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Showing content from https://www.w3.org/TR/2010/WD-MathML3-20100610/appendixc.html below:

Operator Dictionary

&#x2018; ‘ left single quotation mark prefix 10 0 0 fence &#x2019; ’ right single quotation mark postfix 10 0 0 fence &#x201C; “ left double quotation mark prefix 10 0 0 fence &#x201D; ” right double quotation mark postfix 10 0 0 fence ( ( left parenthesis prefix 20 0 0 fence, stretchy, symmetric ) ) right parenthesis postfix 20 0 0 fence, stretchy, symmetric [ [ left square bracket prefix 20 0 0 fence, stretchy, symmetric ] ] right square bracket postfix 20 0 0 fence, stretchy, symmetric { { left curly bracket prefix 20 0 0 fence, stretchy, symmetric | | vertical line prefix 20 0 0 fence, stretchy, symmetric | | vertical line postfix 20 0 0 fence, stretchy, symmetric || || multiple character operator: || prefix 20 0 0 fence, stretchy, symmetric || || multiple character operator: || postfix 20 0 0 fence, stretchy, symmetric ||| ||| multiple character operator: ||| prefix 20 0 0 fence, stretchy, symmetric ||| ||| multiple character operator: ||| postfix 20 0 0 fence, stretchy, symmetric } } right curly bracket postfix 20 0 0 fence, stretchy, symmetric &#x2016; ‖ double vertical line prefix 20 0 0 fence, stretchy &#x2016; ‖ double vertical line postfix 20 0 0 fence, stretchy &#x2308; ⌈ left ceiling prefix 20 0 0 fence, stretchy, symmetric &#x2309; ⌉ right ceiling postfix 20 0 0 fence, stretchy, symmetric &#x230A; ⌊ left floor prefix 20 0 0 fence, stretchy, symmetric &#x230B; ⌋ right floor postfix 20 0 0 fence, stretchy, symmetric &#x2772; ❲ light left tortoise shell bracket ornament prefix 20 0 0 fence, stretchy, symmetric &#x2773; ❳ light right tortoise shell bracket ornament postfix 20 0 0 fence, stretchy, symmetric &#x27E6; ⟦ mathematical left white square bracket prefix 20 0 0 fence, stretchy, symmetric &#x27E7; ⟧ mathematical right white square bracket postfix 20 0 0 fence, stretchy, symmetric &#x27E8; ⟨ mathematical left angle bracket prefix 20 0 0 fence, stretchy, symmetric &#x27E9; ⟩ mathematical right angle bracket postfix 20 0 0 fence, stretchy, symmetric &#x27EA; ⟪ mathematical left double angle bracket prefix 20 0 0 fence, stretchy, symmetric &#x27EB; ⟫ mathematical right double angle bracket postfix 20 0 0 fence, stretchy, symmetric &#x27EC; ⟬ mathematical left white tortoise shell bracket prefix 20 0 0 fence, stretchy, symmetric &#x27ED; ⟭ mathematical right white tortoise shell bracket postfix 20 0 0 fence, stretchy, symmetric &#x27EE; ⟮ mathematical left flattened parenthesis prefix 20 0 0 fence, stretchy, symmetric &#x27EF; ⟯ mathematical right flattened parenthesis postfix 20 0 0 fence, stretchy, symmetric &#x2980; ⦀ triple vertical bar delimiter prefix 20 0 0 fence, stretchy &#x2980; ⦀ triple vertical bar delimiter postfix 20 0 0 fence, stretchy &#x2983; ⦃ left white curly bracket prefix 20 0 0 fence, stretchy, symmetric &#x2984; ⦄ right white curly bracket postfix 20 0 0 fence, stretchy, symmetric &#x2985; ⦅ left white parenthesis prefix 20 0 0 fence, stretchy, symmetric &#x2986; ⦆ right white parenthesis postfix 20 0 0 fence, stretchy, symmetric &#x2987; ⦇ z notation left image bracket prefix 20 0 0 fence, stretchy, symmetric &#x2988; ⦈ z notation right image bracket postfix 20 0 0 fence, stretchy, symmetric &#x2989; ⦉ z notation left binding bracket prefix 20 0 0 fence, stretchy, symmetric &#x298A; ⦊ z notation right binding bracket postfix 20 0 0 fence, stretchy, symmetric &#x298B; ⦋ left square bracket with underbar prefix 20 0 0 fence, stretchy, symmetric &#x298C; ⦌ right square bracket with underbar postfix 20 0 0 fence, stretchy, symmetric &#x298D; ⦍ left square bracket with tick in top corner prefix 20 0 0 fence, stretchy, symmetric &#x298E; ⦎ right square bracket with tick in bottom corner postfix 20 0 0 fence, stretchy, symmetric &#x298F; ⦏ left square bracket with tick in bottom corner prefix 20 0 0 fence, stretchy, symmetric &#x2990; ⦐ right square bracket with tick in top corner postfix 20 0 0 fence, stretchy, symmetric &#x2991; ⦑ left angle bracket with dot prefix 20 0 0 fence, stretchy, symmetric &#x2992; ⦒ right angle bracket with dot postfix 20 0 0 fence, stretchy, symmetric &#x2993; ⦓ left arc less-than bracket prefix 20 0 0 fence, stretchy, symmetric &#x2994; ⦔ right arc greater-than bracket postfix 20 0 0 fence, stretchy, symmetric &#x2995; ⦕ double left arc greater-than bracket prefix 20 0 0 fence, stretchy, symmetric &#x2996; ⦖ double right arc less-than bracket postfix 20 0 0 fence, stretchy, symmetric &#x2997; ⦗ left black tortoise shell bracket prefix 20 0 0 fence, stretchy, symmetric &#x2998; ⦘ right black tortoise shell bracket postfix 20 0 0 fence, stretchy, symmetric &#x29FC; ⧼ left-pointing curved angle bracket prefix 20 0 0 fence, stretchy, symmetric &#x29FD; ⧽ right-pointing curved angle bracket postfix 20 0 0 fence, stretchy, symmetric ; ; semicolon infix 30 0 3 separator, linebreakstyle=after , , comma infix 40 0 3 separator, linebreakstyle=after &#x2063; ⁣ invisible separator infix 40 0 0 separator, linebreakstyle=after &#x2234; ∴ therefore infix 70 5 5 &#x2235; ∵ because infix 70 5 5 -> -> multiple character operator: -> infix 90 5 5 .. .. multiple character operator: .. postfix 100 0 0 ... ... multiple character operator: ... postfix 100 0 0 : : colon infix 100 1 2 &#x3F6; ϶ greek reversed lunate epsilon symbol infix 110 5 5 &#x2026; … horizontal ellipsis infix 150 0 0 &#x22EE; ⋮ vertical ellipsis infix 150 5 5 &#x22EF; ⋯ midline horizontal ellipsis infix 150 0 0 &#x22F1; ⋱ down right diagonal ellipsis infix 150 5 5 &#x220B; ∋ contains as member infix 160 5 5 &#x22A2; ⊢ right tack infix 170 5 5 &#x22A3; ⊣ left tack infix 170 5 5 &#x22A4; ⊤ down tack infix 170 5 5 &#x22A8; ⊨ true infix 170 5 5 &#x22A9; ⊩ forces infix 170 5 5 &#x22AC; ⊬ does not prove infix 170 5 5 &#x22AD; ⊭ not true infix 170 5 5 &#x22AE; ⊮ does not force infix 170 5 5 &#x22AF; ⊯ negated double vertical bar double right turnstile infix 170 5 5 &#x2228; ∨ logical or infix 190 4 4 &amp;&amp; && multiple character operator: && infix 200 4 4 &#x2227; ∧ logical and infix 200 4 4 &#x2200; ∀ for all prefix 230 2 1 &#x2203; ∃ there exists prefix 230 2 1 &#x2204; ∄ there does not exist prefix 230 2 1 &#x2201; ∁ complement infix 240 1 2 &#x2208; ∈ element of infix 240 5 5 &#x2209; ∉ not an element of infix 240 5 5 &#x220C; ∌ does not contain as member infix 240 5 5 &#x2282; ⊂ subset of infix 240 5 5 &#x2282;&#x20D2; ⊂⃒ subset of with vertical line infix 240 5 5 &#x2283; ⊃ superset of infix 240 5 5 &#x2283;&#x20D2; ⊃⃒ superset of with vertical line infix 240 5 5 &#x2284; ⊄ not a subset of infix 240 5 5 &#x2285; ⊅ not a superset of infix 240 5 5 &#x2286; ⊆ subset of or equal to infix 240 5 5 &#x2287; ⊇ superset of or equal to infix 240 5 5 &#x2288; ⊈ neither a subset of nor equal to infix 240 5 5 &#x2289; ⊉ neither a superset of nor equal to infix 240 5 5 &#x228A; ⊊ subset of with not equal to infix 240 5 5 &#x228B; ⊋ superset of with not equal to infix 240 5 5 &lt;= <= multiple character operator: <= infix 241 5 5 &#x2264; ≤ less-than or equal to infix 241 5 5 &#x2265; ≥ greater-than or equal to infix 242 5 5 > > greater-than sign infix 243 5 5 >= >= multiple character operator: >= infix 243 5 5 &#x226F; ≯ not greater-than infix 244 5 5 &lt; < less-than sign infix 245 5 5 &#x226E; ≮ not less-than infix 246 5 5 &#x2248; ≈ almost equal to infix 247 5 5 &#x223C; ∼ tilde operator infix 250 5 5 &#x2249; ≉ not almost equal to infix 250 5 5 &#x2262; ≢ not identical