Instructions to use furproxy/9b-69 with libraries, inference providers, notebooks, and local apps. Follow these links to get started.

Libraries

How to use furproxy/9b-69 with Transformers:

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

pipe = pipeline("image-text-to-text", model="furproxy/9b-69")
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-69")
model = AutoModelForImageTextToText.from_pretrained("furproxy/9b-69")
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-69 with vLLM:

Install from pip and serve model

# Install vLLM from pip:
pip install vllm
# Start the vLLM server:
vllm serve "furproxy/9b-69"
# 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-69",
		"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-69

SGLang

How to use furproxy/9b-69 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-69" \
    --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-69",
		"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-69" \
        --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-69",
		"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-69 with Docker Model Runner:
```
docker model run hf.co/furproxy/9b-69
```

9b-69 / trainer_state.json

furproxy

Upload folder using huggingface_hub

a2a1521 verified about 2 months ago

raw

history blame contribute delete

93.7 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": 0.8425382375717163,
	"learning_rate": 1.9607843137254902e-08,
	"loss": 2.0922725200653076,
	"step": 2
	},
	{
	"epoch": 0.01593625498007968,
	"grad_norm": 0.803239107131958,
	"learning_rate": 5.88235294117647e-08,
	"loss": 2.010118246078491,
	"step": 4
	},
	{
	"epoch": 0.02390438247011952,
	"grad_norm": 2.5188472270965576,
	"learning_rate": 9.80392156862745e-08,
	"loss": 2.2071139812469482,
	"step": 6
	},
	{
	"epoch": 0.03187250996015936,
	"grad_norm": 0.8189099431037903,
	"learning_rate": 1.3725490196078432e-07,
	"loss": 1.9252610206604004,
	"step": 8
	},
	{
	"epoch": 0.0398406374501992,
	"grad_norm": 1.6914823055267334,
	"learning_rate": 1.764705882352941e-07,
	"loss": 1.6076843738555908,
	"step": 10
	},
	{
	"epoch": 0.04780876494023904,
	"grad_norm": 1.1839359998703003,
	"learning_rate": 2.156862745098039e-07,
	"loss": 1.8892102241516113,
	"step": 12
	},
	{
	"epoch": 0.055776892430278883,
	"grad_norm": 2.1418583393096924,
	"learning_rate": 2.549019607843137e-07,
	"loss": 2.9728989601135254,
	"step": 14
	},
	{
	"epoch": 0.06374501992031872,
	"grad_norm": 3.9288241863250732,
	"learning_rate": 2.941176470588235e-07,
	"loss": 5.759878635406494,
	"step": 16
	},
	{
	"epoch": 0.07171314741035857,
	"grad_norm": 1.1443700790405273,
	"learning_rate": 3.333333333333333e-07,
	"loss": 2.0372538566589355,
	"step": 18
	},
	{
	"epoch": 0.0796812749003984,
	"grad_norm": 0.8676067590713501,
	"learning_rate": 3.7254901960784315e-07,
	"loss": 1.881750464439392,
	"step": 20
	},
	{
	"epoch": 0.08764940239043825,
	"grad_norm": 1.101248860359192,
	"learning_rate": 4.117647058823529e-07,
	"loss": 2.997101068496704,
	"step": 22
	},
	{
	"epoch": 0.09561752988047809,
	"grad_norm": 1.9547584056854248,
	"learning_rate": 4.5098039215686274e-07,
	"loss": 1.8748698234558105,
	"step": 24
	},
	{
	"epoch": 0.10358565737051793,
	"grad_norm": 0.5487688183784485,
	"learning_rate": 4.901960784313725e-07,
	"loss": 1.868337869644165,
	"step": 26
	},
	{
	"epoch": 0.11155378486055777,
	"grad_norm": 1.0396053791046143,
	"learning_rate": 5.294117647058823e-07,
	"loss": 1.952110767364502,
	"step": 28
	},
	{
	"epoch": 0.11952191235059761,
	"grad_norm": 2.0077109336853027,
	"learning_rate": 5.686274509803921e-07,
	"loss": 1.9521887302398682,
	"step": 30
	},
	{
	"epoch": 0.12749003984063745,
	"grad_norm": 1.8067870140075684,
	"learning_rate": 6.078431372549019e-07,
	"loss": 1.727762222290039,
	"step": 32
	},
	{
	"epoch": 0.13545816733067728,
	"grad_norm": 1.690971851348877,
	"learning_rate": 6.470588235294117e-07,
	"loss": 1.7112396955490112,
	"step": 34
	},
	{
	"epoch": 0.14342629482071714,
	"grad_norm": 0.4531589448451996,
	"learning_rate": 6.862745098039216e-07,
	"loss": 1.721122145652771,
	"step": 36
	},
	{
	"epoch": 0.15139442231075698,
	"grad_norm": 0.8850814700126648,
	"learning_rate": 7.254901960784313e-07,
	"loss": 1.4740442037582397,
	"step": 38
	},
	{
	"epoch": 0.1593625498007968,
	"grad_norm": 0.3963426649570465,
	"learning_rate": 7.647058823529411e-07,
	"loss": 1.6165574789047241,
	"step": 40
	},
	{
	"epoch": 0.16733067729083664,
	"grad_norm": 2.674665927886963,
	"learning_rate": 8.03921568627451e-07,
	"loss": 1.2724214792251587,
	"step": 42
	},
	{
	"epoch": 0.1752988047808765,
	"grad_norm": 0.38429734110832214,
	"learning_rate": 8.431372549019608e-07,
	"loss": 1.3460066318511963,
	"step": 44
	},
	{
	"epoch": 0.18326693227091634,
	"grad_norm": 1.1492419242858887,
	"learning_rate": 8.823529411764705e-07,
	"loss": 1.118135690689087,
	"step": 46
	},
	{
	"epoch": 0.19123505976095617,
	"grad_norm": 1.7088249921798706,
	"learning_rate": 9.215686274509803e-07,
	"loss": 1.3846871852874756,
	"step": 48
	},
	{
	"epoch": 0.199203187250996,
	"grad_norm": 0.6297861933708191,
	"learning_rate": 9.607843137254902e-07,
	"loss": 1.5227962732315063,
	"step": 50
	},
	{
	"epoch": 0.20717131474103587,
	"grad_norm": 0.732559084892273,
	"learning_rate": 1e-06,
	"loss": 1.4811941385269165,
	"step": 52
	},
	{
	"epoch": 0.2151394422310757,
	"grad_norm": 1.7871214151382446,
	"learning_rate": 9.999902196391085e-07,
	"loss": 1.3609808683395386,
	"step": 54
	},
	{
	"epoch": 0.22310756972111553,
	"grad_norm": 0.7547661662101746,
	"learning_rate": 9.999608789815699e-07,
	"loss": 1.6412900686264038,
	"step": 56
	},
	{
	"epoch": 0.23107569721115537,
	"grad_norm": 0.6946903467178345,
	"learning_rate": 9.999119793027712e-07,
	"loss": 1.5298701524734497,
	"step": 58
	},
	{
	"epoch": 0.23904382470119523,
	"grad_norm": 0.4203775227069855,
	"learning_rate": 9.998435227282974e-07,
	"loss": 1.0508219003677368,
	"step": 60
	},
	{
	"epoch": 0.24701195219123506,
	"grad_norm": 0.7225731611251831,
	"learning_rate": 9.997555122338371e-07,
	"loss": 1.5216001272201538,
	"step": 62
	},
	{
	"epoch": 0.2549800796812749,
	"grad_norm": 1.30720055103302,
	"learning_rate": 9.996479516450542e-07,
	"loss": 1.2563985586166382,
	"step": 64
	},
	{
	"epoch": 0.26294820717131473,
	"grad_norm": 0.3728600740432739,
	"learning_rate": 9.99520845637422e-07,
	"loss": 1.418299674987793,
	"step": 66
	},
	{
	"epoch": 0.27091633466135456,
	"grad_norm": 1.6880732774734497,
	"learning_rate": 9.993741997360183e-07,
	"loss": 1.0281386375427246,
	"step": 68
	},
	{
	"epoch": 0.2788844621513944,
	"grad_norm": 0.7022993564605713,
	"learning_rate": 9.992080203152872e-07,
	"loss": 1.6319724321365356,
	"step": 70
	},
	{
	"epoch": 0.2868525896414343,
	"grad_norm": 1.1037302017211914,
	"learning_rate": 9.990223145987605e-07,
	"loss": 0.9391559958457947,
	"step": 72
	},
	{
	"epoch": 0.2948207171314741,
	"grad_norm": 1.4968682527542114,
	"learning_rate": 9.988170906587447e-07,
	"loss": 1.2250131368637085,
	"step": 74
	},
	{
	"epoch": 0.30278884462151395,
	"grad_norm": 0.5804729461669922,
	"learning_rate": 9.985923574159694e-07,
	"loss": 1.5532232522964478,
	"step": 76
	},
	{
	"epoch": 0.3107569721115538,
	"grad_norm": 3.3081233501434326,
	"learning_rate": 9.983481246392002e-07,
	"loss": 1.0145370960235596,
	"step": 78
	},
	{
	"epoch": 0.3187250996015936,
	"grad_norm": 0.4309065341949463,
	"learning_rate": 9.980844029448134e-07,
	"loss": 0.8697817325592041,
	"step": 80
	},
	{
	"epoch": 0.32669322709163345,
	"grad_norm": 0.316090852022171,
	"learning_rate": 9.978012037963349e-07,
	"loss": 1.3778233528137207,
	"step": 82
	},
	{
	"epoch": 0.3346613545816733,
	"grad_norm": 0.7420907616615295,
	"learning_rate": 9.974985395039423e-07,
	"loss": 0.9268777966499329,
	"step": 84
	},
	{
	"epoch": 0.3426294820717131,
	"grad_norm": 0.4883190989494324,
	"learning_rate": 9.971764232239285e-07,
	"loss": 1.3983604907989502,
	"step": 86
	},
	{
	"epoch": 0.350597609561753,
	"grad_norm": 1.7797441482543945,
	"learning_rate": 9.968348689581315e-07,
	"loss": 0.9551000595092773,
	"step": 88
	},
	{
	"epoch": 0.35856573705179284,
	"grad_norm": 0.6802905797958374,
	"learning_rate": 9.964738915533242e-07,
	"loss": 1.4219110012054443,
	"step": 90
	},
	{
	"epoch": 0.3665338645418327,
	"grad_norm": 1.2425458431243896,
	"learning_rate": 9.960935067005704e-07,
	"loss": 1.196105718612671,
	"step": 92
	},
	{
	"epoch": 0.3745019920318725,
	"grad_norm": 0.4075991213321686,
	"learning_rate": 9.956937309345418e-07,
	"loss": 1.3398497104644775,
	"step": 94
	},
	{
	"epoch": 0.38247011952191234,
	"grad_norm": 0.8651424646377563,
	"learning_rate": 9.952745816327997e-07,
	"loss": 1.1787023544311523,
	"step": 96
	},
	{
	"epoch": 0.3904382470119522,
	"grad_norm": 0.7215142250061035,
	"learning_rate": 9.94836077015039e-07,
	"loss": 1.3582069873809814,
	"step": 98
	},
	{
	"epoch": 0.398406374501992,
	"grad_norm": 0.5184227228164673,
	"learning_rate": 9.943782361422975e-07,
	"loss": 0.9418277144432068,
	"step": 100
	},
	{
	"epoch": 0.4063745019920319,
	"grad_norm": 0.7048274874687195,
	"learning_rate": 9.939010789161259e-07,
	"loss": 1.3647910356521606,
	"step": 102
	},
	{
	"epoch": 0.41434262948207173,
	"grad_norm": 0.49403125047683716,
	"learning_rate": 9.934046260777237e-07,
	"loss": 0.821587860584259,
	"step": 104
	},
	{
	"epoch": 0.42231075697211157,
	"grad_norm": 1.0906405448913574,
	"learning_rate": 9.928888992070372e-07,
	"loss": 0.779825747013092,
	"step": 106
	},
	{
	"epoch": 0.4302788844621514,
	"grad_norm": 0.9795541763305664,
	"learning_rate": 9.923539207218217e-07,
	"loss": 1.0549049377441406,
	"step": 108
	},
	{
	"epoch": 0.43824701195219123,
	"grad_norm": 0.44692325592041016,
	"learning_rate": 9.91799713876667e-07,
	"loss": 1.3694568872451782,
	"step": 110
	},
	{
	"epoch": 0.44621513944223107,
	"grad_norm": 0.5556872487068176,
	"learning_rate": 9.912263027619856e-07,
