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---
tags:
- feature-extraction
license: bsd-3-clause
library_name: transformers
duplicated_from: florentgbelidji/blip_image_embeddings
widget:
- text: >-
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
---
# Fork of [salesforce/BLIP](https://github.com/salesforce/BLIP) for a `feature-extraction` task on 🤗Inference endpoint.
This repository implements a `custom` task for `feature-extraction` for 🤗 Inference Endpoints. The code for the customized pipeline is in the [pipeline.py](https://huggingface.co/florentgbelidji/blip-embeddings/blob/main/pipeline.py).
To use deploy this model a an Inference Endpoint you have to select `Custom` as task to use the `pipeline.py` file. -> _double check if it is selected_
### expected Request payload
```json
{
  "inputs": "/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAMCAgICAgMC....", // base64 image as bytes
}
```
below is an example on how to run a request using Python and `requests`.
## Run Request 
1. prepare an image. 
```bash
!wget https://huggingface.co/datasets/mishig/sample_images/resolve/main/palace.jpg
```
2.run request
```python
import json
from typing import List
import requests as r
import base64
ENDPOINT_URL = "https://api-inference.huggingface.co/models/radames/blip_image_embeddings"
HF_TOKEN = ""
def predict(path_to_image: str = None):
    with open(path_to_image, "rb") as i:
        b64 = base64.b64encode(i.read())
    payload = {"inputs": b64.decode("utf-8")}
    response = r.post(
        ENDPOINT_URL, headers={"X-Wait-For-Model": "true", "Authorization": f"Bearer {HF_TOKEN}"}, json=payload
    )
    return response.json()
prediction = predict(
    path_to_image="palace.jpg"
)
```
expected output
```python
[0.016450975090265274,
  -0.5551009774208069,
  0.39800673723220825,
  -0.6809228658676147,
  2.053842782974243,
  -0.4712907075881958,...]
```