Add new mdtheorem env.
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@ -180,7 +180,7 @@
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\mdfdefinestyle{clr}{%
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\mdfdefinestyle{clr}{%
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linecolor=white,linewidth=0pt,%
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linecolor=white,linewidth=0pt,%
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leftmargin=0,rightmargin=0,%
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leftmargin=0,rightmargin=0,%
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innertopmargin=1em,innerbottommargin=1em,%
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innertopmargin=.5em,innerbottommargin=.5em,%
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innerleftmargin=.5em,innerrightmargin=.5em,%
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innerleftmargin=.5em,innerrightmargin=.5em,%
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skipabove=0,skipbelow=0,%
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skipabove=0,skipbelow=0,%
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frametitlerule=false,%
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frametitlerule=false,%
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@ -233,22 +233,22 @@
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nobreak=true,%
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nobreak=true,%
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xcolor,%
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xcolor,%
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firstextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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firstextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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node[symbol] { \faQuoteLeft }
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node[symbol] { \faQuoteLeft };
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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node[symbol] { \faQuoteRight };
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node[symbol] { \faQuoteRight };
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},%
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},%
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secondextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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secondextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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node[symbol] { \faQuoteLeft }
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node[symbol] { \faQuoteLeft };
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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node[symbol] { \faQuoteRight };
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node[symbol] { \faQuoteRight };
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},%
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},%
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middleextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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middleextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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node[symbol] { \faQuoteLeft }
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node[symbol] { \faQuoteLeft };
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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node[symbol] { \faQuoteRight };
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node[symbol] { \faQuoteRight };
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},%
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},%
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singleextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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singleextra={\path let \p1=(P), \p2=(O) in ($(\x2,-.4)+1.0*(0,\y1)$)
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node[symbol] { \faQuoteLeft }
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node[symbol] { \faQuoteLeft };
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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\path let \p1=(P), \p2=(O) in ($(\x1,.4)+(0,\y2)$)
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node[symbol] { \faQuoteRight };
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node[symbol] { \faQuoteRight };
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},%
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},%
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@ -306,13 +306,14 @@
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}
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}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, roundcorner=8pt]{déf}{Définition}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, roundcorner=8pt]{déf}{Définition}
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\mdtheorem[style=frm, theoremseparator={ -}, theoremspace={}, roundcorner=8pt]{défn}{Définition}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, outerlinewidth=1pt, outerlinecolor=black]{thm}{Théorème}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, outerlinewidth=1pt, outerlinecolor=black]{thm}{Théorème}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, outerlinewidth=1pt, outerlinecolor=black]{ppt}{Propriété}
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\mdtheorem[style=cmpl, theoremseparator={ -}, theoremspace={}, outerlinewidth=1pt, outerlinecolor=black]{ppt}{Propriété}
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\mdtheorem[style=frm, theoremseparator={ -}, theoremspace={}]{pre}{Preuve}
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\mdtheorem[style=frm, theoremseparator={ -}, theoremspace={}]{pre}{Preuve}
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\mdtheorem[style=qte, theoremseparator={ -}, theoremspace={}]{voc}{Vocabulaire}
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\mdtheorem[style=qte, theoremseparator={ -}, theoremspace={}]{voc}{Vocabulaire}
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\mdtheorem[style=qte, frametitle=none, frametitleaboveskip=0em, frametitlebelowskip=0em]{qte}{}
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\mdtheorem[style=qte, frametitle=none, frametitleaboveskip=0em, frametitlebelowskip=0em]{qte}{}
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\mdtheorem[style=warn, theoremseparator={ -}, theoremspace={}]{rmq}{Remarque}
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\mdtheorem[style=warn, theoremseparator={ -}, theoremspace={}]{rmq}{Remarque}
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\mdtheorem[style=frm, theoremseparator={ -}, theoremspace={}]{exe}{Exemple}
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\mdtheorem[style=dash, theoremseparator={ -}, theoremspace={}]{exe}{Exemple}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{exo}{Exercice}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{exo}{Exercice}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{app}{Application}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{app}{Application}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{met}{Méthode}
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\mdtheorem[style=todo, theoremseparator={ -}, theoremspace={}]{met}{Méthode}
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