	"loss": 0.8702759742736816,
	"step": 112
	},
	{
	"epoch": 0.4541832669322709,
	"grad_norm": 1.4165143966674805,
	"learning_rate": 9.906337123029674e-07,
	"loss": 1.1946947574615479,
	"step": 114
	},
	{
	"epoch": 0.46215139442231074,
	"grad_norm": 1.068716049194336,
	"learning_rate": 9.900219682584949e-07,
	"loss": 1.374321460723877,
	"step": 116
	},
	{
	"epoch": 0.4701195219123506,
	"grad_norm": 0.5233946442604065,
	"learning_rate": 9.893910972200236e-07,
	"loss": 1.422488808631897,
	"step": 118
	},
	{
	"epoch": 0.47808764940239046,
	"grad_norm": 0.4229278266429901,
	"learning_rate": 9.887411266104268e-07,
	"loss": 1.3195555210113525,
	"step": 120
	},
	{
	"epoch": 0.4860557768924303,
	"grad_norm": 0.38519975543022156,
	"learning_rate": 9.880720846828027e-07,
	"loss": 0.9988375306129456,
	"step": 122
	},
	{
	"epoch": 0.4940239043824701,
	"grad_norm": 1.230621576309204,
	"learning_rate": 9.873840005192465e-07,
	"loss": 1.0740467309951782,
	"step": 124
	},
	{
	"epoch": 0.50199203187251,
	"grad_norm": 1.4735175371170044,
	"learning_rate": 9.866769040295874e-07,
	"loss": 0.9878921508789062,
	"step": 126
	},
	{
	"epoch": 0.5099601593625498,
	"grad_norm": 0.6711484789848328,
	"learning_rate": 9.859508259500868e-07,
	"loss": 1.3353742361068726,
	"step": 128
	},
	{
	"epoch": 0.5179282868525896,
	"grad_norm": 0.4325737953186035,
	"learning_rate": 9.85205797842103e-07,
	"loss": 0.9991917014122009,
	"step": 130
	},
	{
	"epoch": 0.5258964143426295,
	"grad_norm": 0.45981335639953613,
	"learning_rate": 9.844418520907198e-07,
	"loss": 0.8318514227867126,
	"step": 132
	},
	{
	"epoch": 0.5338645418326693,
	"grad_norm": 0.6961105465888977,
	"learning_rate": 9.836590219033375e-07,
	"loss": 0.9709692001342773,
	"step": 134
	},
	{
	"epoch": 0.5418326693227091,
	"grad_norm": 0.7408419847488403,
	"learning_rate": 9.828573413082303e-07,
	"loss": 1.315981149673462,
	"step": 136
	},
	{
	"epoch": 0.549800796812749,
	"grad_norm": 0.7233710885047913,
	"learning_rate": 9.82036845153068e-07,
	"loss": 0.9771102070808411,
	"step": 138
	},
	{
	"epoch": 0.5577689243027888,
	"grad_norm": 1.1119574308395386,
	"learning_rate": 9.811975691033992e-07,
	"loss": 1.133639931678772,
	"step": 140
	},
	{
	"epoch": 0.5657370517928287,
	"grad_norm": 0.5853333473205566,
	"learning_rate": 9.80339549641102e-07,
	"loss": 1.0645649433135986,
	"step": 142
	},
	{
	"epoch": 0.5737051792828686,
	"grad_norm": 0.4608076810836792,
	"learning_rate": 9.79462824062799e-07,
	"loss": 1.2968108654022217,
	"step": 144
	},
	{
	"epoch": 0.5816733067729084,
	"grad_norm": 0.9481902718544006,
	"learning_rate": 9.785674304782349e-07,
	"loss": 1.6632933616638184,
	"step": 146
	},
	{
	"epoch": 0.5896414342629482,
	"grad_norm": 0.6470722556114197,
	"learning_rate": 9.776534078086203e-07,
	"loss": 0.9678738117218018,
	"step": 148
	},
	{
	"epoch": 0.5976095617529881,
	"grad_norm": 0.8709889054298401,
	"learning_rate": 9.767207957849396e-07,
	"loss": 0.9982343316078186,
	"step": 150
	},
	{
	"epoch": 0.6055776892430279,
	"grad_norm": 1.292151927947998,
	"learning_rate": 9.757696349462252e-07,
	"loss": 1.002139925956726,
	"step": 152
	},
	{
	"epoch": 0.6135458167330677,
	"grad_norm": 0.9532095789909363,
	"learning_rate": 9.747999666377932e-07,
	"loss": 1.1617112159729004,
	"step": 154
	},
	{
	"epoch": 0.6215139442231076,
	"grad_norm": 2.9578909873962402,
	"learning_rate": 9.73811833009449e-07,
	"loss": 0.8545269966125488,
	"step": 156
	},
	{
	"epoch": 0.6294820717131474,
	"grad_norm": 0.5140585899353027,
	"learning_rate": 9.728052770136516e-07,
	"loss": 1.1517466306686401,
	"step": 158
	},
	{
	"epoch": 0.6374501992031872,
	"grad_norm": 0.6556440591812134,
	"learning_rate": 9.7178034240365e-07,
	"loss": 1.0348566770553589,
	"step": 160
	},
	{
	"epoch": 0.6454183266932271,
	"grad_norm": 0.3231322765350342,
	"learning_rate": 9.707370737315792e-07,
	"loss": 0.7647264003753662,
	"step": 162
	},
	{
	"epoch": 0.6533864541832669,
	"grad_norm": 0.4657403826713562,
	"learning_rate": 9.696755163465239e-07,
	"loss": 1.1963428258895874,
	"step": 164
	},
	{
	"epoch": 0.6613545816733067,
	"grad_norm": 0.5329248309135437,
	"learning_rate": 9.685957163925477e-07,
	"loss": 0.8025826215744019,
	"step": 166
	},
	{
	"epoch": 0.6693227091633466,
	"grad_norm": 0.3986462354660034,
	"learning_rate": 9.674977208066878e-07,
	"loss": 1.2882846593856812,
	"step": 168
	},
	{
	"epoch": 0.6772908366533864,
	"grad_norm": 1.5090875625610352,
	"learning_rate": 9.663815773169129e-07,
	"loss": 0.8809756636619568,
	"step": 170
	},
	{
	"epoch": 0.6852589641434262,
	"grad_norm": 0.38049158453941345,
	"learning_rate": 9.652473344400506e-07,
	"loss": 0.8575432300567627,
	"step": 172
	},
	{
	"epoch": 0.6932270916334662,
	"grad_norm": 1.3259919881820679,
	"learning_rate": 9.64095041479677e-07,
	"loss": 1.2869794368743896,
	"step": 174
	},
	{
	"epoch": 0.701195219123506,
	"grad_norm": 1.4261211156845093,
	"learning_rate": 9.629247485239747e-07,
	"loss": 0.7611839771270752,
	"step": 176
	},
	{
	"epoch": 0.7091633466135459,
	"grad_norm": 0.9687036871910095,
	"learning_rate": 9.617365064435542e-07,
	"loss": 0.8994767069816589,
	"step": 178
	},
	{
	"epoch": 0.7171314741035857,
	"grad_norm": 1.4794148206710815,
	"learning_rate": 9.605303668892442e-07,
	"loss": 1.0612611770629883,
	"step": 180
	},
	{
	"epoch": 0.7250996015936255,
	"grad_norm": 0.2877807319164276,
	"learning_rate": 9.593063822898449e-07,
	"loss": 0.507901668548584,
	"step": 182
	},
	{
	"epoch": 0.7330677290836654,
	"grad_norm": 0.4127897322177887,
	"learning_rate": 9.580646058498502e-07,
	"loss": 1.3074630498886108,
	"step": 184
	},
	{
	"epoch": 0.7410358565737052,
	"grad_norm": 0.48773902654647827,
	"learning_rate": 9.568050915471348e-07,
	"loss": 1.2987581491470337,
	"step": 186
	},
	{
	"epoch": 0.749003984063745,
	"grad_norm": 1.8735255002975464,
	"learning_rate": 9.55527894130607e-07,
	"loss": 1.1417641639709473,
	"step": 188
	},
	{
	"epoch": 0.7569721115537849,
	"grad_norm": 0.7664352059364319,
	"learning_rate": 9.542330691178296e-07,
	"loss": 0.880364716053009,
	"step": 190
	},
	{
	"epoch": 0.7649402390438247,
	"grad_norm": 1.3381983041763306,
	"learning_rate": 9.529206727926069e-07,
	"loss": 1.2473231554031372,
	"step": 192
	},
	{
	"epoch": 0.7729083665338645,
	"grad_norm": 0.6738878488540649,
	"learning_rate": 9.515907622025374e-07,
	"loss": 0.9005473256111145,
	"step": 194
	},
	{
	"epoch": 0.7808764940239044,
	"grad_norm": 0.933052122592926,
	"learning_rate": 9.502433951565347e-07,
	"loss": 0.6045718193054199,
	"step": 196
	},
	{
	"epoch": 0.7888446215139442,
	"grad_norm": 1.354889988899231,
	"learning_rate": 9.48878630222314e-07,
	"loss": 0.8135166168212891,
	"step": 198
	},
	{
	"epoch": 0.796812749003984,
	"grad_norm": 0.6516144275665283,
	"learning_rate": 9.474965267238469e-07,
	"loss": 1.063294529914856,
	"step": 200
	},
	{
	"epoch": 0.8047808764940239,
	"grad_norm": 0.23903584480285645,
	"learning_rate": 9.460971447387823e-07,
	"loss": 0.9724904298782349,
	"step": 202
	},
	{
	"epoch": 0.8127490039840638,
	"grad_norm": 0.6304468512535095,
	"learning_rate": 9.446805450958352e-07,
	"loss": 1.56329345703125,
	"step": 204
	},
	{
	"epoch": 0.8207171314741036,
	"grad_norm": 0.4726199507713318,
	"learning_rate": 9.432467893721418e-07,
	"loss": 1.2850979566574097,
	"step": 206
	},
	{
	"epoch": 0.8286852589641435,
	"grad_norm": 0.5835171341896057,
	"learning_rate": 9.417959398905845e-07,
	"loss": 0.6242196559906006,
	"step": 208
	},
	{
	"epoch": 0.8366533864541833,
	"grad_norm": 0.46454572677612305,
	"learning_rate": 9.40328059717081e-07,
	"loss": 1.3238112926483154,
	"step": 210
	},
	{
	"epoch": 0.8446215139442231,
	"grad_norm": 0.4172280728816986,
	"learning_rate": 9.388432126578437e-07,
	"loss": 1.2836631536483765,
	"step": 212
	},
	{
	"epoch": 0.852589641434263,
	"grad_norm": 0.3328154683113098,
	"learning_rate": 9.373414632566065e-07,
	"loss": 0.9749572277069092,
	"step": 214
	},
	{
	"epoch": 0.8605577689243028,
	"grad_norm": 0.7151919603347778,
	"learning_rate": 9.35822876791819e-07,
	"loss": 1.4677996635437012,
	"step": 216
	},
	{
	"epoch": 0.8685258964143426,
	"grad_norm": 1.3108896017074585,
	"learning_rate": 9.342875192738082e-07,
	"loss": 0.8482100367546082,
	"step": 218
	},
	{
	"epoch": 0.8764940239043825,
	"grad_norm": 0.5240399241447449,
	"learning_rate": 9.327354574419107e-07,
	"loss": 1.2989330291748047,
	"step": 220
	},
	{
	"epoch": 0.8844621513944223,
	"grad_norm": 0.6148662567138672,
	"learning_rate": 9.311667587615701e-07,
	"loss": 1.5430316925048828,
	"step": 222
	},
	{
	"epoch": 0.8924302788844621,
	"grad_norm": 1.194664478302002,
	"learning_rate": 9.29581491421405e-07,
	"loss": 0.7006524801254272,
	"step": 224
	},
	{
	"epoch": 0.900398406374502,
	"grad_norm": 0.4551745057106018,
	"learning_rate": 9.279797243302452e-07,
	"loss": 1.0084503889083862,
	"step": 226
	},
	{
	"epoch": 0.9083665338645418,
	"grad_norm": 1.3066445589065552,
	"learning_rate": 9.26361527114136e-07,
	"loss": 1.1240051984786987,
	"step": 228
	},
	{
	"epoch": 0.9163346613545816,
	"grad_norm": 1.429513692855835,
	"learning_rate": 9.247269701133124e-07,
	"loss": 1.2385070323944092,
	"step": 230
	},
	{
	"epoch": 0.9243027888446215,
	"grad_norm": 0.9680597186088562,
	"learning_rate": 9.2307612437914e-07,
	"loss": 1.3867727518081665,
	"step": 232
	},
	{
	"epoch": 0.9322709163346613,
	"grad_norm": 0.4233076274394989,
	"learning_rate": 9.214090616710282e-07,
	"loss": 0.818595290184021,
	"step": 234
	},
	{
	"epoch": 0.9402390438247012,
	"grad_norm": 0.5137848854064941,
	"learning_rate": 9.197258544533097e-07,
	"loss": 0.843373715877533,
	"step": 236
	},
	{
	"epoch": 0.9482071713147411,
	"grad_norm": 0.5644413232803345,
	"learning_rate": 9.180265758920915e-07,
	"loss": 0.4330376088619232,
	"step": 238
	},
	{
	"epoch": 0.9561752988047809,
	"grad_norm": 1.0108284950256348,
	"learning_rate": 9.16311299852074e-07,
	"loss": 0.8451502919197083,