to infix 252 5 5 &#x2260; ≠ not equal to infix 255 5 5 != != multiple character operator: != infix 260 4 4 *= *= multiple character operator: *= infix 260 4 4 += += multiple character operator: += infix 260 4 4 -= -= multiple character operator: -= infix 260 4 4 /= /= multiple character operator: /= infix 260 4 4 := := multiple character operator: := infix 260 4 4 = = equals sign infix 260 5 5 == == multiple character operator: == infix 260 4 4 &#x221D; ∝ proportional to infix 260 5 5 &#x2224; ∤ does not divide infix 260 5 5 &#x2225; ∥ parallel to infix 260 5 5 &#x2226; ∦ not parallel to infix 260 5 5 &#x2241; ≁ not tilde infix 260 5 5 &#x2243; ≃ asymptotically equal to infix 260 5 5 &#x2244; ≄ not asymptotically equal to infix 260 5 5 &#x2245; ≅ approximately equal to infix 260 5 5 &#x2246; ≆ approximately but not actually equal to infix 260 5 5 &#x2247; ≇ neither approximately nor actually equal to infix 260 5 5 &#x224D; ≍ equivalent to infix 260 5 5 &#x2254; ≔ colon equals infix 260 5 5 &#x2257; ≗ ring equal to infix 260 5 5 &#x2259; ≙ estimates infix 260 5 5 &#x225A; ≚ equiangular to infix 260 5 5 &#x225C; ≜ delta equal to infix 260 5 5 &#x225F; ≟ questioned equal to infix 260 5 5 &#x2261; ≡ identical to infix 260 5 5 &#x2268; ≨ less-than but not equal to infix 260 5 5 &#x2269; ≩ greater-than but not equal to infix 260 5 5 &#x226A; ≪ much less-than infix 260 5 5 &#x226A;&#x338; ≪̸ much less than with slash infix 260 5 5 &#x226B; ≫ much greater-than infix 260 5 5 &#x226B;&#x338; ≫̸ much greater than with slash infix 260 5 5 &#x226D; ≭ not equivalent to infix 260 5 5 &#x2270; ≰ neither less-than nor equal to infix 260 5 5 &#x2271; ≱ neither greater-than nor equal to infix 260 5 5 &#x227A; ≺ precedes infix 260 5 5 &#x227B; ≻ succeeds infix 260 5 5 &#x227C; ≼ precedes or equal to infix 260 5 5 &#x227D; ≽ succeeds or equal to infix 260 5 5 &#x2280; ⊀ does not precede infix 260 5 5 &#x2281; ⊁ does not succeed infix 260 5 5 &#x22A5; ⊥ up tack infix 260 5 5 &#x22B4; ⊴ normal subgroup of or equal to infix 260 5 5 &#x22B5; ⊵ contains as normal subgroup or equal to infix 260 5 5 &#x22C9; ⋉ left normal factor semidirect product infix 260 4 4 &#x22CA; ⋊ right normal factor semidirect product infix 260 4 4 &#x22CB; ⋋ left semidirect product infix 260 4 4 &#x22CC; ⋌ right semidirect product infix 260 4 4 &#x22D4; ⋔ pitchfork infix 260 5 5 &#x22D6; ⋖ less-than with dot infix 260 5 5 &#x22D7; ⋗ greater-than with dot infix 260 5 5 &#x22D8; ⋘ very much less-than infix 260 5 5 &#x22D9; ⋙ very much greater-than infix 260 5 5 &#x22EA; ⋪ not normal subgroup of infix 260 5 5 &#x22EB; ⋫ does not contain as normal subgroup infix 260 5 5 &#x22EC; ⋬ not normal subgroup of or equal to infix 260 5 5 &#x22ED; ⋭ does not contain as normal subgroup or equal infix 260 5 5 &#x25A0; ■ black square infix 260 3 3 &#x25A1; □ white square infix 260 3 3 &#x25AA; ▪ black small square infix 260 3 3 &#x25AB; ▫ white small square infix 260 3 3 &#x25AD; ▭ white rectangle infix 260 3 3 &#x25AE; ▮ black vertical rectangle infix 260 3 3 &#x25AF; ▯ white vertical rectangle infix 260 3 3 &#x25B0; ▰ black parallelogram infix 260 3 3 &#x25B1; ▱ white parallelogram infix 260 3 3 &#x25B3; △ white up-pointing triangle infix 260 4 4 &#x25B4; ▴ black up-pointing small triangle infix 260 4 4 &#x25B5; ▵ white up-pointing small triangle infix 260 4 4 &#x25B6; ▶ black right-pointing triangle infix 260 4 4 &#x25B7; ▷ white right-pointing triangle infix 260 4 4 &#x25B8; ▸ black right-pointing small triangle infix 260 4 4 &#x25B9; ▹ white right-pointing small triangle infix 260 4 4 &#x25BC; ▼ black down-pointing triangle infix 260 4 4 &#x25BD; ▽ white down-pointing triangle infix 260 4 4 &#x25BE; ▾ black down-pointing small triangle infix 260 4 4 &#x25BF; ▿ white down-pointing small triangle infix 260 4 4 &#x25C0; ◀ black left-pointing triangle infix 260 4 4 &#x25C1; ◁ white left-pointing triangle infix 260 4 4 &#x25C2; ◂ black left-pointing small triangle infix 260 4 4 &#x25C3; ◃ white left-pointing small triangle infix 260 4 4 &#x25C4; ◄ black left-pointing pointer infix 260 4 4 &#x25C5; ◅ white left-pointing pointer infix 260 4 4 &#x25C6; ◆ black diamond infix 260 4 4 &#x25C7; ◇ white diamond infix 260 4 4 &#x25C8; ◈ white diamond containing black small diamond infix 260 4 4 &#x25C9; ◉ fisheye infix 260 4 4 &#x25CC; ◌ dotted circle infix 260 4 4 &#x25CD; ◍ circle with vertical fill infix 260 4 4 &#x25CE; ◎ bullseye infix 260 4 4 &#x25CF; ● black circle infix 260 4 4 &#x25D6; ◖ left half black circle infix 260 4 4 &#x25D7; ◗ right half black circle infix 260 4 4 &#x25E6; ◦ white bullet infix 260 4 4 &#x29C0; ⧀ circled less-than infix 260 5 5 &#x29C1; ⧁ circled greater-than infix 260 5 5 &#x29E3; ⧣ equals sign and slanted parallel infix 260 5 5 &#x29E4; ⧤ equals sign and slanted parallel with tilde above infix 260 5 5 &#x29E5; ⧥ identical to and slanted parallel infix 260 5 5 &#x29E6; ⧦ gleich stark infix 260 5 5 &#x29F3; ⧳ error-barred black circle infix 260 3 3 &#x2A87; ⪇ less-than and single-line not equal to infix 260 5 5 &#x2A88; ⪈ greater-than and single-line not equal to infix 260 5 5 &#x2AAF; ⪯ precedes above single-line equals sign infix 260 5 5 &#x2AAF;&#x338; ⪯̸ precedes above single-line equals sign with slash infix 260 5 5 &#x2AB0; ⪰ succeeds above single-line equals sign infix 260 5 5 &#x2AB0;&#x338; ⪰̸ succeeds above single-line equals sign with slash infix 260 5 5 &#x2044; ⁄ fraction slash infix 265 4 4 stretchy &#x2206; ∆ increment infix 265 3 3 &#x220A; ∊ small element of infix 265 5 5 &#x220D; ∍ small contains as member infix 265 5 5 &#x220E; ∎ end of proof infix 265 3 3 &#x2215; ∕ division slash infix 265 4 4 stretchy &#x2217; ∗ asterisk operator infix 265 4 4 &#x2218; ∘ ring operator infix 265 4 4 &#x2219; ∙ bullet operator infix 265 4 4 &#x221F; ∟ right angle infix 265 5 5 &#x2223; ∣ divides infix 265 5 5 &#x2236; ∶ ratio infix 265 5 5 &#x2237; ∷ proportion infix 265 5 5 &#x2238; ∸ dot minus infix 265 4 4 &#x2239; ∹ excess infix 265 5 5 &#x223A; ∺ geometric proportion infix 265 4 4 &#x223B; ∻ homothetic infix 265 5 5 &#x223D; ∽ reversed tilde infix 265 5 5 &#x223D;&#x331; ∽̱ reversed tilde with underline infix 265 3 3 &#x223E; ∾ inverted lazy s infix 265 5 5 &#x223F; ∿ sine wave infix 265 3 3 &#x2242; ≂ minus tilde infix 265 5 5 &#x2242;&#x338; ≂̸ minus tilde with slash infix 265 5 5 &#x224A; ≊ almost equal or equal to infix 265 5 5 &#x224B; ≋ triple tilde infix 265 5 5 &#x224C; ≌ all equal to infix 265 5 5 &#x224E; ≎ geometrically equivalent to infix 265 5 5 &#x224E;&#x338; ≎̸ geometrically equivalent to with slash infix 265 5 5 &#x224F; ≏ difference between infix 265 5 5 &#x224F;&#x338; ≏̸ difference between with slash infix 265 5 5 &#x2250; ≐ approaches the limit infix 265 5 5 &#x2251; ≑ geometrically equal to infix 265 5 5 &#x2252; ≒ approximately equal to or the image of infix 265 5 5 &#x2253; ≓ image of or approximately equal to infix 265 5 5 &#x2255; ≕ equals colon infix 265 5 5 &#x2256; ≖ ring in equal to infix 265 5 5 &#x2258; ≘ corresponds to infix 265 5 5 &#x225D; ≝ equal to by definition infix 265 5 5 &#x225E; ≞ measured by infix 265 5 5 &#x2263; ≣ strictly equivalent to infix 265 5 5 &#x2266; ≦ less-than over equal to infix 265 5 5 &#x2266;&#x338; ≦̸ less-than over equal to with slash infix 265 5 5 &#x2267; ≧ greater-than over equal to infix 265 5 5 &#x226C; ≬ between infix 265 5 5 &#x2272; ≲ less-than or equivalent to infix 265 5 5 &#x2273; ≳ greater-than or equivalent to infix 265 5 5 &#x2274; ≴ neither less-than nor equivalent to infix 265 5 5 &#x2275; ≵ neither greater-than nor equivalent to infix 265 5 5 &#x2276; ≶ less-than or greater-than infix 265 5 5 &#x2277; ≷ greater-than or less-than infix 265 5 5 &#x2278; ≸ neither less-than nor greater-than infix 265 5 5 &#x2279; ≹ neither greater-than nor less-than infix 265 5 5 &#x227E; ≾ precedes or equivalent to infix 265 5 5 &#x227F; ≿ succeeds or equivalent to infix 265 5 5 &#x227F;&#x338; ≿̸ succeeds or equivalent to with slash infix 265 5 5 &#x228C; ⊌ multiset infix 265 4 4 &#x228D; ⊍ multiset multiplication infix 265 4 4 &#x228E; ⊎ multiset union infix 265 4 4 &#x228F; ⊏ square image of infix 265 5 5 &#x228F;&#x338; ⊏̸ square image of with slash infix 265 5 5 &#x2290; ⊐ square original of infix 265 5 5 &#x2290;&#x338; ⊐̸ square original of with slash infix 265 5 5 &#x2291; ⊑ square image of or equal to infix 265 5 5 &#x2292; ⊒ square original of or equal to infix 265 5 5 &#x2293; ⊓ square cap infix 265 4 4 &#x2294; ⊔ square cup infix 265 4 4 &#x229A; ⊚ circled ring operator infix 265 4 4 &#x229B; ⊛ circled asterisk operator infix 265 4 4 &#x229C; ⊜ circled equals infix 265 4 4 &#x229D; ⊝ circled dash infix 265 4 4 &#x22A6; ⊦ assertion infix 265 5 5 &#x22A7; ⊧ models infix 265 5 5 &#x22AA; ⊪ triple vertical bar right turnstile infix 265 5 5 &#x22AB; ⊫ double vertical bar double right turnstile infix 265 5 5 &#x22B0; ⊰ precedes under relation infix 265 5 5 &#x22B1; ⊱ succeeds under relation infix 265 5 5 &#x22B2; ⊲ normal subgroup of infix 265 5 5 &#x22B3; ⊳ contains as normal subgroup infix 265 5 5 &#x22B6; ⊶ original of infix 265 5 5 &#x22B7; ⊷ image of infix 265 5 5 &#x22B9; ⊹ hermitian conjugate matrix infix 265 5 5 &#x22BA; ⊺ intercalate infix 265 4 4 &#x22BB; ⊻ xor infix 265 4 4 &#x22BC; ⊼ nand infix 265 4 4 &#x22BD; ⊽ nor infix 265 4 4 &#x22BE; ⊾ right angle with arc infix 265 3 3 &#x22BF; ⊿ right triangle infix 265 3 3 &#x22C4; ⋄ diamond operator infix 265 4 4 &#x22C6; ⋆ star operator infix 265 4 4 &#x22C7; ⋇ division times infix 265 4 4 &#x22C8; ⋈ bowtie infix 265 5 5 &#x22CD; ⋍ reversed tilde equals infix 265 5 5 &#x22CE; ⋎ curly logical or infix 265 4 4 &#x22CF; ⋏ curly logical and infix 265 4 4 &#x22D0; ⋐ double subset infix 265 5 5 &#x22D1; ⋑ double superset infix 265 5 5 &#x22D2; ⋒ double intersection infix 265 4 4 &#x22D3; ⋓ double union infix 265 4 4 &#x22D5; ⋕ equal and parallel to infix 265 5 5 &#x22DA; ⋚ less-than equal to or greater-than infix 265 5 5 &#x22DB; ⋛ greater-than equal to or less-than infix 265 5 5 &#x22DC; ⋜ equal to or less-than infix 265 5 5 &#x22DD; ⋝ equal to or greater-than infix 265 5 5 &#x22DE; ⋞ equal to or precedes infix 265 5 5 &#x22DF; ⋟ equal to or succeeds infix 265 5 5 &#x22E0; ⋠ does not precede or equal infix 265 5 5 &#x22E1; ⋡ does not succeed or equal infix 265 5 5 &#x22E2; ⋢ not square image of or equal to infix 265 5 5 &#x22E3; ⋣ not square original of or equal to infix 265 5 5 &#x22E4; ⋤ square image of or not equal to infix 265 5 5 &#x22E5; ⋥ square original of or not equal to infix 265 5 5 &#x22E6; ⋦ less-than but not equivalent to infix 265 5 5 &#x22E7; ⋧ greater-than but not equivalent to infix 265 5 5 &#x22E8; ⋨ precedes but not equivalent to infix 265 5 5 &#x22E9; ⋩ succeeds but not equivalent to infix 265 5 5 &#x22F0; ⋰ up right diagonal ellipsis infix 265 5 5 &#x22F2; ⋲ element of with long horizontal stroke infix 265 5 5 &#x22F3; ⋳ element of with vertical bar at end of horizontal stroke infix 265 5 5 &#x22F4; ⋴ small element of with vertical bar at end of horizontal stroke infix 265 5 5 &#x22F5; ⋵ element of with dot above infix 265 5 5 &#x22F6; ⋶ element of with overbar infix 265 5 5 &#x22F7; ⋷ small element of with overbar infix 265 5 5 &#x22F8; ⋸ element of with underbar infix 265 5 5 &#x22F9; ⋹ element of with two horizontal strokes infix 265 5 5 &#x22FA; ⋺ contains with long horizontal stroke infix 265 5 5 &#x22FB; ⋻ contains with vertical bar at end of horizontal stroke infix 265 5 5 &#x22FC; ⋼ small contains with vertical bar at end of horizontal stroke infix 265 5 5 &#x22FD; ⋽ contains with overbar infix 265 5 5 &#x22FE; ⋾ small contains with overbar infix 265 5 5 &#x22FF; ⋿ z notation bag membership infix 265 5 5 &#x25B2; ▲ black up-pointing triangle infix 265 4 4 &#x2758; ❘ light vertical bar infix 265 5 5 &#x2981; ⦁ z notation spot infix 265 3 3 &#x2982; ⦂ z notation type colon infix 265 3 3 &#x29A0; ⦠ spherical angle opening left infix 265 3 3 &#x29A1; ⦡ spherical angle opening up infix 265 3 3 &#x29A2; ⦢ turned angle infix 265 3 3 &#x29A3; ⦣ reversed angle infix 265 3 3 &#x29A4; ⦤ angle with underbar infix 265 3 3 &#x29A5; ⦥ reversed angle with underbar infix 265 3 3 &#x29A6; ⦦ oblique angle opening up infix 265 3 3 &#x29A7; ⦧ oblique angle opening down infix 265 3 3 &#x29A8; ⦨ measured angle with open arm ending in arrow pointing up and right infix 265 3 3 &#x29A9; ⦩ measured angle with open arm ending in arrow pointing up and left infix 265 3 3 &#x29AA; ⦪ measured angle with open arm ending in arrow pointing down and right infix 265 3 3 &#x29AB; ⦫ measured angle with open arm ending in arrow pointing down and left infix 265 3 3 &#x29AC; ⦬ measured angle with open arm ending in arrow pointing right and up infix 265 3 3 &#x29AD; ⦭ measured angle with open arm ending in arrow pointing left and up infix 265 3 3 &#x29AE; ⦮ measured angle with open arm ending in arrow pointing right and down infix 265 3 3 &#x29AF; ⦯ measured angle with open arm ending in arrow pointing left and down infix 265 3 3 &#x29B0; ⦰ reversed empty set infix 265 3 3 &#x29B1; ⦱ empty set with overbar infix 265 3 3 &#x29B2; ⦲ empty set with small circle above infix 265 3 3 &#x29B3; ⦳ empty set with right arrow above infix 265 3 3 &#x29B4; ⦴ empty set with left arrow above infix 265 3 3 &#x29B5; ⦵ circle with horizontal bar infix 265 3 3 &#x29B6; ⦶ circled vertical bar infix 265 4 4 &#x29B7; ⦷ circled parallel infix 265 4 4 &#x29B8; ⦸ circled reverse solidus infix 265 4 4 &#x29B9; ⦹ circled perpendicular infix 265 4 4 &#x29BA; ⦺ circle divided by horizontal bar and top half divided by vertical bar infix 265 4 4 &#x29BB; ⦻ circle with superimposed x infix 265 4 4 &#x29BC; ⦼ circled anticlockwise-rotated division sign infix 265 4 4 &#x29BD; ⦽ up arrow through circle infix 265 4 4 &#x29BE; ⦾ circled white bullet infix 265 4 4 &#x29BF; ⦿ circled bullet infix 265 4 4 &#x29C2; ⧂ circle with small circle to the right infix 265 3 3 &#x29C3; ⧃ circle with two horizontal strokes to the right infix 265 3 3 &#x29C4; ⧄ squared rising diagonal slash infix 265 4 4 &#x29C5; ⧅ squared falling diagonal slash infix 265 4 4 &#x29C6; ⧆ squared asterisk infix 265 4 4 &#x29C7; ⧇ squared small circle infix 265 4 4 &#x29C8; ⧈ squared square infix 265 4 4 &#x29C9; ⧉ two joined squares infix 265 3 3 &#x29CA; ⧊ triangle with dot above infix 265 3 3 &#x29CB; ⧋ triangle with underbar infix 265 3 3 &#x29CC; ⧌ s in triangle infix 265 3 3 &#x29CD; ⧍ triangle with serifs at bottom infix 265 3 3 &#x29CE; ⧎ right triangle above left triangle infix 265 5 5 &#x29CF; ⧏ left triangle beside vertical bar infix 265 5 5 &#x29CF;&#x338; ⧏̸ left triangle beside vertical bar with slash infix 265 5 5 &#x29D0; ⧐ vertical bar beside right triangle infix 265 5 5 &#x29D0;&#x338; ⧐̸ vertical bar beside right triangle with slash infix 265 5 5 &#x29D1; ⧑ bowtie with left half black infix 265 5 5 &#x29D2; ⧒ bowtie with right half black infix 265 5 5 &#x29D3; ⧓ black bowtie infix 265 5 5 &#x29D4; ⧔ times with left half black infix 265 5 5 &#x29D5; ⧕ times with right half black infix 265 5 5 &#x29D6; ⧖ white hourglass infix 265 4 4 &#x29D7; ⧗ black hourglass infix 265 4 4 &#x29D8; ⧘ left wiggly fence infix 265 3 3 &#x29D9; ⧙ right wiggly fence infix 265 3 3 &#x29DB; ⧛ right double wiggly fence infix 265 3 3 &#x29DC; ⧜ incomplete infinity infix 265 3 3 &#x29DD; ⧝ tie over infinity infix 265 3 3 &#x29DE; ⧞ infinity negated with vertical bar infix 265 5 5 &#x29E0; ⧠ square with contoured outline infix 265 3 3 &#x29E1; ⧡ increases as infix 265 5 5 &#x29E2; ⧢ shuffle product infix 265 4 4 &#x29E7; ⧧ thermodynamic infix 265 3 3 &#x29E8; ⧨ down-pointing triangle with left half black infix 265 3 3 &#x29E9; ⧩ down-pointing triangle with right half black infix 265 3 3 &#x29EA; ⧪ black diamond with down arrow infix 265 3 3 &#x29EB; ⧫ black lozenge infix 265 3 3 &#x29EC; ⧬ white circle with down arrow infix 265 3 3 &#x29ED; ⧭ black circle with down arrow infix 265 3 3 &#x29EE; ⧮ error-barred white square infix 265 3 3 &#x29F0; ⧰ error-barred white diamond infix 265 3 3 &#x29F1; ⧱ error-barred black diamond infix 265 3 3 &#x29F2; ⧲ error-barred white circle infix 265 3 3 &#x29F5; ⧵ reverse solidus operator infix 265 4 4 &#x29F6; ⧶ solidus with overbar infix 265 4 4 &#x29F7; ⧷ reverse solidus with horizontal stroke infix 265 4 4 &#x29F8; ⧸ big solidus infix 265 3 3 &#x29F9; ⧹ big reverse solidus infix 265 3 3 &#x29FA; ⧺ double plus infix 265 3 3 &#x29FB; ⧻ triple plus infix 265 3 3 &#x29FE; ⧾ tiny infix 265 4 4 &#x29FF; ⧿ miny infix 265 4 4 &#x2A1D; ⨝ join infix 265 3 3 &#x2A1E; ⨞ large left triangle operator infix 265 3 3 &#x2A1F; ⨟ z notation schema composition infix 265 3 3 &#x2A20; ⨠ z notation schema piping infix 265 3 3 &#x2A21; ⨡ z notation schema projection infix 265 3 3 &#x2A22; ⨢ plus sign with small circle above infix 265 4 4 &#x2A23; ⨣ plus sign with circumflex accent above infix 265 4 4 &#x2A24; ⨤ plus sign with tilde above infix 265 4 4 &#x2A25; ⨥ plus sign with dot below infix 265 4 4 &#x2A26; ⨦ plus sign with tilde below infix 265 4 4 &#x2A27; ⨧ plus sign with subscript two infix 265 4 4 &#x2A28; ⨨ plus sign with black triangle infix 265 4 4 &#x2A29; ⨩ minus sign with comma above infix 265 4 4 &#x2A2A; ⨪ minus sign with dot below infix 265 4 4 &#x2A2B; ⨫ minus sign with falling dots infix 265 4 4 &#x2A2C; ⨬ minus sign with rising dots infix 265 4 4 &#x2A2D; ⨭ plus sign in left half circle infix 265 4 4 &#x2A2E; ⨮ plus sign in right half circle infix 265 4 4 &#x2A30; ⨰ multiplication sign with dot above infix 265 4 4 &#x2A31; ⨱ multiplication sign with underbar infix 265 4 4 &#x2A32; ⨲ semidirect product with bottom closed infix 265 4 4 &#x2A33; ⨳ smash product infix 265 4 4 &#x2A34; ⨴ multiplication sign in left half circle infix 265 4 4 &#x2A35; ⨵ multiplication sign in right half circle infix 265 4 4 &#x2A36; ⨶ circled multiplication sign with circumflex accent infix 265 4 4 &#x2A37; ⨷ multiplication sign in double circle infix 265 4 4 &#x2A38; ⨸ circled division sign infix 265 4 4 &#x2A39; ⨹ plus sign in triangle infix 265 4 4 &#x2A3A; ⨺ minus sign in triangle infix 265 4 4 &#x2A3B; ⨻ multiplication sign in triangle infix 265 4 4 &#x2A3C; ⨼ interior product infix 265 4 4 &#x2A3D; ⨽ righthand interior product infix 265 4 4 &#x2A3E; ⨾ z notation relational composition infix 265 4 4 &#x2A40; ⩀ intersection with dot infix 265 4 4 &#x2A41; ⩁ union with minus sign infix 265 4 4 &#x2A42; ⩂ union with overbar infix 265 4 4 &#x2A43; ⩃ intersection with overbar infix 265 4 4 &#x2A44; ⩄ intersection with logical and infix 265 4 4 &#x2A45; ⩅ union with logical or infix 265 4 4 &#x2A46; ⩆ union above intersection infix 265 4 4 &#x2A47; ⩇ intersection above union infix 265 4 4 &#x2A48; ⩈ union above bar above intersection infix 265 4 4 &#x2A49; ⩉ intersection above bar above union infix 265 4 4 &#x2A4A; ⩊ union beside and joined with union infix 265 4 4 &#x2A4B; ⩋ intersection beside and joined with intersection infix 265 4 4 &#x2A4C; ⩌ closed union with serifs infix 265 4 4 &#x2A4D; ⩍ closed intersection with serifs infix 265 4 4 &#x2A4E; ⩎ double square intersection infix 265 4 4 &#x2A4F; ⩏ double square union infix 265 4 4 &#x2A50; ⩐ closed union with serifs and smash product infix 265 4 4 &#x2A51; ⩑ logical and with dot above infix 265 4 4 &#x2A52; ⩒ logical or with dot above infix 265 4 4 &#x2A53; ⩓ double logical and infix 265 4 4 &#x2A54; ⩔ double logical or infix 265 4 4 &#x2A55; ⩕ two intersecting logical and infix 265 4 4 &#x2A56; ⩖ two intersecting logical or infix 265 4 4 &#x2A57; ⩗ sloping large or infix 265 4 4 &#x2A58; ⩘ sloping large and infix 265 4 4 &#x2A59; ⩙ logical or overlapping logical and infix 265 5 5 &#x2A5A; ⩚ logical and with middle stem infix 265 4 4 &#x2A5B; ⩛ logical or with middle stem infix 265 4 4 &#x2A5C; ⩜ logical and with horizontal dash infix 265 4 4 &#x2A5D; ⩝ logical or with horizontal dash infix 265 4 4 &#x2A5E; ⩞ logical and with double overbar infix 265 4 4 &#x2A5F; ⩟ logical and with underbar infix 265 4 4 &#x2A60; ⩠ logical and with double underbar infix 265 4 4 &#x2A61; ⩡ small vee with underbar infix 265 4 4 &#x2A62; ⩢ logical or with double overbar infix 265 4 4 &#x2A63; ⩣ logical or with double underbar infix 265 4 4 &#x2A64; ⩤ z notation domain antirestriction infix 265 4 4 &#x2A65; ⩥ z notation range antirestriction infix 265 4 4 &#x2A66; ⩦ equals sign with dot below infix 265 5 5 &#x2A67; ⩧ identical with dot above infix 265 5 5 &#x2A68; ⩨ triple horizontal bar with double vertical stroke infix 265 5 5 &#x2A69; ⩩ triple horizontal bar with triple vertical stroke infix 265 5 5 &#x2A6A; ⩪ tilde operator with dot above infix 265 5 5 &#x2A6B; ⩫ tilde operator with rising dots infix 265 5 5 &#x2A6C; ⩬ similar minus similar infix 265 5 5 &#x2A6D; ⩭ congruent with dot above infix 265 5 5 &#x2A6E; ⩮ equals with asterisk infix 265 5 5 &#x2A6F; ⩯ almost equal to with circumflex accent infix 265 5 5 &#x2A70; ⩰ approximately equal or equal to infix 265 5 5 &#x2A71; ⩱ equals sign above plus sign infix 265 4 4 &#x2A72; ⩲ plus sign above equals sign infix 265 4 4 &#x2A73; ⩳ equals sign above tilde operator infix 265 5 5 &#x2A74; ⩴ double colon equal infix 265 5 5 &#x2A75; ⩵ two consecutive equals signs infix 265 5 5 &#x2A76; ⩶ three consecutive equals signs infix 265 5 5 &#x2A77; ⩷ equals sign with two dots above and two dots below infix 265 5 5 &#x2A78; ⩸ equivalent with four dots above infix 265 5 5 &#x2A79; ⩹ less-than with circle inside infix 265 5 5 &#x2A7A; ⩺ greater-than with circle inside infix 265 5 5 &#x2A7B; ⩻ less-than with question mark above infix 265 5 5 &#x2A7C; ⩼ greater-than with question mark above infix 265 5 5 &#x2A7D; ⩽ less-than or slanted equal to infix 265 5 5 &#x2A7D;&#x338; ⩽̸ less-than or slanted equal to with slash infix 265 5 5 &#x2A7E; ⩾ greater-than or slanted equal to infix 265 5 5 &#x2A7E;&#x338; ⩾̸ greater-than or slanted equal to with slash infix 265 5 5 &#x2A7F; ⩿ less-than or slanted equal to with dot inside infix 265 5 5 &#x2A80; ⪀ greater-than or slanted equal to with dot inside infix 265 5 5 &#x2A81; ⪁ less-than or slanted equal to with dot above infix 265 5 5 &#x2A82; ⪂ greater-than or slanted equal to with dot above infix 265 5 5 &#x2A83; ⪃ less-than or slanted equal to with dot above right infix 265 5 5 &#x2A84; ⪄ greater-than or slanted equal to with dot above left infix 265 5 5 &#x2A85; ⪅ less-than or approximate infix 265 5 5 &#x2A86; ⪆ greater-than or approximate infix 265 5 5 &#x2A89; ⪉ less-than and not approximate infix 265 5 5 &#x2A8A; ⪊ greater-than and not approximate infix 265 5 5 &#x2A8B; ⪋ less-than above double-line equal above greater-than infix 265 5 5 &#x2A8C; ⪌ greater-than