update

.obsidian/snippets/custom_callouts.css

@@ -13,6 +13,13 @@
     margin-bottom: 0px;
 }
 
+/*┏┓ ┏━╸╺┳╸╺┳╸┏━╸┏━┓   ╻┏━╸┏━┓┏┓╻   ┏━┓╻╺━┓┏━╸*/
+/*┣┻┓┣╸  ┃  ┃ ┣╸ ┣┳┛   ┃┃  ┃ ┃┃┗┫   ┗━┓┃┏━┛┣╸ */
+/*┗━┛┗━╸ ╹  ╹ ┗━╸╹┗╸   ╹┗━╸┗━┛╹ ╹   ┗━┛╹┗━╸┗━╸*/
+
+.callout {
+    --icon-size: 22px;
+}
 
 /* ┏━╸╻ ╻╻┏━┓╺┳╸╻┏┓╻┏━╸   ┏━╸┏━┓╻  ╻  ┏━┓╻ ╻╺┳╸┏━┓ */
 /* ┣╸ ┏╋┛┃┗━┓ ┃ ┃┃┗┫┃╺┓   ┃  ┣━┫┃  ┃  ┃ ┃┃ ┃ ┃ ┗━┓ */
@@ -85,12 +92,6 @@
 }
 
 
-.callout[data-callout="definition"], .callout[data-callout="définition"]{
-    /* definitions (expecially in maths) */
-    --callout-color: 77, 149, 247;
-    --callout-icon: feather;
-}
-
 
 .callout[data-callout="date"] {
     --callout-color: 240, 90, 80;
@@ -120,3 +121,31 @@
 }
 
 
+/* ⡷⢾ ⣎⣱ ⢹⠁ ⣇⣸ ⣏⡉ ⡷⢾ ⣎⣱ ⢹⠁ ⡇ ⡎⢱ ⡇⢸ ⣏⡉ ⢎⡑ */
+/* ⠇⠸ ⠇⠸ ⠸  ⠇⠸ ⠧⠤ ⠇⠸ ⠇⠸ ⠸  ⠇ ⠣⠪ ⠣⠜ ⠧⠤ ⠢⠜ */
+
+.callout[data-callout="definition"], .callout[data-callout="définition"]{
+    /* definitions (expecially in maths) */
+    --callout-color: 77, 149, 247;
+    --callout-icon: feather;
+}
+
+.callout[data-callout="démonstration"], .callout[data-callout="Démonstration"]{
+    /* démonstrations (expecially in maths) */
+    --callout-color: 252, 213, 0;
+    --callout-icon: square;
+}
+
+.callout[data-callout="proposition"], .callout[data-callout="Proposition"] {
+    /* propositions mathématiques */
+    --callout-color: 29, 180, 30;
+    --callout-icon: book-open-check;
+    /*--callout-icon: corner-down-right;*/
+}
+
+.callout[data-callout="corollaire"], .callout[data-callout="Corollaire"] {
+    /* corollaires à des propositions */
+    --callout-color: 29, 180, 30;
+    --callout-icon: chevrons-right;
+    /*--callout-icon: corner-down-right;*/
+}