	"step": 240
	},
	{
	"epoch": 0.9641434262948207,
	"grad_norm": 0.5121577978134155,
	"learning_rate": 9.145801008933403e-07,
	"loss": 1.2013404369354248,
	"step": 242
	},
	{
	"epoch": 0.9721115537848606,
	"grad_norm": 0.44426608085632324,
	"learning_rate": 9.128330542681153e-07,
	"loss": 1.274540901184082,
	"step": 244
	},
	{
	"epoch": 0.9800796812749004,
	"grad_norm": 1.4995366334915161,
	"learning_rate": 9.110702359174942e-07,
	"loss": 0.9922599196434021,
	"step": 246
	},
	{
	"epoch": 0.9880478087649402,
	"grad_norm": 0.38720613718032837,
	"learning_rate": 9.092917224681426e-07,
	"loss": 1.0016952753067017,
	"step": 248
	},
	{
	"epoch": 0.9960159362549801,
	"grad_norm": 0.44578617811203003,
	"learning_rate": 9.074975912289641e-07,
	"loss": 1.0048573017120361,
	"step": 250
	},
	{
	"epoch": 1.00398406374502,
	"grad_norm": 1.6150213479995728,
	"learning_rate": 9.056879201877411e-07,
	"loss": 0.9475053548812866,
	"step": 252
	},
	{
	"epoch": 1.0119521912350598,
	"grad_norm": 0.34185007214546204,
	"learning_rate": 9.03862788007744e-07,
	"loss": 0.7679318785667419,
	"step": 254
	},
	{
	"epoch": 1.0199203187250996,
	"grad_norm": 0.8040241003036499,
	"learning_rate": 9.020222740243126e-07,
	"loss": 1.2764217853546143,
	"step": 256
	},
	{
	"epoch": 1.0278884462151394,
	"grad_norm": 0.6910593509674072,
	"learning_rate": 9.001664582414066e-07,
	"loss": 1.2588551044464111,
	"step": 258
	},
	{
	"epoch": 1.0358565737051793,
	"grad_norm": 0.6398411393165588,
	"learning_rate": 8.98295421328129e-07,
	"loss": 1.2290822267532349,
	"step": 260
	},
	{
	"epoch": 1.043824701195219,
	"grad_norm": 0.4308067262172699,
	"learning_rate": 8.964092446152181e-07,
	"loss": 1.1361215114593506,
	"step": 262
	},
	{
	"epoch": 1.051792828685259,
	"grad_norm": 0.5899179577827454,
	"learning_rate": 8.945080100915143e-07,
	"loss": 1.161683440208435,
	"step": 264
	},
	{
	"epoch": 1.0597609561752988,
	"grad_norm": 1.2997397184371948,
	"learning_rate": 8.925918004003941e-07,
	"loss": 0.7155571579933167,
	"step": 266
	},
	{
	"epoch": 1.0677290836653386,
	"grad_norm": 0.29507866501808167,
	"learning_rate": 8.90660698836179e-07,
	"loss": 1.028916358947754,
	"step": 268
	},
	{
	"epoch": 1.0756972111553784,
	"grad_norm": 1.501222014427185,
	"learning_rate": 8.887147893405145e-07,
	"loss": 0.7137823700904846,
	"step": 270
	},
	{
	"epoch": 1.0836653386454183,
	"grad_norm": 4.791189670562744,
	"learning_rate": 8.867541564987211e-07,
	"loss": 1.3115404844284058,
	"step": 272
	},
	{
	"epoch": 1.091633466135458,
	"grad_norm": 0.6978177428245544,
	"learning_rate": 8.847788855361178e-07,
	"loss": 0.6232706904411316,
	"step": 274
	},
	{
	"epoch": 1.099601593625498,
	"grad_norm": 0.7418224811553955,
	"learning_rate": 8.827890623143172e-07,
	"loss": 1.0319249629974365,
	"step": 276
	},
	{
	"epoch": 1.1075697211155378,
	"grad_norm": 0.3864130675792694,
	"learning_rate": 8.807847733274938e-07,
	"loss": 0.9418960213661194,
	"step": 278
	},
	{
	"epoch": 1.1155378486055776,
	"grad_norm": 0.5017346143722534,
	"learning_rate": 8.787661056986235e-07,
	"loss": 1.2005664110183716,
	"step": 280
	},
	{
	"epoch": 1.1235059760956174,
	"grad_norm": 0.4901583194732666,
	"learning_rate": 8.767331471756975e-07,
	"loss": 1.3002249002456665,
	"step": 282
	},
	{
	"epoch": 1.1314741035856573,
	"grad_norm": 0.8549445867538452,
	"learning_rate": 8.746859861279067e-07,
	"loss": 1.2881137132644653,
	"step": 284
	},
	{
	"epoch": 1.139442231075697,
	"grad_norm": 0.4619888365268707,
	"learning_rate": 8.726247115418016e-07,
	"loss": 0.32264673709869385,
	"step": 286
	},
	{
	"epoch": 1.1474103585657371,
	"grad_norm": 0.3754831850528717,
	"learning_rate": 8.705494130174237e-07,
	"loss": 0.8273866772651672,
	"step": 288
	},
	{
	"epoch": 1.155378486055777,
	"grad_norm": 1.918715000152588,
	"learning_rate": 8.684601807644112e-07,
	"loss": 1.0249416828155518,
	"step": 290
	},
	{
	"epoch": 1.1633466135458168,
	"grad_norm": 0.557555079460144,
	"learning_rate": 8.663571055980767e-07,
	"loss": 0.8922566771507263,
	"step": 292
	},
	{
	"epoch": 1.1713147410358566,
	"grad_norm": 0.5217064023017883,
	"learning_rate": 8.642402789354608e-07,
	"loss": 1.287339448928833,
	"step": 294
	},
	{
	"epoch": 1.1792828685258965,
	"grad_norm": 0.4360116124153137,
	"learning_rate": 8.62109792791358e-07,
	"loss": 1.3090788125991821,
	"step": 296
	},
	{
	"epoch": 1.1872509960159363,
	"grad_norm": 0.4195604622364044,
	"learning_rate": 8.599657397743161e-07,
	"loss": 1.4944058656692505,
	"step": 298
	},
	{
	"epoch": 1.1952191235059761,
	"grad_norm": 0.8361397385597229,
	"learning_rate": 8.578082130826123e-07,
	"loss": 0.6945460438728333,
	"step": 300
	},
	{
	"epoch": 1.203187250996016,
	"grad_norm": 0.5296726822853088,
	"learning_rate": 8.556373065002005e-07,
	"loss": 1.0002961158752441,
	"step": 302
	},
	{
	"epoch": 1.2111553784860558,
	"grad_norm": 1.0679765939712524,
	"learning_rate": 8.534531143926357e-07,
	"loss": 0.7207995057106018,
	"step": 304
	},
	{
	"epoch": 1.2191235059760956,
	"grad_norm": 0.4727639853954315,
	"learning_rate": 8.512557317029714e-07,
	"loss": 1.2678115367889404,
	"step": 306
	},
	{
	"epoch": 1.2270916334661355,
	"grad_norm": 1.296967625617981,
	"learning_rate": 8.49045253947633e-07,
	"loss": 1.0937469005584717,
	"step": 308
	},
	{
	"epoch": 1.2350597609561753,
	"grad_norm": 0.6083080768585205,
	"learning_rate": 8.46821777212266e-07,
	"loss": 1.3267154693603516,
	"step": 310
	},
	{
	"epoch": 1.2430278884462151,
	"grad_norm": 0.9509052634239197,
	"learning_rate": 8.445853981475585e-07,
	"loss": 1.127556324005127,
	"step": 312
	},
	{
	"epoch": 1.250996015936255,
	"grad_norm": 0.8842674493789673,
	"learning_rate": 8.423362139650413e-07,
	"loss": 0.9595845341682434,
	"step": 314
	},
	{
	"epoch": 1.2589641434262948,
	"grad_norm": 0.6711766123771667,
	"learning_rate": 8.40074322432861e-07,
	"loss": 0.7757585644721985,
	"step": 316
	},
	{
	"epoch": 1.2669322709163346,
	"grad_norm": 9.768728256225586,
	"learning_rate": 8.37799821871531e-07,
	"loss": 0.6862208247184753,
	"step": 318
	},
	{
	"epoch": 1.2749003984063745,
	"grad_norm": 2.1323413848876953,
	"learning_rate": 8.355128111496567e-07,
	"loss": 0.656395673751831,
	"step": 320
	},
	{
	"epoch": 1.2828685258964143,
	"grad_norm": 0.5895070433616638,
	"learning_rate": 8.332133896796397e-07,
	"loss": 1.0738224983215332,
	"step": 322
	},
	{
	"epoch": 1.2908366533864541,
	"grad_norm": 3.6088438034057617,
	"learning_rate": 8.309016574133543e-07,
	"loss": 1.0024151802062988,
	"step": 324
	},
	{
	"epoch": 1.298804780876494,
	"grad_norm": 0.5182656645774841,
	"learning_rate": 8.285777148378048e-07,
	"loss": 1.4279625415802002,
	"step": 326
	},
	{
	"epoch": 1.3067729083665338,
	"grad_norm": 0.4689061939716339,
	"learning_rate": 8.262416629707555e-07,
	"loss": 0.7772690057754517,
	"step": 328
	},
	{
	"epoch": 1.3147410358565736,
	"grad_norm": 0.3927735984325409,
	"learning_rate": 8.238936033563414e-07,
	"loss": 1.0451743602752686,
	"step": 330
	},
	{
	"epoch": 1.3227091633466135,
	"grad_norm": 0.7997499704360962,
	"learning_rate": 8.215336380606531e-07,
	"loss": 1.0469849109649658,
	"step": 332
	},
	{
	"epoch": 1.3306772908366533,
	"grad_norm": 0.7120677828788757,
	"learning_rate": 8.19161869667301e-07,
	"loss": 0.6978618502616882,
	"step": 334
	},
	{
	"epoch": 1.3386454183266931,
	"grad_norm": 0.7115157842636108,
	"learning_rate": 8.167784012729554e-07,
	"loss": 0.9717881679534912,
	"step": 336
	},
	{
	"epoch": 1.3466135458167332,
	"grad_norm": 0.45555925369262695,
	"learning_rate": 8.143833364828654e-07,
	"loss": 1.2749401330947876,
	"step": 338
	},
	{
	"epoch": 1.354581673306773,
	"grad_norm": 0.4267056882381439,
	"learning_rate": 8.119767794063552e-07,
	"loss": 1.2420390844345093,
	"step": 340
	},
	{
	"epoch": 1.3625498007968129,
	"grad_norm": 0.3638407289981842,
	"learning_rate": 8.095588346522998e-07,
	"loss": 1.2725023031234741,
	"step": 342
	},
	{
	"epoch": 1.3705179282868527,
	"grad_norm": 0.45394954085350037,
	"learning_rate": 8.071296073245757e-07,
	"loss": 1.2465835809707642,
	"step": 344
	},
	{
	"epoch": 1.3784860557768925,
	"grad_norm": 1.3502168655395508,
	"learning_rate": 8.046892030174937e-07,
	"loss": 0.7819681167602539,
	"step": 346
	},
	{
	"epoch": 1.3864541832669324,
	"grad_norm": 0.5712032914161682,
	"learning_rate": 8.022377278112088e-07,
	"loss": 1.2594401836395264,
	"step": 348
	},
	{
	"epoch": 1.3944223107569722,
	"grad_norm": 0.6428905129432678,
	"learning_rate": 7.997752882671088e-07,
	"loss": 0.8081700801849365,
	"step": 350
	},
	{
	"epoch": 1.402390438247012,
	"grad_norm": 0.41046562790870667,
	"learning_rate": 7.973019914231819e-07,
	"loss": 1.3009734153747559,
	"step": 352
	},
	{
	"epoch": 1.4103585657370519,
	"grad_norm": 0.8816495537757874,
	"learning_rate": 7.94817944789365e-07,
	"loss": 1.2258024215698242,
	"step": 354
	},
	{
	"epoch": 1.4183266932270917,
	"grad_norm": 0.6734359860420227,
	"learning_rate": 7.923232563428692e-07,
	"loss": 1.037970781326294,
	"step": 356
	},
	{
	"epoch": 1.4262948207171315,
	"grad_norm": 0.5581151247024536,
	"learning_rate": 7.898180345234874e-07,
	"loss": 1.2316817045211792,
	"step": 358
	},
	{
	"epoch": 1.4342629482071714,
	"grad_norm": 0.5218549370765686,
	"learning_rate": 7.873023882288793e-07,
	"loss": 0.6890713572502136,
	"step": 360
	},
	{
	"epoch": 1.4422310756972112,
	"grad_norm": 0.47731778025627136,
	"learning_rate": 7.847764268098387e-07,
	"loss": 0.8672411441802979,
	"step": 362
	},
	{
	"epoch": 1.450199203187251,
	"grad_norm": 0.5206546783447266,
	"learning_rate": 7.822402600655405e-07,
	"loss": 1.1427444219589233,
	"step": 364
	},
	{
	"epoch": 1.4581673306772909,
	"grad_norm": 0.3739563822746277,
	"learning_rate": 7.796939982387669e-07,
	"loss": 1.2557984590530396,
	"step": 366
	},
	{
	"epoch": 1.4661354581673307,
	"grad_norm": 0.6617816090583801,
	"learning_rate": 7.771377520111162e-07,
	"loss": 0.6997984647750854,
	"step": 368
