm": 0.6182029843330383,
	"learning_rate": 5.02065792534065e-07,
	"loss": 1.0206186771392822,
	"step": 992
	},
	{
	"epoch": 3.960159362549801,
	"grad_norm": 0.27039653062820435,
	"learning_rate": 5.014791228553294e-07,
	"loss": 0.24477030336856842,
	"step": 994
	},
	{
	"epoch": 3.9681274900398407,
	"grad_norm": 0.5045114755630493,
	"learning_rate": 5.00990192490595e-07,
	"loss": 0.9143338799476624,
	"step": 996
	},
	{
	"epoch": 3.9760956175298805,
	"grad_norm": 0.23271803557872772,
	"learning_rate": 5.005990226928196e-07,
	"loss": 0.5732707381248474,
	"step": 998
	},
	{
	"epoch": 3.9840637450199203,
	"grad_norm": 0.9926494359970093,
	"learning_rate": 5.003056304654774e-07,
	"loss": 0.4782474935054779,
	"step": 1000
	},
	{
	"epoch": 3.99203187250996,
	"grad_norm": 0.42918381094932556,
	"learning_rate": 5.001100285618214e-07,
	"loss": 0.9882228970527649,
	"step": 1002
	},
	{
	"epoch": 4.0,
	"grad_norm": 0.2043452113866806,
	"learning_rate": 5.000122254843282e-07,
	"loss": 0.3125912547111511,
	"step": 1004
	},
	{
	"epoch": 4.0,
	"step": 1004,
	"total_flos": 3.519329211045118e+18,
	"train_loss": 0.888545433905317,
	"train_runtime": 9327.0059,
	"train_samples_per_second": 6.459,
	"train_steps_per_second": 0.108
	}
	],
	"logging_steps": 2,
	"max_steps": 1004,
	"num_input_tokens_seen": 0,
	"num_train_epochs": 4,
	"save_steps": 99999,
	"stateful_callbacks": {
	"TrainerControl": {
	"args": {
	"should_epoch_stop": false,
	"should_evaluate": false,
	"should_log": false,
	"should_save": false,
	"should_training_stop": false
	},
	"attributes": {}
	}
	},
	"total_flos": 3.519329211045118e+18,
	"train_batch_size": 3,
	"trial_name": null,
	"trial_params": null
	}