above double-line equal above less-than infix 265 5 5 &#x2A8D; ⪍ less-than above similar or equal infix 265 5 5 &#x2A8E; ⪎ greater-than above similar or equal infix 265 5 5 &#x2A8F; ⪏ less-than above similar above greater-than infix 265 5 5 &#x2A90; ⪐ greater-than above similar above less-than infix 265 5 5 &#x2A91; ⪑ less-than above greater-than above double-line equal infix 265 5 5 &#x2A92; ⪒ greater-than above less-than above double-line equal infix 265 5 5 &#x2A93; ⪓ less-than above slanted equal above greater-than above slanted equal infix 265 5 5 &#x2A94; ⪔ greater-than above slanted equal above less-than above slanted equal infix 265 5 5 &#x2A95; ⪕ slanted equal to or less-than infix 265 5 5 &#x2A96; ⪖ slanted equal to or greater-than infix 265 5 5 &#x2A97; ⪗ slanted equal to or less-than with dot inside infix 265 5 5 &#x2A98; ⪘ slanted equal to or greater-than with dot inside infix 265 5 5 &#x2A99; ⪙ double-line equal to or less-than infix 265 5 5 &#x2A9A; ⪚ double-line equal to or greater-than infix 265 5 5 &#x2A9B; ⪛ double-line slanted equal to or less-than infix 265 5 5 &#x2A9C; ⪜ double-line slanted equal to or greater-than infix 265 5 5 &#x2A9D; ⪝ similar or less-than infix 265 5 5 &#x2A9E; ⪞ similar or greater-than infix 265 5 5 &#x2A9F; ⪟ similar above less-than above equals sign infix 265 5 5 &#x2AA0; ⪠ similar above greater-than above equals sign infix 265 5 5 &#x2AA1; ⪡ double nested less-than infix 265 5 5 &#x2AA1;&#x338; ⪡̸ double nested less-than with slash infix 265 5 5 &#x2AA2; ⪢ double nested greater-than infix 265 5 5 &#x2AA2;&#x338; ⪢̸ double nested greater-than with slash infix 265 5 5 &#x2AA3; ⪣ double nested less-than with underbar infix 265 5 5 &#x2AA4; ⪤ greater-than overlapping less-than infix 265 5 5 &#x2AA5; ⪥ greater-than beside less-than infix 265 5 5 &#x2AA6; ⪦ less-than closed by curve infix 265 5 5 &#x2AA7; ⪧ greater-than closed by curve infix 265 5 5 &#x2AA8; ⪨ less-than closed by curve above slanted equal infix 265 5 5 &#x2AA9; ⪩ greater-than closed by curve above slanted equal infix 265 5 5 &#x2AAA; ⪪ smaller than infix 265 5 5 &#x2AAB; ⪫ larger than infix 265 5 5 &#x2AAC; ⪬ smaller than or equal to infix 265 5 5 &#x2AAD; ⪭ larger than or equal to infix 265 5 5 &#x2AAE; ⪮ equals sign with bumpy above infix 265 5 5 &#x2AB1; ⪱ precedes above single-line not equal to infix 265 5 5 &#x2AB2; ⪲ succeeds above single-line not equal to infix 265 5 5 &#x2AB3; ⪳ precedes above equals sign infix 265 5 5 &#x2AB4; ⪴ succeeds above equals sign infix 265 5 5 &#x2AB5; ⪵ precedes above not equal to infix 265 5 5 &#x2AB6; ⪶ succeeds above not equal to infix 265 5 5 &#x2AB7; ⪷ precedes above almost equal to infix 265 5 5 &#x2AB8; ⪸ succeeds above almost equal to infix 265 5 5 &#x2AB9; ⪹ precedes above not almost equal to infix 265 5 5 &#x2ABA; ⪺ succeeds above not almost equal to infix 265 5 5 &#x2ABB; ⪻ double precedes infix 265 5 5 &#x2ABC; ⪼ double succeeds infix 265 5 5 &#x2ABD; ⪽ subset with dot infix 265 5 5 &#x2ABE; ⪾ superset with dot infix 265 5 5 &#x2ABF; ⪿ subset with plus sign below infix 265 5 5 &#x2AC0; ⫀ superset with plus sign below infix 265 5 5 &#x2AC1; ⫁ subset with multiplication sign below infix 265 5 5 &#x2AC2; ⫂ superset with multiplication sign below infix 265 5 5 &#x2AC3; ⫃ subset of or equal to with dot above infix 265 5 5 &#x2AC4; ⫄ superset of or equal to with dot above infix 265 5 5 &#x2AC5; ⫅ subset of above equals sign infix 265 5 5 &#x2AC6; ⫆ superset of above equals sign infix 265 5 5 &#x2AC7; ⫇ subset of above tilde operator infix 265 5 5 &#x2AC8; ⫈ superset of above tilde operator infix 265 5 5 &#x2AC9; ⫉ subset of above almost equal to infix 265 5 5 &#x2ACA; ⫊ superset of above almost equal to infix 265 5 5 &#x2ACB; ⫋ subset of above not equal to infix 265 5 5 &#x2ACC; ⫌ superset of above not equal to infix 265 5 5 &#x2ACD; ⫍ square left open box operator infix 265 5 5 &#x2ACE; ⫎ square right open box operator infix 265 5 5 &#x2ACF; ⫏ closed subset infix 265 5 5 &#x2AD0; ⫐ closed superset infix 265 5 5 &#x2AD1; ⫑ closed subset or equal to infix 265 5 5 &#x2AD2; ⫒ closed superset or equal to infix 265 5 5 &#x2AD3; ⫓ subset above superset infix 265 5 5 &#x2AD4; ⫔ superset above subset infix 265 5 5 &#x2AD5; ⫕ subset above subset infix 265 5 5 &#x2AD6; ⫖ superset above superset infix 265 5 5 &#x2AD7; ⫗ superset beside subset infix 265 5 5 &#x2AD8; ⫘ superset beside and joined by dash with subset infix 265 5 5 &#x2AD9; ⫙ element of opening downwards infix 265 5 5 &#x2ADA; ⫚ pitchfork with tee top infix 265 5 5 &#x2ADB; ⫛ transversal intersection infix 265 5 5 &#x2ADC; ⫝̸ forking infix 265 5 5 &#x2ADD; ⫝ nonforking infix 265 5 5 &#x2ADE; ⫞ short left tack infix 265 5 5 &#x2ADF; ⫟ short down tack infix 265 5 5 &#x2AE0; ⫠ short up tack infix 265 5 5 &#x2AE1; ⫡ perpendicular with s infix 265 5 5 &#x2AE2; ⫢ vertical bar triple right turnstile infix 265 5 5 &#x2AE3; ⫣ double vertical bar left turnstile infix 265 5 5 &#x2AE4; ⫤ vertical bar double left turnstile infix 265 5 5 &#x2AE5; ⫥ double vertical bar double left turnstile infix 265 5 5 &#x2AE6; ⫦ long dash from left member of double vertical infix 265 5 5 &#x2AE7; ⫧ short down tack with overbar infix 265 5 5 &#x2AE8; ⫨ short up tack with underbar infix 265 5 5 &#x2AE9; ⫩ short up tack above short down tack infix 265 5 5 &#x2AEA; ⫪ double down tack infix 265 5 5 &#x2AEB; ⫫ double up tack infix 265 5 5 &#x2AEC; ⫬ double stroke not sign infix 265 5 5 &#x2AED; ⫭ reversed double stroke not sign infix 265 5 5 &#x2AEE; ⫮ does not divide with reversed negation slash infix 265 5 5 &#x2AEF; ⫯ vertical line with circle above infix 265 5 5 &#x2AF0; ⫰ vertical line with circle below infix 265 5 5 &#x2AF1; ⫱ down tack with circle below infix 265 5 5 &#x2AF2; ⫲ parallel with horizontal stroke infix 265 5 5 &#x2AF3; ⫳ parallel with tilde operator infix 265 5 5 &#x2AF4; ⫴ triple vertical bar binary relation infix 265 4 4 &#x2AF5; ⫵ triple vertical bar with horizontal stroke infix 265 4 4 &#x2AF6; ⫶ triple colon operator infix 265 4 4 &#x2AF7; ⫷ triple nested less-than infix 265 5 5 &#x2AF8; ⫸ triple nested greater-than infix 265 5 5 &#x2AF9; ⫹ double-line slanted less-than or equal to infix 265 5 5 &#x2AFA; ⫺ double-line slanted greater-than or equal to infix 265 5 5 &#x2AFB; ⫻ triple solidus binary relation infix 265 4 4 &#x2AFD; ⫽ double solidus operator infix 265 4 4 &#x2AFE; ⫾ white vertical bar infix 265 3 3 | | vertical line infix 270 2 2 fence, stretchy, symmetric || || multiple character operator: || infix 270 2 2 fence, stretchy, symmetric ||| ||| multiple character operator: ||| infix 270 2 2 fence, stretchy, symmetric &#x2190; ← leftwards arrow infix 270 5 5 stretchy, accent &#x2191; ↑ upwards arrow infix 270 5 5 stretchy &#x2192; → rightwards arrow infix 270 5 5 stretchy, accent &#x2193; ↓ downwards arrow infix 270 5 5 stretchy &#x2194; ↔ left right arrow infix 270 5 5 stretchy, accent &#x2195; ↕ up down arrow infix 270 5 5 stretchy &#x2196; ↖ north west arrow infix 270 5 5 stretchy &#x2197; ↗ north east arrow infix 270 5 5 stretchy &#x2198; ↘ south east arrow infix 270 5 5 stretchy &#x2199; ↙ south west arrow infix 270 5 5 stretchy &#x219A; ↚ leftwards arrow with stroke infix 270 5 5 accent &#x219B; ↛ rightwards arrow with stroke infix 270 5 5 accent &#x219C; ↜ leftwards wave arrow infix 270 5 5 stretchy, accent &#x219D; ↝ rightwards wave arrow infix 270 5 5 stretchy, accent &#x219E; ↞ leftwards two headed arrow infix 270 5 5 stretchy, accent &#x219F; ↟ upwards two headed arrow infix 270 5 5 stretchy, accent &#x21A0; ↠ rightwards