	},
	{
	"epoch": 1.4741035856573705,
	"grad_norm": 0.6152245402336121,
	"learning_rate": 7.74571632498191e-07,
	"loss": 0.8375219106674194,
	"step": 370
	},
	{
	"epoch": 1.4820717131474104,
	"grad_norm": 0.9147626161575317,
	"learning_rate": 7.71995751244769e-07,
	"loss": 1.316990613937378,
	"step": 372
	},
	{
	"epoch": 1.4900398406374502,
	"grad_norm": 0.5100573897361755,
	"learning_rate": 7.694102202199536e-07,
	"loss": 1.272545576095581,
	"step": 374
	},
	{
	"epoch": 1.49800796812749,
	"grad_norm": 0.384264200925827,
	"learning_rate": 7.668151518123069e-07,
	"loss": 1.2523423433303833,
	"step": 376
	},
	{
	"epoch": 1.5059760956175299,
	"grad_norm": 0.8864626288414001,
	"learning_rate": 7.64210658824965e-07,
	"loss": 1.0491065979003906,
	"step": 378
	},
	{
	"epoch": 1.5139442231075697,
	"grad_norm": 0.49264994263648987,
	"learning_rate": 7.615968544707337e-07,
	"loss": 1.2036755084991455,
	"step": 380
	},
	{
	"epoch": 1.5219123505976095,
	"grad_norm": 0.39525148272514343,
	"learning_rate": 7.589738523671684e-07,
	"loss": 0.934528112411499,
	"step": 382
	},
	{
	"epoch": 1.5298804780876494,
	"grad_norm": 0.4015274941921234,
	"learning_rate": 7.563417665316337e-07,
	"loss": 0.9341564774513245,
	"step": 384
	},
	{
	"epoch": 1.5378486055776892,
	"grad_norm": 0.9333391785621643,
	"learning_rate": 7.537007113763497e-07,
	"loss": 1.1456751823425293,
	"step": 386
	},
	{
	"epoch": 1.545816733067729,
	"grad_norm": 1.0230107307434082,
	"learning_rate": 7.510508017034164e-07,
	"loss": 1.2499125003814697,
	"step": 388
	},
	{
	"epoch": 1.5537848605577689,
	"grad_norm": 1.1917494535446167,
	"learning_rate": 7.483921526998246e-07,
	"loss": 0.6517433524131775,
	"step": 390
	},
	{
	"epoch": 1.5617529880478087,
	"grad_norm": 0.5881509184837341,
	"learning_rate": 7.457248799324485e-07,
	"loss": 0.6578674912452698,
	"step": 392
	},
	{
	"epoch": 1.5697211155378485,
	"grad_norm": 0.8851764798164368,
	"learning_rate": 7.430490993430231e-07,
	"loss": 1.2653934955596924,
	"step": 394
	},
	{
	"epoch": 1.5776892430278884,
	"grad_norm": 0.7265904545783997,
	"learning_rate": 7.403649272431027e-07,
	"loss": 1.1638611555099487,
	"step": 396
	},
	{
	"epoch": 1.5856573705179282,
	"grad_norm": 0.3751894235610962,
	"learning_rate": 7.376724803090068e-07,
	"loss": 1.2272953987121582,
	"step": 398
	},
	{
	"epoch": 1.593625498007968,
	"grad_norm": 0.626318097114563,
	"learning_rate": 7.349718755767473e-07,
	"loss": 0.6993715167045593,
	"step": 400
	},
	{
	"epoch": 1.6015936254980079,
	"grad_norm": 0.36690616607666016,
	"learning_rate": 7.322632304369415e-07,
	"loss": 1.2126752138137817,
	"step": 402
	},
	{
	"epoch": 1.6095617529880477,
	"grad_norm": 0.5017926096916199,
	"learning_rate": 7.295466626297095e-07,
	"loss": 1.373421311378479,
	"step": 404
	},
	{
	"epoch": 1.6175298804780875,
	"grad_norm": 0.7983066439628601,
	"learning_rate": 7.268222902395561e-07,
	"loss": 0.8057880997657776,
	"step": 406
	},
	{
	"epoch": 1.6254980079681274,
	"grad_norm": 1.127365231513977,
	"learning_rate": 7.240902316902372e-07,
	"loss": 0.6592608094215393,
	"step": 408
	},
	{
	"epoch": 1.6334661354581672,
	"grad_norm": 0.4174342155456543,
	"learning_rate": 7.213506057396133e-07,
	"loss": 0.9217919111251831,
	"step": 410
	},
	{
	"epoch": 1.641434262948207,
	"grad_norm": 0.6697507500648499,
	"learning_rate": 7.186035314744871e-07,
	"loss": 0.6113168001174927,
	"step": 412
	},
	{
	"epoch": 1.6494023904382469,
	"grad_norm": 0.34020891785621643,
	"learning_rate": 7.158491283054257e-07,
	"loss": 0.964951753616333,
	"step": 414
	},
	{
	"epoch": 1.6573705179282867,
	"grad_norm": 0.7765717506408691,
	"learning_rate": 7.130875159615714e-07,
	"loss": 0.8281651735305786,
	"step": 416
	},
	{
	"epoch": 1.6653386454183265,
	"grad_norm": 0.6381047368049622,
	"learning_rate": 7.103188144854375e-07,
	"loss": 1.1599037647247314,
	"step": 418
	},
	{
	"epoch": 1.6733067729083664,
	"grad_norm": 0.45585206151008606,
	"learning_rate": 7.075431442276887e-07,
	"loss": 1.2157034873962402,
	"step": 420
	},
	{
	"epoch": 1.6812749003984062,
	"grad_norm": 0.9851412773132324,
	"learning_rate": 7.047606258419107e-07,
	"loss": 1.1312099695205688,
	"step": 422
	},
	{
	"epoch": 1.6892430278884463,
	"grad_norm": 5.436736106872559,
	"learning_rate": 7.019713802793662e-07,
	"loss": 0.6995736956596375,
	"step": 424
	},
	{
	"epoch": 1.697211155378486,
	"grad_norm": 0.4824753403663635,
	"learning_rate": 6.991755287837358e-07,
	"loss": 1.3122954368591309,
	"step": 426
	},
	{
	"epoch": 1.705179282868526,
	"grad_norm": 0.35564494132995605,
	"learning_rate": 6.963731928858494e-07,
	"loss": 1.246601939201355,
	"step": 428
	},
	{
	"epoch": 1.7131474103585658,
	"grad_norm": 0.6360551118850708,
	"learning_rate": 6.935644943984016e-07,
	"loss": 0.8579744696617126,
	"step": 430
	},
	{
	"epoch": 1.7211155378486056,
	"grad_norm": 1.4960342645645142,
	"learning_rate": 6.907495554106586e-07,
	"loss": 1.1617209911346436,
	"step": 432
	},
	{
	"epoch": 1.7290836653386454,
	"grad_norm": 0.6668098568916321,
	"learning_rate": 6.879284982831505e-07,
	"loss": 0.7668188214302063,
	"step": 434
	},
	{
	"epoch": 1.7370517928286853,
	"grad_norm": 0.7893583178520203,
	"learning_rate": 6.851014456423514e-07,
	"loss": 0.4187908172607422,
	"step": 436
	},
	{
	"epoch": 1.745019920318725,
	"grad_norm": 1.4070234298706055,
	"learning_rate": 6.822685203753508e-07,
	"loss": 0.83896404504776,
	"step": 438
	},
	{
	"epoch": 1.752988047808765,
	"grad_norm": 2.736166000366211,
	"learning_rate": 6.79429845624511e-07,
	"loss": 0.7182890772819519,
	"step": 440
	},
	{
	"epoch": 1.7609561752988048,
	"grad_norm": 0.5745601654052734,
	"learning_rate": 6.765855447821143e-07,
	"loss": 1.679482340812683,
	"step": 442
	},
	{
	"epoch": 1.7689243027888446,
	"grad_norm": 0.42770564556121826,
	"learning_rate": 6.737357414849993e-07,
	"loss": 0.9792550802230835,
	"step": 444
	},
	{
	"epoch": 1.7768924302788844,
	"grad_norm": 0.37946099042892456,
	"learning_rate": 6.708805596091868e-07,
	"loss": 1.1162333488464355,
	"step": 446
	},
	{
	"epoch": 1.7848605577689243,
	"grad_norm": 0.5678144097328186,
	"learning_rate": 6.680201232644957e-07,
	"loss": 1.1947766542434692,
	"step": 448
	},
	{
	"epoch": 1.792828685258964,
	"grad_norm": 0.3277341425418854,
	"learning_rate": 6.65154556789147e-07,
	"loss": 0.943204939365387,
	"step": 450
	},
	{
	"epoch": 1.800796812749004,
	"grad_norm": 0.29292938113212585,
	"learning_rate": 6.622839847443596e-07,
	"loss": 0.6688568592071533,
	"step": 452
	},
	{
	"epoch": 1.8087649402390438,
	"grad_norm": 1.0823400020599365,
	"learning_rate": 6.594085319089359e-07,
	"loss": 1.0446151494979858,
	"step": 454
	},
	{
	"epoch": 1.8167330677290838,
	"grad_norm": 2.08892560005188,
	"learning_rate": 6.565283232738386e-07,
	"loss": 0.7744835615158081,
	"step": 456
	},
	{
	"epoch": 1.8247011952191237,
	"grad_norm": 0.5839812755584717,
	"learning_rate": 6.536434840367554e-07,
	"loss": 1.1386644840240479,
	"step": 458
	},
	{
	"epoch": 1.8326693227091635,
	"grad_norm": 0.6158760190010071,
	"learning_rate": 6.507541395966591e-07,
	"loss": 0.7886677384376526,
	"step": 460
	},
	{
	"epoch": 1.8406374501992033,
	"grad_norm": 0.4198272228240967,
	"learning_rate": 6.47860415548356e-07,
	"loss": 0.8355951309204102,
	"step": 462
	},
	{
	"epoch": 1.8486055776892432,
	"grad_norm": 0.3009353578090668,
	"learning_rate": 6.449624376770259e-07,
	"loss": 0.14103345572948456,
	"step": 464
	},
	{
	"epoch": 1.856573705179283,
	"grad_norm": 0.4450838565826416,
	"learning_rate": 6.420603319527553e-07,
	"loss": 1.2537599802017212,
	"step": 466
	},
	{
	"epoch": 1.8645418326693228,
	"grad_norm": 1.1065186262130737,
	"learning_rate": 6.391542245250615e-07,
	"loss": 0.621747612953186,
	"step": 468
	},
	{
	"epoch": 1.8725099601593627,
	"grad_norm": 1.7257264852523804,
	"learning_rate": 6.362442417174081e-07,
	"loss": 1.2340410947799683,
	"step": 470
	},
	{
	"epoch": 1.8804780876494025,
	"grad_norm": 0.6690614223480225,
	"learning_rate": 6.333305100217159e-07,
	"loss": 1.0991343259811401,
	"step": 472
	},
	{
	"epoch": 1.8884462151394423,
	"grad_norm": 0.5866219401359558,
	"learning_rate": 6.304131560928621e-07,
	"loss": 1.3845065832138062,
	"step": 474
	},
	{
	"epoch": 1.8964143426294822,
	"grad_norm": 1.2586193084716797,
	"learning_rate": 6.274923067431775e-07,
	"loss": 1.0518014430999756,
	"step": 476
	},
	{
	"epoch": 1.904382470119522,
	"grad_norm": 0.5666131377220154,
	"learning_rate": 6.245680889369315e-07,
	"loss": 0.9778220653533936,
	"step": 478
	},
	{
	"epoch": 1.9123505976095618,
	"grad_norm": 1.1292035579681396,
	"learning_rate": 6.216406297848154e-07,
	"loss": 0.6951173543930054,
	"step": 480
	},
	{
	"epoch": 1.9203187250996017,
	"grad_norm": 0.7351351976394653,
	"learning_rate": 6.187100565384161e-07,
	"loss": 0.7900633811950684,
	"step": 482
	},
	{
	"epoch": 1.9282868525896415,
	"grad_norm": 0.7023295164108276,
	"learning_rate": 6.15776496584684e-07,
	"loss": 1.2109326124191284,
	"step": 484
	},
	{
	"epoch": 1.9362549800796813,
	"grad_norm": 0.5147722363471985,
	"learning_rate": 6.128400774403973e-07,
	"loss": 1.3600739240646362,
	"step": 486
	},
	{
	"epoch": 1.9442231075697212,
	"grad_norm": 0.4234119653701782,
	"learning_rate": 6.099009267466183e-07,
	"loss": 1.2092632055282593,
	"step": 488
	},
	{
	"epoch": 1.952191235059761,
	"grad_norm": 0.3030948340892792,
	"learning_rate": 6.069591722631445e-07,
	"loss": 1.2274162769317627,
	"step": 490
	},
	{
	"epoch": 1.9601593625498008,
	"grad_norm": 0.43695008754730225,
	"learning_rate": 6.04014941862956e-07,
	"loss": 0.9162517786026001,
	"step": 492
	},
	{
	"epoch": 1.9681274900398407,
	"grad_norm": 2.7067582607269287,
	"learning_rate": 6.010683635266568e-07,
	"loss": 0.5965803265571594,
	"step": 494
	},
	{
	"epoch": 1.9760956175298805,
	"grad_norm": 0.7394753694534302,
	"learning_rate": 5.981195653369112e-07,
	"loss": 1.1902916431427002,
	"step": 496
	},
	{
