Bold math not scaling radicals and parentheses #16
Description
I noticed that Lete Sans Math Bold is not scaling radicals, parentheses, and slash. The image below illustrates:
Source for this follows (some glyphs are from the default fonts; \aleph appears not to have a bold version):
\documentclass{article}
\usepackage{mathtools}
\usepackage[warnings-off={mathtools-colon,mathtools-overbracket}]{unicode-math}
\setmathfont{LeteSansMath-Bold}[
Scale=MatchUppercase,
Extension = .otf,
version=sansbold,
]
\setmathfont{LeteSansMath}[
Scale=MatchUppercase,
Extension = .otf,
version=sans
]
\begin{document}
\textbf{Sans}
\mathversion{sans}%
\begin{gather*}
T_{\textrm{feed}} \; \sum \laplac \increment \mathtt{abc=123} \symbb{CNQZ} \symfrak{RI} \\
\Gamma(t) = \int_C \Bigl(\nabla\times\vec{u}+ \vec{\Omega}\times\vec{r}\Bigr)\cdot \vec{n}\, dS + \sum(\symcal{ABC} + \symscr{ABC}) \neq \emptyset \Uparrow\\
f(x) = \tan(x) = \sin(x)\big/\cos(x) \\
\sqrt{x} \neq \sqrt{x^2}\neq \sqrt{y_1^3} \neq \sqrt{\frac{\aleph^0}{2}} \neq \sqrt{\frac{z}{y_1^2}}\neq \sqrt{\frac{\kappa^\theta}{\smash[b]{y_1^2}}} \sqrt{\frac{\kappa^\theta}{y_1^2}} \neq \sqrt{\frac{\symcal{B}_{\textsc{abc}}^2}{y_1^2}}
\sqrt{\frac{\frac{1+x}{1+x^2}}{1-x^{2^{\frac23}}}}
\end{gather*}
\mathversion{normal}%
\bigskip
\textbf{Sansbold}
\mathversion{sansbold}%
\begin{gather*}
T_{\textrm{feed}} \; \sum \laplac \increment \mathtt{abc=123} \symbb{CNQZ} \symfrak{RI} \\
\Gamma(t) = \int_C \Bigl(\nabla\times\vec{u}+ \vec{\Omega}\times\vec{r}\Bigr)\cdot \vec{n}\, dS + \sum(\symcal{ABC} + \symscr{ABC}) \neq \emptyset \Uparrow\\
f(x) = \tan(x) = \sin(x)\big/\cos(x) \\
\sqrt{x} \neq \sqrt{x^2}\neq \sqrt{y_1^3} \neq \sqrt{\frac{\aleph^0}{2}} \neq \sqrt{\frac{z}{y_1^2}}\neq \sqrt{\frac{\kappa^\theta}{\smash[b]{y_1^2}}} \sqrt{\frac{\kappa^\theta}{y_1^2}} \neq \sqrt{\frac{\symcal{B}_{\textsc{abc}}^2}{y_1^2}}
\sqrt{\frac{\frac{1+x}{1+x^2}}{1-x^{2^{\frac23}}}}
\end{gather*}
\mathversion{normal}
\end{document}