two headed arrow infix 270 5 5 stretchy, accent &#x21A1; ↡ downwards two headed arrow infix 270 5 5 stretchy &#x21A2; ↢ leftwards arrow with tail infix 270 5 5 stretchy, accent &#x21A3; ↣ rightwards arrow with tail infix 270 5 5 stretchy, accent &#x21A4; ↤ leftwards arrow from bar infix 270 5 5 stretchy, accent &#x21A5; ↥ upwards arrow from bar infix 270 5 5 stretchy &#x21A6; ↦ rightwards arrow from bar infix 270 5 5 stretchy, accent &#x21A7; ↧ downwards arrow from bar infix 270 5 5 stretchy &#x21A8; ↨ up down arrow with base infix 270 5 5 stretchy &#x21A9; ↩ leftwards arrow with hook infix 270 5 5 stretchy, accent &#x21AA; ↪ rightwards arrow with hook infix 270 5 5 stretchy, accent &#x21AB; ↫ leftwards arrow with loop infix 270 5 5 stretchy, accent &#x21AC; ↬ rightwards arrow with loop infix 270 5 5 stretchy, accent &#x21AD; ↭ left right wave arrow infix 270 5 5 stretchy, accent &#x21AE; ↮ left right arrow with stroke infix 270 5 5 accent &#x21AF; ↯ downwards zigzag arrow infix 270 5 5 stretchy &#x21B0; ↰ upwards arrow with tip leftwards infix 270 5 5 stretchy &#x21B1; ↱ upwards arrow with tip rightwards infix 270 5 5 stretchy &#x21B2; ↲ downwards arrow with tip leftwards infix 270 5 5 stretchy &#x21B3; ↳ downwards arrow with tip rightwards infix 270 5 5 stretchy &#x21B4; ↴ rightwards arrow with corner downwards infix 270 5 5 stretchy &#x21B5; ↵ downwards arrow with corner leftwards infix 270 5 5 stretchy &#x21B6; ↶ anticlockwise top semicircle arrow infix 270 5 5 accent &#x21B7; ↷ clockwise top semicircle arrow infix 270 5 5 accent &#x21B8; ↸ north west arrow to long bar infix 270 5 5 &#x21B9; ↹ leftwards arrow to bar over rightwards arrow to bar infix 270 5 5 stretchy, accent &#x21BA; ↺ anticlockwise open circle arrow infix 270 5 5 &#x21BB; ↻ clockwise open circle arrow infix 270 5 5 &#x21BC; ↼ leftwards harpoon with barb upwards infix 270 5 5 stretchy, accent &#x21BD; ↽ leftwards harpoon with barb downwards infix 270 5 5 stretchy, accent &#x21BE; ↾ upwards harpoon with barb rightwards infix 270 5 5 stretchy &#x21BF; ↿ upwards harpoon with barb leftwards infix 270 5 5 stretchy &#x21C0; ⇀ rightwards harpoon with barb upwards infix 270 5 5 stretchy, accent &#x21C1; ⇁ rightwards harpoon with barb downwards infix 270 5 5 stretchy, accent &#x21C2; ⇂ downwards harpoon with barb rightwards infix 270 5 5 stretchy &#x21C3; ⇃ downwards harpoon with barb leftwards infix 270 5 5 stretchy &#x21C4; ⇄ rightwards arrow over leftwards arrow infix 270 5 5 stretchy, accent &#x21C5; ⇅ upwards arrow leftwards of downwards arrow infix 270 5 5 stretchy &#x21C6; ⇆ leftwards arrow over rightwards arrow infix 270 5 5 stretchy, accent &#x21C7; ⇇ leftwards paired arrows infix 270 5 5 stretchy, accent &#x21C8; ⇈ upwards paired arrows infix 270 5 5 stretchy &#x21C9; ⇉ rightwards paired arrows infix 270 5 5 stretchy, accent &#x21CA; ⇊ downwards paired arrows infix 270 5 5 stretchy &#x21CB; ⇋ leftwards harpoon over rightwards harpoon infix 270 5 5 stretchy, accent &#x21CC; ⇌ rightwards harpoon over leftwards harpoon infix 270 5 5 stretchy, accent &#x21CD; ⇍ leftwards double arrow with stroke infix 270 5 5 accent &#x21CE; ⇎ left right double arrow with stroke infix 270 5 5 accent &#x21CF; ⇏ rightwards double arrow with stroke infix 270 5 5 accent &#x21D0; ⇐ leftwards double arrow infix 270 5 5 stretchy, accent &#x21D1; ⇑ upwards double arrow infix 270 5 5 stretchy &#x21D2; ⇒ rightwards double arrow infix 270 5 5 stretchy, accent &#x21D3; ⇓ downwards double arrow infix 270 5 5 stretchy &#x21D4; ⇔ left right double arrow infix 270 5 5 stretchy, accent &#x21D5; ⇕ up down double arrow infix 270 5 5 stretchy &#x21D6; ⇖ north west double arrow infix 270 5 5 stretchy &#x21D7; ⇗ north east double arrow infix 270 5 5 stretchy &#x21D8; ⇘ south east double arrow infix 270 5 5 stretchy &#x21D9; ⇙ south west double arrow infix 270 5 5 stretchy &#x21DA; ⇚ leftwards triple arrow infix 270 5 5 stretchy, accent &#x21DB; ⇛ rightwards triple arrow infix 270 5 5 stretchy, accent &#x21DC; ⇜ leftwards squiggle arrow infix 270 5 5 stretchy, accent &#x21DD; ⇝ rightwards squiggle arrow infix 270 5 5 stretchy, accent &#x21DE; ⇞ upwards arrow with double stroke infix 270 5 5 &#x21DF; ⇟ downwards arrow with double stroke infix 270 5 5 &#x21E0; ⇠ leftwards dashed arrow infix 270 5 5 stretchy, accent &#x21E1; ⇡ upwards dashed arrow infix 270 5 5 stretchy &#x21E2; ⇢ rightwards dashed arrow infix 270 5 5 stretchy, accent &#x21E3; ⇣ downwards dashed arrow infix 270 5 5 stretchy &#x21E4; ⇤ leftwards arrow to bar infix 270 5 5 stretchy, accent &#x21E5; ⇥ rightwards arrow to bar infix 270 5 5 stretchy, accent &#x21E6; ⇦ leftwards white arrow infix 270 5 5 stretchy, accent &#x21E7; ⇧ upwards white arrow infix 270 5 5 stretchy &#x21E8; ⇨ rightwards white arrow infix 270 5 5 stretchy, accent &#x21E9; ⇩ downwards white arrow infix 270 5 5 stretchy &#x21EA; ⇪ upwards white arrow from bar infix 270 5 5 stretchy &#x21EB; ⇫ upwards white arrow on pedestal infix 270 5 5 stretchy &#x21EC; ⇬ upwards white arrow on pedestal with horizontal bar infix 270 5 5 stretchy &#x21ED; ⇭ upwards white arrow on pedestal with vertical bar infix 270 5 5 stretchy &#x21EE; ⇮ upwards white double arrow infix 270 5 5 stretchy &#x21EF; ⇯ upwards white double arrow on pedestal infix 270 5 5 stretchy &#x21F0; ⇰ rightwards white arrow from wall infix 270 5 5 stretchy, accent &#x21F1; ⇱ north west arrow to corner infix 270 5 5 &#x21F2; ⇲ south east arrow to corner infix 270 5 5 &#x21F3; ⇳ up down white arrow infix 270 5 5 stretchy &#x21F4; ⇴ right arrow with small circle infix 270 5 5 accent &#x21F5; ⇵ downwards arrow leftwards of upwards arrow infix 270 5 5 stretchy &#x21F6; ⇶ three rightwards arrows infix 270 5 5 stretchy, accent &#x21F7; ⇷ leftwards arrow with vertical stroke infix 270 5 5 accent &#x21F8; ⇸ rightwards arrow with vertical stroke infix 270 5 5 accent &#x21F9; ⇹ left right arrow with vertical stroke infix 270 5 5 accent &#x21FA; ⇺ leftwards arrow with double vertical stroke infix 270 5 5 accent &#x21FB; ⇻ rightwards arrow with double vertical stroke infix 270 5 5 accent &#x21FC; ⇼ left right arrow with double vertical stroke infix 270 5 5 accent &#x21FD; ⇽ leftwards open-headed arrow infix 270 5 5 stretchy, accent &#x21FE; ⇾ rightwards open-headed arrow infix 270 5 5 stretchy, accent &#x21FF; ⇿ left right open-headed arrow infix 270 5 5 stretchy, accent &#x22B8; ⊸ multimap infix 270 5 5 &#x27F0; ⟰ upwards quadruple arrow infix 270 5 5 stretchy &#x27F1; ⟱ downwards quadruple arrow infix 270 5 5 stretchy &#x27F5; ⟵ long leftwards arrow infix 270 5 5 stretchy, accent &#x27F6; ⟶ long rightwards arrow infix 270 5 5 stretchy, accent &#x27F7; ⟷ long left right arrow infix 270 5 5 stretchy, accent &#x27F8; ⟸ long leftwards double arrow infix 270 5 5 stretchy, accent &#x27F9; ⟹ long rightwards double arrow infix 270 5 5 stretchy, accent &#x27FA; ⟺ long left right double arrow infix 270 5 5 stretchy, accent &#x27FB; ⟻ long leftwards arrow from bar infix 270 5 5 stretchy, accent &#x27FC; ⟼ long rightwards arrow from bar infix 270 5 5 stretchy, accent &#x27FD; ⟽ long leftwards double arrow from bar infix 270 5 5 stretchy, accent &#x27FE; ⟾ long rightwards double arrow from bar infix 270 5 5 stretchy, accent &#x27FF; ⟿ long rightwards squiggle arrow infix 270 5 5 stretchy, accent &#x2900; ⤀ rightwards two-headed arrow with vertical stroke infix 270 5 5 accent &#x2901; ⤁ rightwards two-headed arrow with double vertical stroke infix 270 5 5 accent &#x2902; ⤂ leftwards double arrow with vertical stroke infix 270 5 5 accent &#x2903; ⤃ rightwards double arrow with vertical stroke infix 270 5 5 accent &#x2904; ⤄ left right double arrow with vertical stroke infix 270 5 5 accent &#x2905; ⤅ rightwards two-headed arrow from bar infix 270 5 5 accent &#x2906; ⤆ leftwards double arrow from bar infix 270 5 5 accent &#x2907; ⤇ rightwards double arrow from bar infix 270 5 5 accent &#x2908; ⤈ downwards arrow with horizontal stroke infix 270 5 5 &#x2909; ⤉ upwards arrow with horizontal stroke infix 270 5 5 &#x290A; ⤊ upwards triple arrow infix 270 5 5 stretchy &#x290B; ⤋ downwards triple arrow infix 270 5 5 stretchy &#x290C; ⤌ leftwards double dash arrow infix 270 5 5 stretchy, accent &#x290D; ⤍ rightwards double dash arrow infix 270 5 5 stretchy, accent &#x290E; ⤎ leftwards triple dash arrow infix 270 5 5 stretchy, accent &#x290F; ⤏ rightwards triple dash arrow infix 270 5 5 stretchy, accent &#x2910; ⤐ rightwards two-headed triple dash arrow infix 270 5 5 stretchy, accent &#x2911; ⤑ rightwards arrow with dotted stem infix 270 5 5 accent &#x2912; ⤒ upwards arrow to bar infix 270 5 5 stretchy &#x2913; ⤓ downwards arrow to bar infix 270 5 5 stretchy &#x2914; ⤔ rightwards arrow with tail with vertical stroke infix 270 5 5 accent &#x2915; ⤕ rightwards arrow with tail with double vertical stroke infix 270 5 5 accent &#x2916; ⤖ rightwards two-headed arrow with tail infix 270 5 5 accent &#x2917; ⤗ rightwards two-headed arrow with tail with vertical stroke infix 270 5 5 accent &#x2918; ⤘ rightwards two-headed arrow with tail with double vertical stroke infix 270 5 5 accent &#x2919; ⤙ leftwards arrow-tail infix 270 5 5 accent &#x291A; ⤚ rightwards arrow-tail infix 270 5 5 accent &#x291B; ⤛ leftwards double arrow-tail infix 270 5 5 accent &#x291C; ⤜ rightwards double arrow-tail infix 270 5 5 accent &#x291D; ⤝ leftwards arrow to black diamond infix 270 5 5 accent &#x291E; ⤞ rightwards arrow to black diamond infix 270 5 5 accent &#x291F; ⤟ leftwards arrow from bar to black diamond infix 270 5 5 accent &#x2920; ⤠ rightwards arrow from bar to black diamond infix 270 5 5 accent &#x2921; ⤡ north west and south east arrow infix 270 5 5 stretchy &#x2922; ⤢ north east and south west arrow infix 270 5 5 stretchy &#x2923; ⤣ north west arrow with hook infix 270 5 5 &#x2924; ⤤ north east arrow with hook infix 270 5 5 &#x2925; ⤥ south east arrow with hook infix 270 5 5 &#x2926; ⤦ south west arrow with hook infix 270 5 5 &#x2927; ⤧ north west arrow and north east arrow infix 270 5 5 &#x2928; ⤨ north east arrow and south east arrow infix 270 5 5 &#x2929; ⤩ south east arrow and south west arrow infix 270 5 5 &#x292A; ⤪ south west arrow and north west arrow infix 270 5 5 &#x292B; ⤫ rising diagonal crossing falling diagonal infix 270 5 5 &#x292C; ⤬ falling diagonal crossing rising diagonal infix 270 5 5 &#x292D; ⤭ south east arrow crossing north east arrow infix 270 5 5 &#x292E; ⤮ north east arrow crossing south east arrow infix 270 5 5 &#x292F; ⤯ falling diagonal crossing north east arrow infix 270 5 5 &#x2930; ⤰ rising diagonal crossing south east arrow infix 270 5 5 &#x2931; ⤱ north east arrow crossing north west arrow infix 270 5 5 &#x2932; ⤲ north west arrow crossing north east arrow infix 270 5 5 &#x2933; ⤳ wave arrow pointing directly right infix 270 5 5 accent &#x2934; ⤴ arrow pointing rightwards then curving upwards infix 270 5 5 &#x2935; ⤵ arrow pointing rightwards then curving downwards infix 270 5 5 &#x2936; ⤶ arrow pointing downwards then curving leftwards infix 270 5 5 &#x2937; ⤷ arrow pointing downwards then curving rightwards infix 270 5 5 &#x2938; ⤸ right-side arc clockwise arrow infix 270 5 5 &#x2939; ⤹ left-side arc anticlockwise arrow infix 270 5 5 &#x293A; ⤺ top arc anticlockwise arrow infix 270 5 5 accent &#x293B; ⤻ bottom arc anticlockwise arrow infix 270 5 5 accent &#x293C; ⤼ top arc clockwise arrow with minus infix 270 5 5 accent &#x293D; ⤽ top arc anticlockwise arrow with plus infix 270 5 5 accent &#x293E; ⤾ lower right semicircular clockwise arrow infix 270 5 5 &#x293F; ⤿ lower left semicircular anticlockwise arrow infix 270 5 5 &#x2940; ⥀ anticlockwise closed circle arrow infix 270 5 5 &#x2941; ⥁ clockwise closed circle arrow infix 270 5 5 &#x2942; ⥂ rightwards arrow above short leftwards arrow infix 270 5 5 accent &#x2943; ⥃ leftwards arrow above short rightwards arrow infix 270 5 5 accent &#x2944; ⥄ short rightwards arrow above leftwards arrow infix 270 5 5 accent &#x2945; ⥅ rightwards arrow with plus below infix 270 5 5 accent &#x2946; ⥆ leftwards arrow with plus below infix 270 5 5 accent &#x2947; ⥇ rightwards arrow through x infix 270 5 5 accent &#x2948; ⥈ left right arrow through small circle infix 270 5 5 accent &#x2949; ⥉ upwards two-headed arrow from small circle infix 270 5 5 &#x294A; ⥊ left barb up right barb down harpoon infix 270 5 5 accent &#x294B; ⥋ left barb down right barb up harpoon infix 270 5 5 accent &#x294C; ⥌ up barb right down barb left harpoon infix 270 5 5 &#x294D; ⥍ up barb left down barb right harpoon infix 270 5 5 &#x294E; ⥎ left barb up right barb up harpoon infix 270 5 5 stretchy, accent &#x294F; ⥏ up barb right down barb right harpoon infix 270 5 5 stretchy &#x2950; ⥐ left barb down right barb down harpoon infix 270 5 5 stretchy, accent &#x2951; ⥑ up barb left down barb left harpoon infix 270 5 5 stretchy &#x2952; ⥒ leftwards harpoon with barb up to bar infix 270 5 5 stretchy, accent &#x2953; ⥓ rightwards harpoon with barb up to bar infix 270 5 5 stretchy, accent &#x2954; ⥔ upwards harpoon with barb right to bar infix 270 5 5 stretchy &#x2955; ⥕ downwards harpoon with barb right to bar infix 270 5 5 stretchy &#x2956; ⥖ leftwards harpoon with barb down to bar infix 270 5 5 stretchy &#x2957; ⥗ rightwards harpoon with barb down to bar infix 270 5 5 stretchy &#x2958; ⥘ upwards harpoon with barb left to bar infix 270 5 5 stretchy &#x2959; ⥙ downwards harpoon with barb left to bar infix 270 5 5 stretchy &#x295A; ⥚ leftwards harpoon with barb up from bar infix 270 5 5 stretchy, accent &#x295B; ⥛ rightwards harpoon with barb up from bar infix 270 5 5 stretchy, accent &#x295C; ⥜ upwards harpoon with barb right from bar infix 270 5 5 stretchy &#x295D; ⥝ downwards harpoon with barb right from bar infix 270 5 5 stretchy &#x295E; ⥞ leftwards harpoon with barb down from bar infix 270 5 5 stretchy, accent &#x295F; ⥟ rightwards harpoon with barb down from bar infix 270 5 5 stretchy, accent &#x2960; ⥠ upwards harpoon with barb left from bar infix 270 5 5 stretchy &#x2961; ⥡ downwards harpoon with barb left from bar infix 270 5 5 stretchy &#x2962; ⥢ leftwards harpoon with barb up above leftwards harpoon with barb down infix 270 5 5 accent &#x2963; ⥣ upwards harpoon with barb left beside upwards harpoon with barb right infix 270 5 5 &#x2964; ⥤ rightwards harpoon with barb up above rightwards harpoon with barb down infix 270 5 5 accent &#x2965; ⥥ downwards harpoon with barb left beside downwards harpoon with barb right infix 270 5 5 &#x2966; ⥦ leftwards harpoon with barb up above rightwards harpoon with barb up infix 270 5 5 accent &#x2967; ⥧ leftwards harpoon with barb down above rightwards harpoon with barb down infix 270 5 5 accent &#x2968; ⥨ rightwards harpoon with barb up above leftwards harpoon with barb up infix 270 5 5 accent &#x2969; ⥩ rightwards harpoon with barb down above leftwards harpoon with barb down infix 270 5 5 accent &#x296A; ⥪ leftwards harpoon with barb up above long dash infix 270 5 5 accent &#x296B; ⥫ leftwards harpoon with barb down below long dash infix 270 5 5 accent &#x296C; ⥬ rightwards harpoon with barb up above long dash