	"epoch": 1.9840637450199203,
	"grad_norm": 2.5571165084838867,
	"learning_rate": 5.95168675472877e-07,
	"loss": 0.9461820125579834,
	"step": 498
	},
	{
	"epoch": 1.9920318725099602,
	"grad_norm": 0.7218238115310669,
	"learning_rate": 5.922158222046332e-07,
	"loss": 1.2422934770584106,
	"step": 500
	},
	{
	"epoch": 2.0,
	"grad_norm": 1.271190881729126,
	"learning_rate": 5.892611338876052e-07,
	"loss": 0.7214773297309875,
	"step": 502
	},
	{
	"epoch": 2.00796812749004,
	"grad_norm": 0.528483510017395,
	"learning_rate": 5.863047389569842e-07,
	"loss": 0.8567409515380859,
	"step": 504
	},
	{
	"epoch": 2.0159362549800797,
	"grad_norm": 1.0696465969085693,
	"learning_rate": 5.833467659221452e-07,
	"loss": 0.821619987487793,
	"step": 506
	},
	{
	"epoch": 2.0239043824701195,
	"grad_norm": 0.16100502014160156,
	"learning_rate": 5.803873433610603e-07,
	"loss": 0.652566134929657,
	"step": 508
	},
	{
	"epoch": 2.0318725099601593,
	"grad_norm": 0.40720587968826294,
	"learning_rate": 5.774265999147108e-07,
	"loss": 1.0592925548553467,
	"step": 510
	},
	{
	"epoch": 2.039840637450199,
	"grad_norm": 0.7444103360176086,
	"learning_rate": 5.744646642814934e-07,
	"loss": 0.9694873094558716,
	"step": 512
	},
	{
	"epoch": 2.047808764940239,
	"grad_norm": 3.214693307876587,
	"learning_rate": 5.715016652116284e-07,
	"loss": 0.31219401955604553,
	"step": 514
	},
	{
	"epoch": 2.055776892430279,
	"grad_norm": 0.4227757453918457,
	"learning_rate": 5.685377315015609e-07,
	"loss": 1.039976716041565,
	"step": 516
	},
	{
	"epoch": 2.0637450199203187,
	"grad_norm": 0.8102324604988098,
	"learning_rate": 5.655729919883639e-07,
	"loss": 0.6844033598899841,
	"step": 518
	},
	{
	"epoch": 2.0717131474103585,
	"grad_norm": 0.7231845855712891,
	"learning_rate": 5.626075755441365e-07,
	"loss": 1.0793242454528809,
	"step": 520
	},
	{
	"epoch": 2.0796812749003983,
	"grad_norm": 0.5198511481285095,
	"learning_rate": 5.596416110704033e-07,
	"loss": 1.1956276893615723,
	"step": 522
	},
	{
	"epoch": 2.087649402390438,
	"grad_norm": 0.7063606381416321,
	"learning_rate": 5.566752274925108e-07,
	"loss": 1.2138276100158691,
	"step": 524
	},
	{
	"epoch": 2.095617529880478,
	"grad_norm": 0.5600472688674927,
	"learning_rate": 5.537085537540233e-07,
	"loss": 0.5733051300048828,
	"step": 526
	},
	{
	"epoch": 2.103585657370518,
	"grad_norm": 0.43647804856300354,
	"learning_rate": 5.507417188111175e-07,
	"loss": 1.2009754180908203,
	"step": 528
	},
	{
	"epoch": 2.1115537848605577,
	"grad_norm": 0.6653239130973816,
	"learning_rate": 5.477748516269778e-07,
	"loss": 0.9144095182418823,
	"step": 530
	},
	{
	"epoch": 2.1195219123505975,
	"grad_norm": 0.3898330628871918,
	"learning_rate": 5.448080811661897e-07,
	"loss": 0.614565908908844,
	"step": 532
	},
	{
	"epoch": 2.1274900398406373,
	"grad_norm": 0.6056618690490723,
	"learning_rate": 5.418415363891345e-07,
	"loss": 1.0166387557983398,
	"step": 534
	},
	{
	"epoch": 2.135458167330677,
	"grad_norm": 1.1628928184509277,
	"learning_rate": 5.388753462463833e-07,
	"loss": 0.7345898747444153,
	"step": 536
	},
	{
	"epoch": 2.143426294820717,
	"grad_norm": 0.5768036842346191,
	"learning_rate": 5.359096396730923e-07,
	"loss": 0.7580212950706482,
	"step": 538
	},
	{
	"epoch": 2.151394422310757,
	"grad_norm": 0.6307709217071533,
	"learning_rate": 5.329445455833974e-07,
	"loss": 1.1226731538772583,
	"step": 540
	},
	{
	"epoch": 2.1593625498007967,
	"grad_norm": 0.43720167875289917,
	"learning_rate": 5.299801928648104e-07,
	"loss": 1.1661862134933472,
	"step": 542
	},
	{
	"epoch": 2.1673306772908365,
	"grad_norm": 0.712365984916687,
	"learning_rate": 5.270167103726181e-07,
	"loss": 1.2349671125411987,
	"step": 544
	},
	{
	"epoch": 2.1752988047808763,
	"grad_norm": 0.5683341026306152,
	"learning_rate": 5.240542269242793e-07,
	"loss": 0.8632749319076538,
	"step": 546
	},
	{
	"epoch": 2.183266932270916,
	"grad_norm": 0.5119061470031738,
	"learning_rate": 5.210928712938261e-07,
	"loss": 1.187488079071045,
	"step": 548
	},
	{
	"epoch": 2.191235059760956,
	"grad_norm": 0.5245291590690613,
	"learning_rate": 5.181327722062666e-07,
	"loss": 1.244426965713501,
	"step": 550
	},
	{
	"epoch": 2.199203187250996,
	"grad_norm": 0.5254369378089905,
	"learning_rate": 5.151740583319891e-07,
	"loss": 0.981595516204834,
	"step": 552
	},
	{
	"epoch": 2.2071713147410357,
	"grad_norm": 0.9996938109397888,
	"learning_rate": 5.122168582811689e-07,
	"loss": 0.5546106696128845,
	"step": 554
	},
	{
	"epoch": 2.2151394422310755,
	"grad_norm": 0.478613942861557,
	"learning_rate": 5.092613005981781e-07,
	"loss": 0.7716253995895386,
	"step": 556
	},
	{
	"epoch": 2.2231075697211153,
	"grad_norm": 1.2469408512115479,
	"learning_rate": 5.063075137559979e-07,
	"loss": 0.9730294346809387,
	"step": 558
	},
	{
	"epoch": 2.231075697211155,
	"grad_norm": 0.4390407204627991,
	"learning_rate": 5.033556261506342e-07,
	"loss": 1.1022344827651978,
	"step": 560
	},
	{
	"epoch": 2.239043824701195,
	"grad_norm": 1.3295910358428955,
	"learning_rate": 5.004057660955364e-07,
	"loss": 1.1952877044677734,
	"step": 562
	},
	{
	"epoch": 2.247011952191235,
	"grad_norm": 1.2258836030960083,
	"learning_rate": 4.974580618160194e-07,
	"loss": 1.0791444778442383,
	"step": 564
	},
	{
	"epoch": 2.2549800796812747,
	"grad_norm": 0.5492210984230042,
	"learning_rate": 4.945126414436908e-07,
	"loss": 0.8663148880004883,
	"step": 566
	},
	{
	"epoch": 2.2629482071713145,
	"grad_norm": 0.38257676362991333,
	"learning_rate": 4.915696330108804e-07,
	"loss": 0.954747200012207,
	"step": 568
	},
	{
	"epoch": 2.2709163346613543,
	"grad_norm": 0.3830359876155853,
	"learning_rate": 4.88629164445075e-07,
	"loss": 1.1951080560684204,
	"step": 570
	},
	{
	"epoch": 2.278884462151394,
	"grad_norm": 0.8451001644134521,
	"learning_rate": 4.856913635633584e-07,
	"loss": 0.7459049224853516,
	"step": 572
	},
	{
	"epoch": 2.2868525896414345,
	"grad_norm": 0.33643773198127747,
	"learning_rate": 4.827563580668543e-07,
	"loss": 0.9163620471954346,
	"step": 574
	},
	{
	"epoch": 2.2948207171314743,
	"grad_norm": 0.46159231662750244,
	"learning_rate": 4.798242755351754e-07,
	"loss": 0.37290844321250916,
	"step": 576
	},
	{
	"epoch": 2.302788844621514,
	"grad_norm": 2.699605703353882,
	"learning_rate": 4.768952434208794e-07,
	"loss": 0.7714478969573975,
	"step": 578
	},
	{
	"epoch": 2.310756972111554,
	"grad_norm": 0.5102899074554443,
	"learning_rate": 4.7396938904392645e-07,
	"loss": 0.7445698976516724,
	"step": 580
	},
	{
	"epoch": 2.318725099601594,
	"grad_norm": 0.8967058658599854,
	"learning_rate": 4.710468395861469e-07,
	"loss": 0.8099274635314941,
	"step": 582
	},
	{
	"epoch": 2.3266932270916336,
	"grad_norm": 0.4165751338005066,
	"learning_rate": 4.6812772208571073e-07,
	"loss": 1.0066813230514526,
	"step": 584
	},
	{
	"epoch": 2.3346613545816735,
	"grad_norm": 0.6290020942687988,
	"learning_rate": 4.6521216343160816e-07,
	"loss": 0.7436711192131042,
	"step": 586
	},
	{
	"epoch": 2.3426294820717133,
	"grad_norm": 0.5180162787437439,
	"learning_rate": 4.6230029035813156e-07,
	"loss": 1.0371257066726685,
	"step": 588
	},
	{
	"epoch": 2.350597609561753,
	"grad_norm": 0.6652600169181824,
	"learning_rate": 4.593922294393676e-07,
	"loss": 1.180807113647461,
	"step": 590
	},
	{
	"epoch": 2.358565737051793,
	"grad_norm": 0.515034019947052,
	"learning_rate": 4.5648810708369543e-07,
	"loss": 1.2112433910369873,
	"step": 592
	},
	{
	"epoch": 2.366533864541833,
	"grad_norm": 1.6332746744155884,
	"learning_rate": 4.5358804952829153e-07,
	"loss": 1.0091413259506226,
	"step": 594
	},
	{
	"epoch": 2.3745019920318726,
	"grad_norm": 0.4357254207134247,
	"learning_rate": 4.506921828336426e-07,
	"loss": 1.2268762588500977,
	"step": 596
	},
	{
	"epoch": 2.3824701195219125,
	"grad_norm": 0.45544084906578064,
	"learning_rate": 4.478006328780657e-07,
	"loss": 0.9058987498283386,
	"step": 598
	},
	{
	"epoch": 2.3904382470119523,
	"grad_norm": 1.723895788192749,
	"learning_rate": 4.449135253522369e-07,
	"loss": 1.1184284687042236,
	"step": 600
	},
	{
	"epoch": 2.398406374501992,
	"grad_norm": 0.42880570888519287,
	"learning_rate": 4.420309857537277e-07,
	"loss": 1.1904247999191284,
	"step": 602
	},
	{
	"epoch": 2.406374501992032,
	"grad_norm": 0.25226956605911255,
	"learning_rate": 4.3915313938154897e-07,
	"loss": 0.713387668132782,
	"step": 604
	},
	{
	"epoch": 2.414342629482072,
	"grad_norm": 0.9065414071083069,
	"learning_rate": 4.36280111330706e-07,
	"loss": 0.31334733963012695,
	"step": 606
	},
	{
	"epoch": 2.4223107569721116,
	"grad_norm": 0.252196341753006,
	"learning_rate": 4.3341202648675956e-07,
	"loss": 0.8130457997322083,
	"step": 608
	},
	{
	"epoch": 2.4302788844621515,
	"grad_norm": 0.19010767340660095,
	"learning_rate": 4.3054900952039783e-07,
	"loss": 1.1392337083816528,
	"step": 610
	},
	{
	"epoch": 2.4382470119521913,
	"grad_norm": 0.4542621076107025,
	"learning_rate": 4.2769118488201694e-07,
	"loss": 0.9002693891525269,
	"step": 612
	},
	{
	"epoch": 2.446215139442231,
	"grad_norm": 0.5231760740280151,
	"learning_rate": 4.2483867679631203e-07,
	"loss": 0.6867619156837463,
	"step": 614
	},
	{
	"epoch": 2.454183266932271,
	"grad_norm": 0.6279378533363342,
	"learning_rate": 4.219916092568764e-07,
	"loss": 1.215380311012268,
	"step": 616
	},
	{
	"epoch": 2.462151394422311,
	"grad_norm": 0.607097327709198,
	"learning_rate": 4.1915010602081203e-07,
	"loss": 0.9204408526420593,
	"step": 618
	},
	{
	"epoch": 2.4701195219123506,
	"grad_norm": 0.9494768977165222,
	"learning_rate": 4.163142906033511e-07,
	"loss": 1.07428777217865,
	"step": 620
	},
	{
	"epoch": 2.4780876494023905,
	"grad_norm": 0.8995746374130249,
	"learning_rate": 4.134842862724853e-07,
	"loss": 1.0317769050598145,
	"step": 622
	},
	{
	"epoch": 2.4860557768924303,
	"grad_norm": 0.5626697540283203,
	"learning_rate": 4.106602160436088e-07,
	"loss": 0.9463708400726318,
	"step": 624
	},
	{
	"epoch": 2.49402390438247,
	"grad_norm": 0.5927757024765015,
