The Comprehensive LaTeX Symbol List

Table 240: ifsym Geometric Shapes% \BigCircle T \FilledBigTriangleRight E \SmallCircle \BigCross Q \FilledBigTriangleUp \SmallCross& \BigDiamondshape e \FilledCircle F \SmallDiamondshape \BigHBar ¨ \FilledDiamondShadowA \SmallHBar_ \BigLowerDiamond © \FilledDiamondShadowC \SmallLowerDiamond/ \BigRightDiamond f \FilledDiamondshape O \SmallRightDiamond\BigSquare u \FilledSmallCircle @ \SmallSquare# \BigTriangleDown v \FilledSmallDiamondshape C \SmallTriangleDown" \BigTriangleLeft p \FilledSmallSquare B \SmallTriangleLeft$ \BigTriangleRight s \FilledSmallTriangleDown D \SmallTriangleRight! \BigTriangleUp r \FilledSmallTriangleLeft A \SmallTriangleUp \BigVBar t \FilledSmallTriangleRight \SmallVBar5 \Circle q \FilledSmallTriangleUp * \SpinDown \Cross ` \FilledSquare ) \SpinUp¥ \DiamondShadowA £ \FilledSquareShadowA 0 \Square¦ \DiamondShadowB ¤ \FilledSquareShadowC \SquareShadowA§ \DiamondShadowC c \FilledTriangleDown ¡ \SquareShadowB6 \Diamondshape b \FilledTriangleLeft ¢ \SquareShadowCU \FilledBigCircle d \FilledTriangleRight 3 \TriangleDownV \FilledBigDiamondshape a \FilledTriangleUp 2 \TriangleLeftP \FilledBigSquare \HBar 4 \TriangleRightS \FilledBigTriangleDown o \LowerDiamond 1 \TriangleUpR \FilledBigTriangleLeft ? \RightDiamond \VBarThe ifsym documentation points out that one can use \rlap to combinesome of the above into useful, new symbols. For example, \BigCircle and\FilledSmallCircle combine to give “ u% ”. Likewise, \Square and \Cross combineto give “0”. See Section 7.3 for more information about constructing newsymbols out of existing symbols.Table 241: bbding Geometric Shapesd \CircleShadow u \Rectangle j \SquareShadowTopLefta \CircleSolid v \RectangleBold i \SquareShadowTopRightp \DiamondSolid t \RectangleThin g \SquareSolidb \Ellipse f \Square o \TriangleDowne \EllipseShadow k \SquareCastShadowBottomRight n \TriangleUpc \EllipseSolid m \SquareCastShadowTopLefts \HalfCircleLeft l \SquareCastShadowTopRightr \HalfCircleRight h \SquareShadowBottomRightTable 242: pifont Geometric Shapes● \ding{108} ❏ \ding{111} ❒ \ding{114} ◆ \ding{117} ❙ \ding{121}❍ \ding{109} ❐ \ding{112} ▲ \ding{115} ◗ \ding{119} ❚ \ding{122}■ \ding{110} ❑ \ding{113} ▼ \ding{116} ❘ \ding{120}75