diegomura / diegomura/react-pdf

Apply a color to PNG

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bug
Dominant language
TypeScript
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Merged PRs (30d)
52

Description

**Describe the bug**
We got pngs with white line drawings. When we try to render since in white background we can not see the image.
Can apply any filters for the images?

Sample image

```
data:image/png; base64, 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
```

**Expected behavior**
Having filter support like
```
filter: invert(100%);
```
.

**Screenshots**
If applicable, add screenshots to help explain your problem.

**Desktop (please complete the following information):**
- OS: [e.g. MacOS, Windows]
- Browser [e.g. chrome, safari]
- React-pdf version [e.g. v1.1.0]

Contributor guide

Open the contributing guide

Assessment

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