	"learning_rate": 4.078422026741706e-07,
	"loss": 0.9035646319389343,
	"step": 626
	},
	{
	"epoch": 2.50199203187251,
	"grad_norm": 0.5040337443351746,
	"learning_rate": 4.050303686583386e-07,
	"loss": 1.1803009510040283,
	"step": 628
	},
	{
	"epoch": 2.50996015936255,
	"grad_norm": 0.49055758118629456,
	"learning_rate": 4.022248362216746e-07,
	"loss": 0.7859451770782471,
	"step": 630
	},
	{
	"epoch": 2.5179282868525896,
	"grad_norm": 1.2180066108703613,
	"learning_rate": 3.9942572731582183e-07,
	"loss": 0.6770949959754944,
	"step": 632
	},
	{
	"epoch": 2.5258964143426295,
	"grad_norm": 0.4659102261066437,
	"learning_rate": 3.9663316361320385e-07,
	"loss": 1.176295280456543,
	"step": 634
	},
	{
	"epoch": 2.5338645418326693,
	"grad_norm": 0.576202392578125,
	"learning_rate": 3.938472665017354e-07,
	"loss": 1.126934289932251,
	"step": 636
	},
	{
	"epoch": 2.541832669322709,
	"grad_norm": 0.5327000617980957,
	"learning_rate": 3.91068157079546e-07,
	"loss": 1.1344680786132812,
	"step": 638
	},
	{
	"epoch": 2.549800796812749,
	"grad_norm": 0.46229591965675354,
	"learning_rate": 3.882959561497159e-07,
	"loss": 1.0722061395645142,
	"step": 640
	},
	{
	"epoch": 2.557768924302789,
	"grad_norm": 0.8892953991889954,
	"learning_rate": 3.8553078421502585e-07,
	"loss": 1.1972440481185913,
	"step": 642
	},
	{
	"epoch": 2.5657370517928286,
	"grad_norm": 0.36197274923324585,
	"learning_rate": 3.8277276147271764e-07,
	"loss": 1.4118647575378418,
	"step": 644
	},
	{
	"epoch": 2.5737051792828685,
	"grad_norm": 0.7987051010131836,
	"learning_rate": 3.8002200780926995e-07,
	"loss": 0.6525497436523438,
	"step": 646
	},
	{
	"epoch": 2.5816733067729083,
	"grad_norm": 0.5063230991363525,
	"learning_rate": 3.7727864279518775e-07,
	"loss": 1.218778371810913,
	"step": 648
	},
	{
	"epoch": 2.589641434262948,
	"grad_norm": 0.5883747935295105,
	"learning_rate": 3.7454278567980403e-07,
	"loss": 1.010594129562378,
	"step": 650
	},
	{
	"epoch": 2.597609561752988,
	"grad_norm": 0.5669489502906799,
	"learning_rate": 3.718145553860957e-07,
	"loss": 1.1629045009613037,
	"step": 652
	},
	{
	"epoch": 2.605577689243028,
	"grad_norm": 1.0424724817276,
	"learning_rate": 3.690940705055162e-07,
	"loss": 0.7290706038475037,
	"step": 654
	},
	{
	"epoch": 2.6135458167330676,
	"grad_norm": 0.4018857479095459,
	"learning_rate": 3.6638144929283823e-07,
	"loss": 0.5022093057632446,
	"step": 656
	},
	{
	"epoch": 2.6215139442231075,
	"grad_norm": 0.5531585216522217,
	"learning_rate": 3.636768096610148e-07,
	"loss": 0.6555119752883911,
	"step": 658
	},
	{
	"epoch": 2.6294820717131473,
	"grad_norm": 0.5517063140869141,
	"learning_rate": 3.609802691760533e-07,
	"loss": 1.0602622032165527,
	"step": 660
	},
	{
	"epoch": 2.637450199203187,
	"grad_norm": 0.9075046181678772,
	"learning_rate": 3.582919450519053e-07,
	"loss": 1.372468113899231,
	"step": 662
	},
	{
	"epoch": 2.645418326693227,
	"grad_norm": 0.7803366184234619,
	"learning_rate": 3.556119541453716e-07,
	"loss": 0.7533060908317566,
	"step": 664
	},
	{
	"epoch": 2.653386454183267,
	"grad_norm": 0.8778672218322754,
	"learning_rate": 3.5294041295102207e-07,
	"loss": 1.1376829147338867,
	"step": 666
	},
	{
	"epoch": 2.6613545816733066,
	"grad_norm": 0.26959022879600525,
	"learning_rate": 3.5027743759613205e-07,
	"loss": 0.637627363204956,
	"step": 668
	},
	{
	"epoch": 2.6693227091633465,
	"grad_norm": 1.0191822052001953,
	"learning_rate": 3.476231438356353e-07,
	"loss": 0.890547513961792,
	"step": 670
	},
	{
	"epoch": 2.6772908366533863,
	"grad_norm": 0.4155731797218323,
	"learning_rate": 3.449776470470914e-07,
	"loss": 0.6647993922233582,
	"step": 672
	},
	{
	"epoch": 2.685258964143426,
	"grad_norm": 0.36803483963012695,
	"learning_rate": 3.423410622256705e-07,
	"loss": 1.1900908946990967,
	"step": 674
	},
	{
	"epoch": 2.6932270916334664,
	"grad_norm": 1.4192544221878052,
	"learning_rate": 3.39713503979155e-07,
	"loss": 0.9067127704620361,
	"step": 676
	},
	{
	"epoch": 2.7011952191235062,
	"grad_norm": 0.6935244798660278,
	"learning_rate": 3.370950865229583e-07,
	"loss": 0.7337151765823364,
	"step": 678
	},
	{
	"epoch": 2.709163346613546,
	"grad_norm": 0.35887786746025085,
	"learning_rate": 3.3448592367515843e-07,
	"loss": 1.1841096878051758,
	"step": 680
	},
	{
	"epoch": 2.717131474103586,
	"grad_norm": 1.2133479118347168,
	"learning_rate": 3.3188612885155253e-07,
	"loss": 1.2082436084747314,
	"step": 682
	},
	{
	"epoch": 2.7250996015936257,
	"grad_norm": 0.38288289308547974,
	"learning_rate": 3.292958150607259e-07,
	"loss": 0.8327260613441467,
	"step": 684
	},
	{
	"epoch": 2.7330677290836656,
	"grad_norm": 0.6938713788986206,
	"learning_rate": 3.267150948991387e-07,
	"loss": 0.6335185766220093,
	"step": 686
	},
	{
	"epoch": 2.7410358565737054,
	"grad_norm": 0.385933518409729,
	"learning_rate": 3.241440805462337e-07,
	"loss": 1.2009639739990234,
	"step": 688
	},
	{
	"epoch": 2.7490039840637452,
	"grad_norm": 0.789777934551239,
	"learning_rate": 3.2158288375955845e-07,
	"loss": 0.6830637454986572,
	"step": 690
	},
	{
	"epoch": 2.756972111553785,
	"grad_norm": 0.6893877983093262,
	"learning_rate": 3.1903161586990834e-07,
	"loss": 1.2352404594421387,
	"step": 692
	},
	{
	"epoch": 2.764940239043825,
	"grad_norm": 0.8104536533355713,
	"learning_rate": 3.164903877764862e-07,
	"loss": 1.032488465309143,
	"step": 694
	},
	{
	"epoch": 2.7729083665338647,
	"grad_norm": 0.7075826525688171,
	"learning_rate": 3.139593099420823e-07,
	"loss": 0.9938370585441589,
	"step": 696
	},
	{
	"epoch": 2.7808764940239046,
	"grad_norm": 0.539611279964447,
	"learning_rate": 3.1143849238827336e-07,
	"loss": 1.1270115375518799,
	"step": 698
	},
	{
	"epoch": 2.7888446215139444,
	"grad_norm": 0.5532920956611633,
	"learning_rate": 3.0892804469063864e-07,
	"loss": 1.190551996231079,
	"step": 700
	},
	{
	"epoch": 2.7968127490039842,
	"grad_norm": 0.8707150220870972,
	"learning_rate": 3.0642807597399845e-07,
	"loss": 0.8870285749435425,
	"step": 702
	},
	{
	"epoch": 2.804780876494024,
	"grad_norm": 0.6733996868133545,
	"learning_rate": 3.039386949076691e-07,
	"loss": 1.4412972927093506,
	"step": 704
	},
	{
	"epoch": 2.812749003984064,
	"grad_norm": 0.2842189073562622,
	"learning_rate": 3.014600097007408e-07,
	"loss": 1.4471794366836548,
	"step": 706
	},
	{
	"epoch": 2.8207171314741037,
	"grad_norm": 0.7518956661224365,
	"learning_rate": 2.9899212809737273e-07,
	"loss": 1.2614086866378784,
	"step": 708
	},
	{
	"epoch": 2.8286852589641436,
	"grad_norm": 0.39055633544921875,
	"learning_rate": 2.965351573721103e-07,
	"loss": 0.6366642117500305,
	"step": 710
	},
	{
	"epoch": 2.8366533864541834,
	"grad_norm": 0.5946579575538635,
	"learning_rate": 2.9408920432522246e-07,
	"loss": 1.2139933109283447,
	"step": 712
	},
	{
	"epoch": 2.8446215139442232,
	"grad_norm": 0.4142098128795624,
	"learning_rate": 2.9165437527805734e-07,
	"loss": 0.7183558940887451,
	"step": 714
	},
	{
	"epoch": 2.852589641434263,
	"grad_norm": 0.3885643184185028,
	"learning_rate": 2.892307760684234e-07,
	"loss": 1.190184473991394,
	"step": 716
	},
	{
	"epoch": 2.860557768924303,
	"grad_norm": 2.370802879333496,
	"learning_rate": 2.868185120459867e-07,
	"loss": 0.7851237654685974,
	"step": 718
	},
	{
	"epoch": 2.8685258964143427,
	"grad_norm": 0.4130178987979889,
	"learning_rate": 2.8441768806769305e-07,
	"loss": 0.7491707801818848,
	"step": 720
	},
	{
	"epoch": 2.8764940239043826,
	"grad_norm": 0.5927749276161194,
	"learning_rate": 2.8202840849320864e-07,
	"loss": 1.0182961225509644,
	"step": 722
	},
	{
	"epoch": 2.8844621513944224,
	"grad_norm": 0.3625214397907257,
	"learning_rate": 2.796507771803843e-07,
	"loss": 0.7264545559883118,
	"step": 724
	},
	{
	"epoch": 2.8924302788844622,
	"grad_norm": 0.3499440848827362,
	"learning_rate": 2.772848974807419e-07,
	"loss": 1.1779705286026,
	"step": 726
	},
	{
	"epoch": 2.900398406374502,
	"grad_norm": 0.493435263633728,
	"learning_rate": 2.7493087223498015e-07,
	"loss": 0.686111330986023,
	"step": 728
	},
	{
	"epoch": 2.908366533864542,
	"grad_norm": 0.4593299925327301,
	"learning_rate": 2.7258880376850567e-07,
	"loss": 1.1069648265838623,
	"step": 730
	},
	{
	"epoch": 2.9163346613545817,
	"grad_norm": 0.5402621626853943,
	"learning_rate": 2.702587938869842e-07,
	"loss": 0.6000016927719116,
	"step": 732
	},
	{
	"epoch": 2.9243027888446216,
	"grad_norm": 0.7403383255004883,
	"learning_rate": 2.679409438719161e-07,
	"loss": 1.2140743732452393,
	"step": 734
	},
	{
	"epoch": 2.9322709163346614,
	"grad_norm": 1.8978993892669678,
	"learning_rate": 2.6563535447623297e-07,
	"loss": 0.5592060089111328,
	"step": 736
	},
	{
	"epoch": 2.9402390438247012,
	"grad_norm": 0.8265647292137146,
	"learning_rate": 2.6334212591991844e-07,
	"loss": 1.1739059686660767,
	"step": 738
	},
	{
	"epoch": 2.948207171314741,
	"grad_norm": 0.5640074610710144,
	"learning_rate": 2.6106135788565244e-07,
	"loss": 1.3693397045135498,
	"step": 740
	},
	{
	"epoch": 2.956175298804781,
	"grad_norm": 0.8951840996742249,
	"learning_rate": 2.5879314951447684e-07,
	"loss": 0.6989073753356934,
	"step": 742
	},
	{
	"epoch": 2.9641434262948207,
	"grad_norm": 0.4623081386089325,
	"learning_rate": 2.565375994014869e-07,
	"loss": 1.1248592138290405,
	"step": 744
	},
	{
	"epoch": 2.9721115537848606,
	"grad_norm": 0.523663341999054,
	"learning_rate": 2.5429480559154536e-07,
	"loss": 1.1039721965789795,
	"step": 746
	},
	{
	"epoch": 2.9800796812749004,
	"grad_norm": 1.67033052444458,
	"learning_rate": 2.520648655750208e-07,
	"loss": 0.7559752464294434,
	"step": 748
	},
	{
	"epoch": 2.9880478087649402,
	"grad_norm": 0.550735354423523,
	"learning_rate": 2.4984787628354915e-07,
	"loss": 0.3449558913707733,
	"step": 750
	},
	{
	"epoch": 2.99601593625498,
	"grad_norm": 1.1384780406951904,
	"learning_rate": 2.476439340858208e-07,
	"loss": 1.1599386930465698,
	"step": 752
	},
	{
	"epoch": 3.00398406374502,
	"grad_norm": 0.6758951544761658,
