Instructions to use FriendliAI/MiMo-Embodied-7B with libraries, inference providers, notebooks, and local apps. Follow these links to get started.

Libraries

How to use FriendliAI/MiMo-Embodied-7B with Transformers:

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

pipe = pipeline("image-text-to-text", model="FriendliAI/MiMo-Embodied-7B")
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, AutoModelForMultimodalLM

processor = AutoProcessor.from_pretrained("FriendliAI/MiMo-Embodied-7B")
model = AutoModelForMultimodalLM.from_pretrained("FriendliAI/MiMo-Embodied-7B", device_map="auto")
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 FriendliAI/MiMo-Embodied-7B with vLLM:

Install from pip and serve model

# Install vLLM from pip:
pip install vllm
# Start the vLLM server:
vllm serve "FriendliAI/MiMo-Embodied-7B"
# Call the server using curl (OpenAI-compatible API):
curl -X POST "http://localhost:8000/v1/chat/completions" \
	-H "Content-Type: application/json" \
	--data '{
		"model": "FriendliAI/MiMo-Embodied-7B",
		"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/FriendliAI/MiMo-Embodied-7B

SGLang

How to use FriendliAI/MiMo-Embodied-7B 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 "FriendliAI/MiMo-Embodied-7B" \
    --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": "FriendliAI/MiMo-Embodied-7B",
		"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 "FriendliAI/MiMo-Embodied-7B" \
        --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": "FriendliAI/MiMo-Embodied-7B",
		"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 FriendliAI/MiMo-Embodied-7B with Docker Model Runner:
```
docker model run hf.co/FriendliAI/MiMo-Embodied-7B
```

MiMo-Embodied-7B

File size: 330,832 Bytes

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