\ProvidesPackage{primeshead}[2018/04/26 Primes macros]

\newif\ifslidesafe\slidesafefalse
\DeclareOption{slidesafe}{\slidesafetrue}
\ProcessOptions\relax

\usepackage[boxsize=1.1em,aligntableaux=bottom]{ytableau}
\newskip\@ytabspace \@ytabspace=0ex plus 0.3ex
\def\ytab{\@ifstar\@@ytab\@ytab}
\newcommand{\@ytab}[1][]{\@@ytab[nobaseline,#1]}
\newcommand{\@@ytab}[1][]{\globaldefs=-1\ytableausetup{#1}\globaldefs=0\hspace{\@ytabspace}\@ytab@i}
\newcommand{\@ytab@i}[2][]{\ytableaushort[#1]{#2}\hspace{\@ytabspace}}
\newcommand{\ydiag}[1][]{\globaldefs=-1\ytableausetup{#1}\globaldefs=0\hspace{\@ytabspace}\@ydiag@i}
\newcommand{\@ydiag@i}[1]{\ydiagram{#1}\hspace{\@ytabspace}}
\ifslidesafe\else
\newenvironment{solution}{\begin{proof}[Solution]}{\end{proof}}
\declaretheorem[style=md,sibling=thm,name=Conjecture]{bconj}
\usepackage{subcaption}
\fi

\newcommand{\clmn}{\ensuremath{c^\lambda_{\mu\nu}}}
\newcommand{\cllm}{\ensuremath{c^\lambda_{\lambda\mu}}}
\newcommand{\fs}{\mathfrak{S}}
\newcommand{\lm}{\ensuremath{{\lambda/\mu}}}

\DeclareMathOperator{\SSYT}{SSYT}
\DeclareMathOperator{\OOT}{OOT}
\DeclareMathOperator{\RPP}{RPP}
\DeclareMathOperator{\rpp}{rpp}
\newcommand{\rppq}[1]{\ensuremath{{\rpp_{#1}(q)}}}
\newcommand{\rpplq}{\rppq{\lambda}}
\newcommand{\rpplmq}{\rppq{\lm}}
\newcommand{\rppratio}{\ensuremath{{\frac{\rpplmq}{\rpplq}}}}
\DeclareMathOperator{\qexp}{qexp}

\renewcommand{\vec}{\mathbf}
\newcommand{\vx}{\vec{x}}
\newcommand{\vy}{\vec{y}}
\newcommand{\vz}{\vec{z}}
\newcommand{\vd}{\vec{d}}
\newcommand{\va}{\vec{a}}
\DeclarePairedDelimiterX\mpar[2]{(}{)}{#1\;\delimsize\vert\;#2}
\newcommand{\eval}[1]{\left. #1\right\rvert}

\newcommand{\cale}{\mathcal{E}}
\newcommand{\calr}{\mathcal{R}}
\newcommand{\calp}{\mathcal{P}}
\newcommand{\ssf}{\mathsf{f}}

\newcommand{\hash}{\mathbin{\#}}
\endinput