	"learning_rate": 2.4545313478339177e-07,
	"loss": 0.6901751160621643,
	"step": 754
	},
	{
	"epoch": 3.0119521912350598,
	"grad_norm": 0.4316188097000122,
	"learning_rate": 2.432755736065189e-07,
	"loss": 0.8225246667861938,
	"step": 756
	},
	{
	"epoch": 3.0199203187250996,
	"grad_norm": 0.44040101766586304,
	"learning_rate": 2.4111134521002105e-07,
	"loss": 0.5468270778656006,
	"step": 758
	},
	{
	"epoch": 3.0278884462151394,
	"grad_norm": 0.6496953964233398,
	"learning_rate": 2.3896054366916363e-07,
	"loss": 0.9568942785263062,
	"step": 760
	},
	{
	"epoch": 3.0358565737051793,
	"grad_norm": 3.118239641189575,
	"learning_rate": 2.3682326247556998e-07,
	"loss": 0.6734780073165894,
	"step": 762
	},
	{
	"epoch": 3.043824701195219,
	"grad_norm": 0.45301729440689087,
	"learning_rate": 2.3469959453315754e-07,
	"loss": 1.1819524765014648,
	"step": 764
	},
	{
	"epoch": 3.051792828685259,
	"grad_norm": 0.48368385434150696,
	"learning_rate": 2.3258963215409923e-07,
	"loss": 0.2418724000453949,
	"step": 766
	},
	{
	"epoch": 3.0597609561752988,
	"grad_norm": 0.3687514364719391,
	"learning_rate": 2.3049346705481084e-07,
	"loss": 1.0057097673416138,
	"step": 768
	},
	{
	"epoch": 3.0677290836653386,
	"grad_norm": 0.5440084934234619,
	"learning_rate": 2.2841119035196407e-07,
	"loss": 1.117985725402832,
	"step": 770
	},
	{
	"epoch": 3.0756972111553784,
	"grad_norm": 0.4214663505554199,
	"learning_rate": 2.26342892558526e-07,
	"loss": 1.182395100593567,
	"step": 772
	},
	{
	"epoch": 3.0836653386454183,
	"grad_norm": 0.6138442754745483,
	"learning_rate": 2.2428866357982513e-07,
	"loss": 1.0611752271652222,
	"step": 774
	},
	{
	"epoch": 3.091633466135458,
	"grad_norm": 0.29164546728134155,
	"learning_rate": 2.2224859270964235e-07,
	"loss": 0.8244748115539551,
	"step": 776
	},
	{
	"epoch": 3.099601593625498,
	"grad_norm": 0.5247227549552917,
	"learning_rate": 2.202227686263307e-07,
	"loss": 0.8076885938644409,
	"step": 778
	},
	{
	"epoch": 3.1075697211155378,
	"grad_norm": 0.4827449321746826,
	"learning_rate": 2.1821127938895936e-07,
	"loss": 1.164618968963623,
	"step": 780
	},
	{
	"epoch": 3.1155378486055776,
	"grad_norm": 0.27927151322364807,
	"learning_rate": 2.162142124334871e-07,
	"loss": 0.6487075686454773,
	"step": 782
	},
	{
	"epoch": 3.1235059760956174,
	"grad_norm": 2.0876452922821045,
	"learning_rate": 2.1423165456896063e-07,
	"loss": 1.2239673137664795,
	"step": 784
	},
	{
	"epoch": 3.1314741035856573,
	"grad_norm": 0.58223557472229,
	"learning_rate": 2.1226369197374174e-07,
	"loss": 1.0446572303771973,
	"step": 786
	},
	{
	"epoch": 3.139442231075697,
	"grad_norm": 0.7666153907775879,
	"learning_rate": 2.103104101917615e-07,
	"loss": 0.9695687294006348,
	"step": 788
	},
	{
	"epoch": 3.147410358565737,
	"grad_norm": 0.17971999943256378,
	"learning_rate": 2.083718941288004e-07,
	"loss": 0.7158756256103516,
	"step": 790
	},
	{
	"epoch": 3.1553784860557768,
	"grad_norm": 0.5609447956085205,
	"learning_rate": 2.0644822804879964e-07,
	"loss": 1.0817302465438843,
	"step": 792
	},
	{
	"epoch": 3.1633466135458166,
	"grad_norm": 0.14870183169841766,
	"learning_rate": 2.045394955701969e-07,
	"loss": 0.4572441577911377,
	"step": 794
	},
	{
	"epoch": 3.1713147410358564,
	"grad_norm": 0.45732492208480835,
	"learning_rate": 2.0264577966229222e-07,
	"loss": 0.9440208673477173,
	"step": 796
	},
	{
	"epoch": 3.1792828685258963,
	"grad_norm": 0.30812424421310425,
	"learning_rate": 2.0076716264164116e-07,
	"loss": 0.6523926854133606,
	"step": 798
	},
	{
	"epoch": 3.187250996015936,
	"grad_norm": 0.5582972168922424,
	"learning_rate": 1.989037261684766e-07,
	"loss": 1.073933720588684,
	"step": 800
	},
	{
	"epoch": 3.195219123505976,
	"grad_norm": 0.3473052978515625,
	"learning_rate": 1.9705555124315965e-07,
	"loss": 0.9868369102478027,
	"step": 802
	},
	{
	"epoch": 3.2031872509960158,
	"grad_norm": 1.0986326932907104,
	"learning_rate": 1.9522271820265802e-07,
	"loss": 0.9842031598091125,
	"step": 804
	},
	{
	"epoch": 3.2111553784860556,
	"grad_norm": 0.9676355719566345,
	"learning_rate": 1.9340530671705447e-07,
	"loss": 1.4722096920013428,
	"step": 806
	},
	{
	"epoch": 3.2191235059760954,
	"grad_norm": 1.6234230995178223,
	"learning_rate": 1.9160339578608303e-07,
	"loss": 0.7529752254486084,
	"step": 808
	},
	{
	"epoch": 3.2270916334661353,
	"grad_norm": 0.4372311234474182,
	"learning_rate": 1.89817063735696e-07,
	"loss": 1.0224361419677734,
	"step": 810
	},
	{
	"epoch": 3.235059760956175,
	"grad_norm": 0.6926037073135376,
	"learning_rate": 1.8804638821465818e-07,
	"loss": 0.5187029838562012,
	"step": 812
	},
	{
	"epoch": 3.243027888446215,
	"grad_norm": 0.34467005729675293,
	"learning_rate": 1.8629144619117233e-07,
	"loss": 1.0658881664276123,
	"step": 814
	},
	{
	"epoch": 3.2509960159362548,
	"grad_norm": 1.1070398092269897,
	"learning_rate": 1.8455231394953346e-07,
	"loss": 0.7056020498275757,
	"step": 816
	},
	{
	"epoch": 3.2589641434262946,
	"grad_norm": 0.45471855998039246,
	"learning_rate": 1.8282906708681236e-07,
	"loss": 1.150197148323059,
	"step": 818
	},
	{
	"epoch": 3.2669322709163344,
	"grad_norm": 1.0237236022949219,
	"learning_rate": 1.8112178050956988e-07,
	"loss": 0.9537737369537354,
	"step": 820
	},
	{
	"epoch": 3.2749003984063743,
	"grad_norm": 0.6596385836601257,
	"learning_rate": 1.794305284306013e-07,
	"loss": 1.0868531465530396,
	"step": 822
	},
	{
	"epoch": 3.2828685258964145,
	"grad_norm": 0.7938012480735779,
	"learning_rate": 1.7775538436570937e-07,
	"loss": 0.7373219132423401,
	"step": 824
	},
	{
	"epoch": 3.2908366533864544,
	"grad_norm": 0.34923869371414185,
	"learning_rate": 1.7609642113050992e-07,
	"loss": 1.1872001886367798,
	"step": 826
	},
	{
	"epoch": 3.298804780876494,
	"grad_norm": 0.4653020203113556,
	"learning_rate": 1.7445371083726564e-07,
	"loss": 1.1614234447479248,
	"step": 828
	},
	{
	"epoch": 3.306772908366534,
	"grad_norm": 0.4868079125881195,
	"learning_rate": 1.7282732489175224e-07,
	"loss": 1.1662194728851318,
	"step": 830
	},
	{
	"epoch": 3.314741035856574,
	"grad_norm": 0.7877575755119324,
	"learning_rate": 1.7121733399015402e-07,
	"loss": 0.91205233335495,
	"step": 832
	},
	{
	"epoch": 3.3227091633466137,
	"grad_norm": 2.043727397918701,
	"learning_rate": 1.6962380811599137e-07,
	"loss": 0.5424389839172363,
	"step": 834
	},
	{
	"epoch": 3.3306772908366535,
	"grad_norm": 1.0781350135803223,
	"learning_rate": 1.6804681653707814e-07,
	"loss": 0.8418402671813965,
	"step": 836
	},
	{
	"epoch": 3.3386454183266934,
	"grad_norm": 0.7440342307090759,
	"learning_rate": 1.6648642780251092e-07,
	"loss": 1.0298240184783936,
	"step": 838
	},
	{
	"epoch": 3.346613545816733,
	"grad_norm": 0.8263541460037231,
	"learning_rate": 1.649427097396897e-07,
	"loss": 0.42005059123039246,
	"step": 840
	},
	{
	"epoch": 3.354581673306773,
	"grad_norm": 0.5452672243118286,
	"learning_rate": 1.63415729451369e-07,
	"loss": 1.0754554271697998,
	"step": 842
	},
	{
	"epoch": 3.362549800796813,
	"grad_norm": 0.5182120203971863,
	"learning_rate": 1.619055533127412e-07,
	"loss": 0.9780777096748352,
	"step": 844
	},
	{
	"epoch": 3.3705179282868527,
	"grad_norm": 0.48941749334335327,
	"learning_rate": 1.6041224696855143e-07,
	"loss": 1.1990125179290771,
	"step": 846
	},
	{
	"epoch": 3.3784860557768925,
	"grad_norm": 0.38062039017677307,
	"learning_rate": 1.589358753302439e-07,
	"loss": 1.1686046123504639,
	"step": 848
	},
	{
	"epoch": 3.3864541832669324,
	"grad_norm": 0.9446031451225281,
	"learning_rate": 1.5747650257314066e-07,
	"loss": 1.432015061378479,
	"step": 850
	},
	{
	"epoch": 3.394422310756972,
	"grad_norm": 1.1120773553848267,
	"learning_rate": 1.5603419213365144e-07,
	"loss": 1.1429520845413208,
	"step": 852
	},
	{
	"epoch": 3.402390438247012,
	"grad_norm": 0.538745105266571,
	"learning_rate": 1.5460900670651704e-07,
	"loss": 0.7400649785995483,
	"step": 854
	},
	{
	"epoch": 3.410358565737052,
	"grad_norm": 0.5193626880645752,
	"learning_rate": 1.5320100824208305e-07,
	"loss": 1.1519125699996948,
	"step": 856
	},
	{
	"epoch": 3.4183266932270917,
	"grad_norm": 0.3940195143222809,
	"learning_rate": 1.5181025794360798e-07,
	"loss": 1.3227684497833252,
	"step": 858
	},
	{
	"epoch": 3.4262948207171315,
	"grad_norm": 0.5315623879432678,
	"learning_rate": 1.5043681626460196e-07,
	"loss": 1.2551010847091675,
	"step": 860
	},
	{
	"epoch": 3.4342629482071714,
	"grad_norm": 2.863178014755249,
	"learning_rate": 1.490807429061997e-07,
	"loss": 1.043013572692871,
	"step": 862
	},
	{
	"epoch": 3.442231075697211,
	"grad_norm": 5.395115375518799,
	"learning_rate": 1.4774209681456517e-07,
	"loss": 0.9645116329193115,
	"step": 864
	},
	{
	"epoch": 3.450199203187251,
	"grad_norm": 0.8922992944717407,
	"learning_rate": 1.464209361783285e-07,
	"loss": 1.0984504222869873,
	"step": 866
	},
	{
	"epoch": 3.458167330677291,
	"grad_norm": 0.5256724953651428,
	"learning_rate": 1.4511731842605803e-07,
	"loss": 0.9979899525642395,
	"step": 868
	},
	{
	"epoch": 3.4661354581673307,
	"grad_norm": 20.09447479248047,
	"learning_rate": 1.4383130022376296e-07,
	"loss": 0.6578091382980347,
	"step": 870
	},
	{
	"epoch": 3.4741035856573705,
	"grad_norm": 0.2142326384782791,
	"learning_rate": 1.4256293747243065e-07,
	"loss": 0.8180892467498779,
	"step": 872
	},
	{
	"epoch": 3.4820717131474104,
	"grad_norm": 0.21468740701675415,
	"learning_rate": 1.4131228530559635e-07,
	"loss": 0.9822489619255066,
	"step": 874
	},
	{
	"epoch": 3.49003984063745,
	"grad_norm": 0.7827680110931396,
	"learning_rate": 1.400793980869468e-07,
	"loss": 0.8261870741844177,
	"step": 876
	},
	{
	"epoch": 3.49800796812749,
	"grad_norm": 1.5622820854187012,
	"learning_rate": 1.3886432940795743e-07,
	"loss": 0.6720483303070068,
	"step": 878
	},
	{
	"epoch": 3.50597609561753,
	"grad_norm": 0.8509066700935364,
	"learning_rate": 1.376671320855623e-07,
	"loss": 0.7396157383918762,
	"step": 880
	},
	{
	"epoch": 3.5139442231075697,
	"grad_norm": 0.5573006272315979,
