This following code extends a bit, an answer posted by the user Sandy G in How to Give Stars a Glow Effect which asked for a way to produce a glowing star with LaTeX.
\documentclass{book}
\textheight 8.5in \textwidth 5.75in
\usepackage{tikz}
\usetikzlibrary{fadings, calc}
\tikzfading[name=dim fade, inner color=transparent!40, outer color=transparent!100]
\tikzfading[name=bright fade, right color=transparent!100, left color=transparent!100, middle color=transparent!0]
\newcommand{\glowstar}[2][.5]{\fill[white,path fading=dim fade](#2)circle[radius=#1*.6];
\foreach \t in {0,60,120}{
\fill[rotate around={\t:(#2)}, white,path fading=bright fade]($(#2)-(.9*#1,0)$)--($(#2)-(0,.05*#1)$)--($(#2)+(.9*#1,0)$)--($(#2)+(0,.02*#1)$)--cycle;
\fill[rotate around={\t:(#2)}, white,path fading=bright fade]($(#2)-(.5*#1,0)$)--($(#2)-(0,.04*#1)$)--($(#2)+(.5*#1,0)$)--($(#2)+(0,.04*#1)$)--cycle;
}
\foreach \t in {0,90,270}{
\fill[rotate around={\t:(#2)}, white,path fading=bright fade]($(#2)-(1.1*#1,0)$)--($(#2)-(.4,.06*#1)$)--($(#2)+(1.1*#1,0)$)--($(#2)+(.4,.06*#1)$)--cycle;
}
\fill[white] (#2)circle[radius=#1*.13];
}
\begin{document}
\begin{center}
\begin{tikzpicture}
\fill[blue!25!black] rectangle (16,12);
\glowstar[0.8]{8,10}
\glowstar[0.8]{4,6}
\glowstar[0.8]{12,6}
\end{tikzpicture}
\end{center}
\end{document}
which produces the output
I'm not sure that I modified the code of user Sandy G in the most efficient way, but I have been able to produce, with it the output you see.
I would like to add another extension, but so far, I have been unable to figure out how to do it:
I would like to adjust the length of the vertical tail of the glowing star a bit---so that the lower vertical portion is a bit longer than the upper portion. This could be accomplished if I could raise the glowing center a bit, but again, I have not figured out how to do that.
QUESTION: (1) Most importantly, how may I make an adjustment to the image so that the vertical tail is longer than the upper vertical portion? and, (2) Secondly, is there a way that I may specify the lengths of the horizontal and vertical portions of the star individually?
Thank you.