This argument is always set to description.is_blocking(), but
description is also given as a separate argument, so there's no point
to piping it through separately.
As noted, we should probably handle calc() parsing as part of parsing
other values. eg, any `<length>` can be a `calc()` that returns a
length, but we currently have to manually handle that everywhere that
doesn't use the `Parser::parse_css_value(ComponentValue)` method.
When a `calc()` is resolved, it can only return a Percentage value if
the requested type is Percentage. In all other cases, it returns a
concrete value.
eg, a `calc()` with Lengths and Percentages in will always resolve to a
Length, never a Percentage. This means we can just return Length
directly instead of LengthPercentage, which simplifies things in a few
places.
This is mainly so we can easily read that matrix later, but also has the
benefit of only calculating the matrix once, instead of every time we
paint. :^)
Also, made the `reference_length` parameter optional for the lambda that
extracts transform-function parameters, since it is only needed to
resolve `LengthPercentage` parameters.
Before performing intrinsic sizing layout on a box, we now check if its
containing block has automatic size in the relevant axis, and if so,
we fetch the size of the nearest containing block ancestor with a size.
This algorithm is to inject spacing around the range separator under
certain conditions. For example, in en-US, the range [3, 5] should be
formatted as "3–5" if unitless, but as "$3 – $5" for currency.
The Intl mathematical value is much like ECMA-262's mathematical value
in that it is meant to represent an arbitrarily precise number. The Intl
MV further allows positive/negative infinity, negative zero, and NaN.
This implementation is *not* arbitrarily precise. Rather, it is a
replacement for the use of Value within Intl.NumberFormat. The exact
syntax of the Intl MV is still being worked on, but abstracting this
away into its own class will allow hooking in the finalized Intl MV
more easily, and makes implementing Intl.NumberFormat.formatRange
easier.
Note the methods added here are essentially the same as the static
helpers in Intl/NumberFormat.cpp.
After the Intl MV is implemented, returning a copy of the desired value
here may involve copying non-trivial data. Instead, return an enum to
indicate which decision was made.
This becomes more of an issue when implementing the Intl mathematical
value, where negative zero is treated as a special enum value. In that
case, we already previously changed the value from -0 to +0 in step 1b.
Entering the branch for step 4 will then set it back to -0.
The math that follows after these steps worked fine with both +0/-0, but
assertions will be reached in the Intl MV implementation.
This automatically fixes an issue where we were accidentally copying
garbage data from beyond the TLS segment as uninitialized data isn't
actually stored inside the image.
