chore: 更新过时功能

src/tutorial/reference-color.typ

@@ -133,7 +133,7 @@ A gradient can be used for the following purposes:
 
 A repeating pattern fill. #ref-bookmark[`tiling`]
 
-Typst supports the most common pattern type of tiled patterns, where a pattern is repeated in a grid-like fashion, covering the entire area of an element that is filled or stroked. The pattern is defined by a tile size and a body defining the content of each cell. You can also add horizontal or vertical spacing between the cells of the patterng.
+Typst supports the most common pattern type of tiled patterns, where a pattern is repeated in a grid-like fashion, covering the entire area of an element that is filled or stroked. The pattern is defined by a tile size and a body defining the content of each cell. You can also add horizontal or vertical spacing between the cells of the pattern.
 
 #code(```typ
 #let pat = tiling(size: (30pt, 30pt))[

src/tutorial/reference-math-symbols.typ

@@ -60,10 +60,10 @@
     [$prec.eq$], [`prec.eq`], [$succ.eq$], [`succ.eq`], [$tilde.eq$], [`tilde.eq`],
     [$subset$], [`subset`], [$supset$], [`supset`], [$approx$], [`approx`],
     [$subset.eq$], [`subset.eq`], [$supset.eq$], [`supset.eq`], [$tilde.equiv$], [`tilde.equiv`],
-    [$subset.sq$], [`subset.sq`], [$supset.sq$], [`supset.sq`], [$join$], [`join`],
+    [$subset.sq$], [`subset.sq`], [$supset.sq$], [`supset.sq`], [$bowtie.big$], [`bowtie.big`],
     [$subset.eq.sq$], [`subset.eq.sq`], [$supset.eq.sq$], [`supset.eq.sq`], [$$], [``],
     [$in$], [`in`], [$in.rev$], [`in.rev`], [$prop$], [`prop`],
-    [$tack.r$], [`tack.r`], [$tack.l$], [`tack.l`], [$tack.r.double$], [`tack.r.double`],
+    [$tack.r$], [`tack.r`], [$tack.l$], [`tack.l`], [$tack.rr$], [`tack.rr`],
     [$divides$], [`divides`], [$parallel$], [`parallel`], [$tack.t$], [`tack.t`],
     [$:$], [`:`], [$in.not$], [`in.not`], [$!=$], [`!=, eq.not`],
   ),
@@ -74,23 +74,23 @@
   table(
     columns: 6,
     [$+$], [`+, plus`], [$-$], [`-, minus`], [$$], [``],
-    [$plus.minus$], [`plus.minus`], [$minus.plus$], [`minus.plus`], [$lt.tri$], [`lt.tri`],
-    [$dot$], [`dot`], [$div$], [`div`], [$gt.tri$], [`gt.tri`],
+    [$plus.minus$], [`plus.minus`], [$minus.plus$], [`minus.plus`], [$lt.closed$], [`lt.closed`],
+    [$dot$], [`dot`], [$div$], [`div`], [$gt.closed$], [`gt.closed`],
     [$times$], [`times`], [$without$], [`without`], [$star$], [`star`],
     [$union$], [`union`], [$inter$], [`inter`], [$*$], [`*`],
     [$union.sq$], [`union.sq`], [$inter.sq$], [`inter.sq`], [$circle.stroked.tiny$], [`circle.stroked.tiny`],
     [$or$], [`or`], [$and$], [`and`], [$bullet$], [`bullet`],
-    [$xor$], [`xor`], [$minus.circle$], [`minus.circle`], [$dot.circle$], [`dot.circle`],
-    [$union.plus$], [`union.plus`], [$times.circle$], [`times.circle`], [$circle.big$], [`circle.big`],
+    [$xor$], [`xor`], [$minus.o$], [`minus.o`], [$dot.o$], [`dot.o`],
+    [$union.plus$], [`union.plus`], [$times.o$], [`times.o`], [$circle.big$], [`circle.big`],
     [$product.co$],
     [`product.co`],
     [$triangle.stroked.t$],
     [`triangle.stroked.t`],
     [$triangle.stroked.b$],
     [`triangle.stroked.b`],
 
-    [$dagger$], [`dagger`], [$lt.tri$], [`lt.tri`], [$gt.tri$], [`gt.tri`],
-    [$dagger.double$], [`dagger.double`], [$lt.tri.eq$], [`lt.tri.eq`], [$gt.tri.eq$], [`gt.tri.eq`],
+    [$dagger$], [`dagger`], [$lt.closed$], [`lt.closed`], [$gt.closed$], [`gt.closed`],
+    [$dagger.double$], [`dagger.double`], [$lt.closed.eq$], [`lt.closed.eq`], [$gt.closed.eq$], [`gt.closed.eq`],
     [$wreath$], [`wreath`],
   ),
   caption: [二元运算符],
@@ -102,8 +102,8 @@
     [$sum$], [`sum`], [$union.big$], [`union.big`], [$or.big$], [`or.big`],
     [$product$], [`product`], [$inter.big$], [`inter.big`], [$and.big$], [`and.big`],
     [$product.co$], [`product.co`], [$union.sq.big$], [`union.sq.big`], [$union.plus.big$], [`union.plus.big`],
-    [$integral$], [`integral`], [$integral.cont$], [`integral.cont`], [$dot.circle.big$], [`dot.circle.big`],
-    [$plus.circle.big$], [`plus.circle.big`], [$times.circle.big$], [`times.circle.big`],
+    [$integral$], [`integral`], [$integral.cont$], [`integral.cont`], [$dot.o.big$], [`dot.o.big`],
+    [$plus.o.big$], [`plus.o.big`], [$times.o.big$], [`times.o.big`],
   ),
   caption: [「大」运算符],
 )
@@ -135,7 +135,7 @@
   table(
     columns: 6,
     [$dots$], [`dots`], [$dots.c$], [`dots.c`], [$dots.v$], [`dots.v`],
-    [$dots.down$], [`dots.down`], [$planck.reduce$], [`planck.reduce`], [$dotless.i$], [`dotless.i`],
+    [$dots.down$], [`dots.down`], [$planck$], [`planck`], [$dotless.i$], [`dotless.i`],
     [$dotless.j$], [`dotless.j`], [$ell$], [`ell`], [$Re$], [`Re`],
     [$Im$], [`Im`], [$aleph$], [`aleph`], [$forall$], [`forall`],
     [$exists$], [`exists`], [$Omega.inv$], [`Omega.inv`], [$partial$], [`partial`],

src/tutorial/scripting-shape.typ

@@ -102,7 +102,7 @@ Typst较LaTeX的一个有趣的特色是内置了很多方法对颜色进行计
 Typst不仅支持颜色填充，还支持按照固定的模式将其他图形对元素进行填充。例如下面的pat定义了一个长为`61.8pt`，宽为`50pt`的图形。将其填充进一个矩形中，填充图形从左至右，从上至下布满矩形内容中。
 
 #code(```typ
-#let pat = pattern(size: (61.8pt, 50pt))[
+#let pat = tiling(size: (61.8pt, 50pt))[
   #place(line(start: (0%, 0%), end: (100%, 100%)))
   #place(line(start: (0%, 100%), end: (100%, 0%)))
 ]