MARKDOWN-MATH-PART 2

$\gtrapprox$	\gtrapprox
$\gtrdot$	\gtrdot
$\gtreqless$	\gtreqless
$\gtreqqless$	\gtreqqless
$\gtrless$	\gtrless
$\gtrsim$	\gtrsim
$\gvertneqq$	\gvertneqq
$\harr g$	\harr g
$\hat{421}$	\hat{421}
$\hbar$	\hbar
$\hearts g$	\hearts g
$\heartsuit$	\heartsuit
$\hom$	\hom
$\hookleftarrow$	\hookleftarrow
$\hookrightarrow$	\hookrightarrow
$\hphantom{432}$	\hphantom{432}
	\hskip{231}
$\hslash$	\hslash
	\hspace{412}
	\hspace*{1412}
$\huge$	\huge
$\hArr g$	\hArr g
$\iff$	\iff
$\iiint$	\iiint
$\iint$	\iint
$\image g$	\image g
$\imath$	\imath
$\impliedby$	\impliedby
$\implies$	\implies
$\in$	\in
$\inf$	\inf
$\infin$	\infin
$\infty$	\infty
$\int$	\int
$\intercal$	\intercal
$\intop$	\intop
$\iota$	\iota
$\isin$	\isin
$\it$	\it
$\jmath$	\jmath
$\kappa$	\kappa
$\ker$	\ker
	\kern{412}
$\lambda$	\lambda
$\land$	\land
$\lang$	\lang
$\langle$	\langle
$\large$	\large
$\larr$	\larr
$\lbrack$	\lbrack
$\lceil$	\lceil
$\ldotp$	\ldotp
$\ldots$	\ldots
$\le$	\le
$\leadsto$	\leadsto
	\left
$\leftarrow$	\leftarrow
$\leftarrowtail$	\leftarrowtail
$\leftharpoondown$	\leftharpoondown
$\leftharpoonup$	\leftharpoonup
$\leftleftarrows$	\leftleftarrows
$\leftrightarrow$	\leftrightarrow
$\leftrightarrows$	\leftrightarrows
$\leftrightharpoons$	\leftrightharpoons
$\leftrightsquigarrow$	\leftrightsquigarrow
$\leftthreetimes$	\leftthreetimes
$\leq$	\leq
$\leqq$	\leqq
$\leqslant$	\leqslant
$\lessapprox$	\lessapprox
$\lessdot$	\lessdot
$\lesseqgtr$	\lesseqgtr
$\lesseqqgtr$	\lesseqqgtr
$\lessgtr$	\lessgtr
$\lesssim$	\lesssim
$\lfloor$	\lfloor
$\lg$	\lg
$\lgroup$	\lgroup
$\lhd$	\lhd
$\lim$	\lim
$\liminf$	\liminf
	\limits
$\limsup$	\limsup
$\ll$	\ll
$\llap{532}$	\llap{532}
$\llcorner$	\llcorner
$\lll$	\lll
$\llless$	\llless
$\ln$	\ln
$\lnapprox$	\lnapprox
$\lneq$	\lneq
$\lneqq$	\lneqq
$\lnot$	\lnot
$\lnsim$	\lnsim
$\log$	\log
$\longleftarrow$	\longleftarrow
$\longleftrightarrow$	\longleftrightarrow
$\longmapsto$	\longmapsto
$\longrightarrow$	\longrightarrow
$\looparrowleft$	\looparrowleft
$\looparrowright$	\looparrowright
$\lor$	\lor
$\lozenge$	\lozenge
$\lparen$	\lparen
$\lq$	\lq
$\lrarr$	\lrarr
$\lrcorner$	\lrcorner
$\lrArr$	\lrArr
$\lt$	\lt
$\ltimes$	\ltimes
$\lvert$	\lvert
$\lvertneqq$	\lvertneqq
$\lArr$	\lArr
$\lVert$	\lVert
$\maltese$	\maltese
$\mapsto$	\mapsto
$\mathbb{32}$	\mathbb{32}
$\mathbf{241}$	\mathbf{241}
$\mathbin{124}$	\mathbin{124}
$\mathcal{41}$	\mathcal{41}
$\mathclap{421}$	\mathclap{421}
$\mathclose{421}$	\mathclose{421}
$\mathellipsis$	\mathellipsis
$\mathfrak{412}$	\mathfrak{412}
$\mathinner{214}$	\mathinner{214}
$\mathit{412}$	\mathit{412}
$\mathllap{142}$	\mathllap{142}
$\mathnormal{421}$	\mathnormal{421}
$\mathop{412}$	\mathop{412}
$\mathopen{421}$	\mathopen{421}
$\mathord{41}$	\mathord{41}
$\mathpunct{421}$	\mathpunct{421}
$\mathrel{421}$	\mathrel{421}
$\mathring{421}$	\mathring{421}
$\mathrlap{412}$	\mathrlap{412}
$\mathrm{412}$	\mathrm{412}
$\mathscr{421}$	\mathscr{421}
$\mathsf{421}$	\mathsf{421}
$\mathsterling$	\mathsterling
$\mathtt{421}$	\mathtt{421}
$\max$	\max
$\measuredangle$	\measuredangle
$\medspace$	\medspace
$\mho$	\mho
$\mid$	\mid
	\middle
$\min$	\min
	\mkern{214}
$\models$	\models
$\mp$	\mp
	\mskip{412}
$\mu$	\mu
$\multimap$	\multimap
$\nabla$	\nabla
$\natnums$	\natnums
$\natural$	\natural
$\ncong$	\ncong
$\ne$	\ne
$\nearrow$	\nearrow
$\neg$	\neg
$\negmedspace$	\negmedspace
$\negthickspace$	\negthickspace
$\negthinspace$	\negthinspace
$\neq$	\neq
$\nexists$	\nexists
$\ngeq$	\ngeq
$\ngeqq$	\ngeqq
$\ngeqslant$	\ngeqslant
$\ngtr$	\ngtr
$\ni$	\ni
$\nleftarrow$	\nleftarrow
$\nleftrightarrow$	\nleftrightarrow
$\nleq$	\nleq
$\nleqq$	\nleqq
$\nleqslant$	\nleqslant
$\nless$	\nless
$\nmid$	\nmid
$\nobreakspace$	\nobreakspace
	\nolimits
$\normalsize$	\normalsize
$\not ={dgd}$	\not ={dgd}
$\notin$	\notin
$\notni$	\notni
$\nparallel$	\nparallel
$\nprec$	\nprec
$\npreceq$	\npreceq
$\nrightarrow$	\nrightarrow
$\nshortmid$	\nshortmid
$\nshortparallel$	\nshortparallel
$\nsim$	\nsim
$\nsubseteq$	\nsubseteq
$\nsubseteqq$	\nsubseteqq
$\nsucc$	\nsucc
$\nsucceq$	\nsucceq
$\nsupseteq$	\nsupseteq
$\nsupseteqq$	\nsupseteqq
$\ntriangleleft$	\ntriangleleft
$\ntrianglelefteq$	\ntrianglelefteq
$\ntriangleright$	\ntriangleright
$\ntrianglerighteq$	\ntrianglerighteq
$\nu$	\nu
$\nvdash$	\nvdash
$\nvDash$	\nvDash