- From: Yehonatan Daniv via GitHub <noreply@w3.org>
- Date: Mon, 16 Feb 2026 18:11:41 +0000
- To: public-css-archive@w3.org
> > You can reach any value, it's just about how we define the behavior. For example, we could define that the slope for some filters for values < 100% is negative.
>
> Can you expand on this? E.g. imagine a filter of brightness(200%) and you want to apply a mask that goes from 0 to 1, i.e. a brightness value between 0% and 200%. How would that look like?
Right, you can't do 0% to 200%, but then that's not what you ask for when you do `filter: brightness(0%)`. What you ask is to darken the image, so I'd expect applying a mask on that would be from noop to 0%.
Also, with that logic, if you have something like:
```css
.filtered {
filter-mask: linear-gradient(transparent, black);
}
```
And
```css
.filtered {
filter: brightness(100%);
filter-mask: linear-gradient(transparent, black);
}
```
You'd get 2 different results, which IMO is highly unexpected.
> We could also define additional parameters defining the range of the multiplier the mask should cover. So something like
> ```
> mask() = mask( <mask-reference># <integer>{2}? )
> ```
> where the first <integer> defines the lower bound and the second the upper bound of multiplier. So a fully transparent pixel in the mask corresponds to the lower bound and a fully opaque pixel the upper bound.
That's possible.
The way I imagined it was using the lerp function as:
```
F = a * (1 - t) + b * t
```
Where:
- `F`: result for each pixel
- `a`: noop value for the filter
- `b`: specified value for the filter
- `t`: the value of the mask in each filter
If we allow to set `a` to something else we can also achieve something like `0%` to `200%`.
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Received on Monday, 16 February 2026 18:11:42 UTC