	"learning_rate": 1.3648785815985874e-07,
	"loss": 1.1854437589645386,
	"step": 882
	},
	{
	"epoch": 3.5219123505976095,
	"grad_norm": 3.8408010005950928,
	"learning_rate": 1.3532655889184476e-07,
	"loss": 0.5168848633766174,
	"step": 884
	},
	{
	"epoch": 3.5298804780876494,
	"grad_norm": 2.9168479442596436,
	"learning_rate": 1.3418328476119135e-07,
	"loss": 1.034480333328247,
	"step": 886
	},
	{
	"epoch": 3.537848605577689,
	"grad_norm": 0.39456796646118164,
	"learning_rate": 1.3305808546404768e-07,
	"loss": 1.1958153247833252,
	"step": 888
	},
	{
	"epoch": 3.545816733067729,
	"grad_norm": 0.4726790487766266,
	"learning_rate": 1.319510099108814e-07,
	"loss": 0.62462317943573,
	"step": 890
	},
	{
	"epoch": 3.553784860557769,
	"grad_norm": 0.7686280608177185,
	"learning_rate": 1.308621062243524e-07,
	"loss": 1.4123520851135254,
	"step": 892
	},
	{
	"epoch": 3.5617529880478087,
	"grad_norm": 0.43162164092063904,
	"learning_rate": 1.2979142173722052e-07,
	"loss": 1.2093850374221802,
	"step": 894
	},
	{
	"epoch": 3.5697211155378485,
	"grad_norm": 0.6851413249969482,
	"learning_rate": 1.2873900299028894e-07,
	"loss": 0.4169965088367462,
	"step": 896
	},
	{
	"epoch": 3.5776892430278884,
	"grad_norm": 0.37487801909446716,
	"learning_rate": 1.2770489573038072e-07,
	"loss": 0.8792660236358643,
	"step": 898
	},
	{
	"epoch": 3.585657370517928,
	"grad_norm": 0.42972782254219055,
	"learning_rate": 1.2668914490834982e-07,
	"loss": 0.5300610661506653,
	"step": 900
	},
	{
	"epoch": 3.593625498007968,
	"grad_norm": 5.69271993637085,
	"learning_rate": 1.2569179467712804e-07,
	"loss": 0.1809053122997284,
	"step": 902
	},
	{
	"epoch": 3.601593625498008,
	"grad_norm": 0.4998655915260315,
	"learning_rate": 1.2471288838980504e-07,
	"loss": 1.043647050857544,
	"step": 904
	},
	{
	"epoch": 3.6095617529880477,
	"grad_norm": 0.5562883615493774,
	"learning_rate": 1.237524685977444e-07,
	"loss": 0.9470633268356323,
	"step": 906
	},
	{
	"epoch": 3.6175298804780875,
	"grad_norm": 0.45538005232810974,
	"learning_rate": 1.228105770487333e-07,
	"loss": 1.179053544998169,
	"step": 908
	},
	{
	"epoch": 3.6254980079681274,
	"grad_norm": 0.5423485636711121,
	"learning_rate": 1.2188725468516874e-07,
	"loss": 1.1503219604492188,
	"step": 910
	},
	{
	"epoch": 3.633466135458167,
	"grad_norm": 0.5560302734375,
	"learning_rate": 1.2098254164227705e-07,
	"loss": 0.2553570568561554,
	"step": 912
	},
	{
	"epoch": 3.641434262948207,
	"grad_norm": 0.3783654272556305,
	"learning_rate": 1.200964772463695e-07,
	"loss": 1.0606558322906494,
	"step": 914
	},
	{
	"epoch": 3.649402390438247,
	"grad_norm": 1.3476688861846924,
	"learning_rate": 1.192291000131331e-07,
	"loss": 1.0885281562805176,
	"step": 916
	},
	{
	"epoch": 3.6573705179282867,
	"grad_norm": 1.2853106260299683,
	"learning_rate": 1.1838044764595615e-07,
	"loss": 0.5078513622283936,
	"step": 918
	},
	{
	"epoch": 3.6653386454183265,
	"grad_norm": 0.5647287964820862,
	"learning_rate": 1.1755055703428956e-07,
	"loss": 1.2124147415161133,
	"step": 920
	},
	{
	"epoch": 3.6733067729083664,
	"grad_norm": 0.4864143133163452,
	"learning_rate": 1.1673946425204286e-07,
	"loss": 0.43091651797294617,
	"step": 922
	},
	{
	"epoch": 3.681274900398406,
	"grad_norm": 0.6131622791290283,
	"learning_rate": 1.1594720455601663e-07,
	"loss": 1.3501334190368652,
	"step": 924
	},
	{
	"epoch": 3.6892430278884465,
	"grad_norm": 1.0398799180984497,
	"learning_rate": 1.1517381238436986e-07,
	"loss": 0.5815224051475525,
	"step": 926
	},
	{
	"epoch": 3.6972111553784863,
	"grad_norm": 0.7707909941673279,
	"learning_rate": 1.144193213551226e-07,
	"loss": 0.9891685247421265,
	"step": 928
	},
	{
	"epoch": 3.705179282868526,
	"grad_norm": 0.2545696198940277,
	"learning_rate": 1.1368376426469523e-07,
	"loss": 1.1158779859542847,
	"step": 930
	},
	{
	"epoch": 3.713147410358566,
	"grad_norm": 0.5492184162139893,
	"learning_rate": 1.1296717308648236e-07,
	"loss": 1.1675889492034912,
	"step": 932
	},
	{
	"epoch": 3.721115537848606,
	"grad_norm": 0.9168418049812317,
	"learning_rate": 1.1226957896946332e-07,
	"loss": 0.8874309062957764,
	"step": 934
	},
	{
	"epoch": 3.7290836653386457,
	"grad_norm": 0.5822036266326904,
	"learning_rate": 1.1159101223684788e-07,
	"loss": 1.1191778182983398,
	"step": 936
	},
	{
	"epoch": 3.7370517928286855,
	"grad_norm": 2.816157579421997,
	"learning_rate": 1.1093150238475845e-07,
	"loss": 1.1562682390213013,
	"step": 938
	},
	{
	"epoch": 3.7450199203187253,
	"grad_norm": 0.37556105852127075,
	"learning_rate": 1.1029107808094788e-07,
	"loss": 1.0539166927337646,
	"step": 940
	},
	{
	"epoch": 3.752988047808765,
	"grad_norm": 0.7887294292449951,
	"learning_rate": 1.0966976716355293e-07,
	"loss": 1.166836142539978,
	"step": 942
	},
	{
	"epoch": 3.760956175298805,
	"grad_norm": 0.9350002408027649,
	"learning_rate": 1.0906759663988474e-07,
	"loss": 0.6714451909065247,
	"step": 944
	},
	{
	"epoch": 3.768924302788845,
	"grad_norm": 0.5544145107269287,
	"learning_rate": 1.084845926852547e-07,
	"loss": 1.1760157346725464,
	"step": 946
	},
	{
	"epoch": 3.7768924302788847,
	"grad_norm": 1.4443753957748413,
	"learning_rate": 1.079207806418365e-07,
	"loss": 0.9075829982757568,
	"step": 948
	},
	{
	"epoch": 3.7848605577689245,
	"grad_norm": 0.42774176597595215,
	"learning_rate": 1.0737618501756453e-07,
	"loss": 1.1582362651824951,
	"step": 950
	},
	{
	"epoch": 3.7928286852589643,
	"grad_norm": 0.46223682165145874,
	"learning_rate": 1.0685082948506874e-07,
	"loss": 1.188973069190979,
	"step": 952
	},
	{
	"epoch": 3.800796812749004,
	"grad_norm": 0.5352646112442017,
	"learning_rate": 1.063447368806457e-07,
	"loss": 0.8787344098091125,
	"step": 954
	},
	{
	"epoch": 3.808764940239044,
	"grad_norm": 2.997920513153076,
	"learning_rate": 1.0585792920326563e-07,
	"loss": 1.0658434629440308,
	"step": 956
	},
	{
	"epoch": 3.816733067729084,
	"grad_norm": 1.961532711982727,
	"learning_rate": 1.0539042761361646e-07,
	"loss": 0.8814696073532104,
	"step": 958
	},
	{
	"epoch": 3.8247011952191237,
	"grad_norm": 0.9376783967018127,
	"learning_rate": 1.049422524331837e-07,
	"loss": 1.0061813592910767,
	"step": 960
	},
	{
	"epoch": 3.8326693227091635,
	"grad_norm": 0.6350404620170593,
	"learning_rate": 1.0451342314336753e-07,
	"loss": 0.9253600239753723,
	"step": 962
	},
	{
	"epoch": 3.8406374501992033,
	"grad_norm": 1.0082424879074097,
	"learning_rate": 1.0410395838463545e-07,
	"loss": 1.2256076335906982,
	"step": 964
	},
	{
	"epoch": 3.848605577689243,
	"grad_norm": 0.7602862119674683,
	"learning_rate": 1.0371387595571246e-07,
	"loss": 0.5702172517776489,
	"step": 966
	},
	{
	"epoch": 3.856573705179283,
	"grad_norm": 0.5603384375572205,
	"learning_rate": 1.0334319281280713e-07,
	"loss": 0.7256681323051453,
	"step": 968
	},
	{
	"epoch": 3.864541832669323,
	"grad_norm": 1.6261464357376099,
	"learning_rate": 1.0299192506887466e-07,
	"loss": 1.083208680152893,
	"step": 970
	},
	{
	"epoch": 3.8725099601593627,
	"grad_norm": 0.40230756998062134,
	"learning_rate": 1.0266008799291634e-07,
	"loss": 0.8354797959327698,
	"step": 972
	},
	{
	"epoch": 3.8804780876494025,
	"grad_norm": 0.18954500555992126,
	"learning_rate": 1.0234769600931611e-07,
	"loss": 0.6113368272781372,
	"step": 974
	},
	{
	"epoch": 3.8884462151394423,
	"grad_norm": 0.5848817825317383,
	"learning_rate": 1.0205476269721311e-07,
	"loss": 1.167410969734192,
	"step": 976
	},
	{
	"epoch": 3.896414342629482,
	"grad_norm": 0.8019612431526184,
	"learning_rate": 1.0178130078991195e-07,
	"loss": 0.6739932298660278,
	"step": 978
	},
	{
	"epoch": 3.904382470119522,
	"grad_norm": 0.6015135049819946,
	"learning_rate": 1.0152732217432873e-07,
	"loss": 0.5854436159133911,
	"step": 980
	},
	{
	"epoch": 3.912350597609562,
	"grad_norm": 0.780681848526001,
	"learning_rate": 1.0129283789047472e-07,
	"loss": 0.8006756901741028,
	"step": 982
	},
	{
	"epoch": 3.9203187250996017,
	"grad_norm": 0.37933349609375,
	"learning_rate": 1.0107785813097619e-07,
	"loss": 1.1144965887069702,
	"step": 984
	},
	{
	"epoch": 3.9282868525896415,
	"grad_norm": 0.8300569653511047,
	"learning_rate": 1.0088239224063151e-07,
	"loss": 0.2734246253967285,
	"step": 986
	},
	{
	"epoch": 3.9362549800796813,
	"grad_norm": 1.4782869815826416,
	"learning_rate": 1.0070644871600493e-07,
	"loss": 0.7137698531150818,
	"step": 988
	},
	{
	"epoch": 3.944223107569721,
	"grad_norm": 0.3787873387336731,
	"learning_rate": 1.0055003520505713e-07,
	"loss": 0.8101165294647217,
	"step": 990
	},
	{
	"epoch": 3.952191235059761,
	"grad_norm": 0.5657850503921509,
	"learning_rate": 1.0041315850681298e-07,
	"loss": 1.2873133420944214,
	"step": 992
	},
	{
	"epoch": 3.960159362549801,
	"grad_norm": 0.21417276561260223,
	"learning_rate": 1.0029582457106586e-07,
	"loss": 0.3951149582862854,
	"step": 994
	},
	{
	"epoch": 3.9681274900398407,
	"grad_norm": 0.49882808327674866,
	"learning_rate": 1.00198038498119e-07,
	"loss": 1.1357934474945068,
	"step": 996
	},
	{
	"epoch": 3.9760956175298805,
	"grad_norm": 0.3907023072242737,
	"learning_rate": 1.001198045385639e-07,
	"loss": 0.8105093836784363,
	"step": 998
	},
	{
	"epoch": 3.9840637450199203,
	"grad_norm": 0.8356418013572693,
	"learning_rate": 1.0006112609309548e-07,
	"loss": 0.6233622431755066,
	"step": 1000
	},
	{
	"epoch": 3.99203187250996,
	"grad_norm": 0.475093275308609,
	"learning_rate": 1.0002200571236428e-07,
	"loss": 1.172187328338623,
	"step": 1002
	},
	{
	"epoch": 4.0,
	"grad_norm": 0.1982579082250595,
	"learning_rate": 1.0000244509686563e-07,
	"loss": 0.5022701025009155,
	"step": 1004
	},
	{
	"epoch": 4.0,
	"step": 1004,
	"total_flos": 4.038502240003031e+18,
	"train_loss": 1.0441685825645686,
	"train_runtime": 10534.5209,
	"train_samples_per_second": 5.718,
	"train_steps_per_second": 0.095
	}
	],
	"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": 4.038502240003031e+18,
	"train_batch_size": 3,
	"trial_name": null,
	"trial_params": null
	}