infix 270 5 5 accent &#x296D; ⥭ rightwards harpoon with barb down below long dash infix 270 5 5 accent &#x296E; ⥮ upwards harpoon with barb left beside downwards harpoon with barb right infix 270 5 5 stretchy &#x296F; ⥯ downwards harpoon with barb left beside upwards harpoon with barb right infix 270 5 5 stretchy &#x2970; ⥰ right double arrow with rounded head infix 270 5 5 accent &#x2971; ⥱ equals sign above rightwards arrow infix 270 5 5 accent &#x2972; ⥲ tilde operator above rightwards arrow infix 270 5 5 accent &#x2973; ⥳ leftwards arrow above tilde operator infix 270 5 5 accent &#x2974; ⥴ rightwards arrow above tilde operator infix 270 5 5 accent &#x2975; ⥵ rightwards arrow above almost equal to infix 270 5 5 accent &#x2976; ⥶ less-than above leftwards arrow infix 270 5 5 accent &#x2977; ⥷ leftwards arrow through less-than infix 270 5 5 accent &#x2978; ⥸ greater-than above rightwards arrow infix 270 5 5 accent &#x2979; ⥹ subset above rightwards arrow infix 270 5 5 accent &#x297A; ⥺ leftwards arrow through subset infix 270 5 5 accent &#x297B; ⥻ superset above leftwards arrow infix 270 5 5 accent &#x297C; ⥼ left fish tail infix 270 5 5 accent &#x297D; ⥽ right fish tail infix 270 5 5 accent &#x297E; ⥾ up fish tail infix 270 5 5 &#x297F; ⥿ down fish tail infix 270 5 5 &#x2999; ⦙ dotted fence infix 270 3 3 &#x299A; ⦚ vertical zigzag line infix 270 3 3 &#x299B; ⦛ measured angle opening left infix 270 3 3 &#x299C; ⦜ right angle variant with square infix 270 3 3 &#x299D; ⦝ measured right angle with dot infix 270 3 3 &#x299E; ⦞ angle with s inside infix 270 3 3 &#x299F; ⦟ acute angle infix 270 3 3 &#x29DF; ⧟ double-ended multimap infix 270 3 3 &#x29EF; ⧯ error-barred black square infix 270 3 3 &#x29F4; ⧴ rule-delayed infix 270 5 5 &#x2B45; ⭅ leftwards quadruple arrow infix 270 5 5 stretchy &#x2B46; ⭆ rightwards quadruple arrow infix 270 5 5 stretchy + + plus sign infix 275 4 4 + + plus sign prefix 275 0 1 - - hyphen-minus infix 275 4 4 - - hyphen-minus prefix 275 0 1 &#xB1; ± plus-minus sign infix 275 4 4 &#xB1; ± plus-minus sign prefix 275 0 1 &#x2212; − minus sign infix 275 4 4 &#x2212; − minus sign prefix 275 0 1 &#x2213; ∓ minus-or-plus sign infix 275 4 4 &#x2213; ∓ minus-or-plus sign prefix 275 0 1 &#x2214; ∔ dot plus infix 275 4 4 &#x229E; ⊞ squared plus infix 275 4 4 &#x229F; ⊟ squared minus infix 275 4 4 &#x2211; ∑ n-ary summation prefix 290 1 2 largeop, movablelimits, symmetric &#x2A0A; ⨊ modulo two sum prefix 290 1 2 largeop, movablelimits, symmetric &#x2A0B; ⨋ summation with integral prefix 290 1 2 largeop, symmetric &#x222C; ∬ double integral prefix 300 0 1 largeop, symmetric &#x222D; ∭ triple integral prefix 300 0 1 largeop, symmetric &#x2295; ⊕ circled plus infix 300 4 4 &#x2296; ⊖ circled minus infix 300 4 4 &#x2298; ⊘ circled division slash infix 300 4 4 &#x2A01; ⨁ n-ary circled plus operator prefix 300 1 2 largeop, movablelimits, symmetric &#x222B; ∫ integral prefix 310 0 1 largeop, symmetric &#x222E; ∮ contour integral prefix 310 0 1 largeop, symmetric &#x222F; ∯ surface integral prefix 310 0 1 largeop, symmetric &#x2230; ∰ volume integral prefix 310 0 1 largeop, symmetric &#x2231; ∱ clockwise integral prefix 310 0 1 largeop, symmetric &#x2232; ∲ clockwise contour integral prefix 310 0 1 largeop, symmetric &#x2233; ∳ anticlockwise contour integral prefix 310 0 1 largeop, symmetric &#x2A0C; ⨌ quadruple integral operator prefix 310 0 1 largeop, symmetric &#x2A0D; ⨍ finite part integral prefix 310 1 2 largeop, symmetric &#x2A0E; ⨎ integral with double stroke prefix 310 1 2 largeop, symmetric &#x2A0F; ⨏ integral average with slash prefix 310 1 2 largeop, symmetric &#x2A10; ⨐ circulation function prefix 310 1 2 largeop, movablelimits, symmetric &#x2A11; ⨑ anticlockwise integration prefix 310 1 2 largeop, movablelimits, symmetric &#x2A12; ⨒ line integration with rectangular path around pole prefix 310 1 2 largeop, movablelimits, symmetric &#x2A13; ⨓ line integration with semicircular path around pole prefix 310 1 2 largeop, movablelimits, symmetric &#x2A14; ⨔ line integration not including the pole prefix 310 1 2 largeop, movablelimits, symmetric &#x2A15; ⨕ integral around a point operator prefix 310 1 2 largeop, symmetric &#x2A16; ⨖ quaternion integral operator prefix 310 1 2 largeop, symmetric &#x2A17; ⨗ integral with leftwards arrow with hook prefix 310 1 2 largeop, symmetric &#x2A18; ⨘ integral with times sign prefix 310 1 2 largeop, symmetric &#x2A19; ⨙ integral with intersection prefix 310 1 2 largeop, symmetric &#x2A1A; ⨚ integral with union prefix 310 1 2 largeop, symmetric &#x2A1B; ⨛ integral with overbar prefix 310 1 2 largeop, symmetric &#x2A1C; ⨜ integral with underbar prefix 310 1 2 largeop, symmetric &#x22C3; ⋃ n-ary union prefix 320 1 2 largeop, movablelimits, symmetric &#x2A03; ⨃ n-ary union operator with dot prefix 320 1 2 largeop, movablelimits, symmetric &#x2A04; ⨄ n-ary union operator with plus prefix 320 1 2 largeop, movablelimits, symmetric &#x22C0; ⋀ n-ary logical and prefix 330 1 2 largeop, movablelimits, symmetric &#x22C1; ⋁ n-ary logical or prefix 330 1 2 largeop, movablelimits, symmetric &#x22C2; ⋂ n-ary intersection prefix 330 1 2 largeop, movablelimits, symmetric &#x2A00; ⨀ n-ary circled dot operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A02; ⨂ n-ary circled times operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A05; ⨅ n-ary square intersection operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A06; ⨆ n-ary square union operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A07; ⨇ two logical and operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A08; ⨈ two logical or operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2A09; ⨉ n-ary times operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2AFC; ⫼ large triple vertical bar operator prefix 330 1 2 largeop, movablelimits, symmetric &#x2AFF; ⫿ n-ary white vertical bar prefix 330 1 2 largeop, movablelimits, symmetric &#x2240; ≀ wreath product infix 340 4 4 &#x220F; ∏ n-ary product prefix 350 1 2 largeop, movablelimits, symmetric &#x2210; ∐ n-ary coproduct prefix 350 1 2 largeop, movablelimits, symmetric &#x2229; ∩ intersection infix 350 4 4 &#x222A; ∪ union infix 350 4 4 * * asterisk infix 390 3 3 . . full stop infix 390 3 3 &#xD7; × multiplication sign infix 390 4 4 &#x2022; • bullet infix 390 4 4 &#x2062; ⁢ invisible times infix 390 0 0 &#x22A0; ⊠ squared times infix 390 4 4 &#x22A1; ⊡ squared dot operator infix 390 4 4 &#x22C5; ⋅ dot operator infix 390 4 4 &#x2A2F; ⨯ vector or cross product infix 390 4 4 &#x2A3F; ⨿ amalgamation or coproduct infix 390 4 4 &#xB7; · middle dot infix 400 4 4 &#x2297; ⊗ circled times infix 410 4 4 % % percent sign infix 640 3 3 \ \ reverse solidus infix 650 0 0 &#x2216; ∖ set minus infix 650 4 4 / / solidus infix 660 1 1 &#xF7; ÷ division sign infix 660 4 4 &#x2220; ∠ angle prefix 670 0 0 &#x2221; ∡ measured angle prefix 670 0 0 &#x2222; ∢ spherical angle prefix 670 0 0 &#xAC; ¬ not sign prefix 680 2 1 &#x2299; ⊙ circled dot operator infix 710 4 4 &#x2202; ∂ partial differential prefix 740 2 1 &#x2207; ∇ nabla prefix 740 2 1 ** ** multiple character operator: ** infix 780 1 1 &lt;> <> multiple character operator: <> infix 780 1 1 ^ ^ circumflex accent infix 780 1 1 &#x2032; ′ prime postfix 800 0 2 &#x266D; ♭ music flat sign postfix 800 0 2 &#x266E; ♮ music natural sign postfix 800 0 2 &#x266F; ♯ music sharp sign postfix 800 0 2 ! ! exclamation mark postfix 810 1 0 !! !! multiple character operator: !! postfix 810 1 0 // // multiple character operator: // infix 820 1 1 @ @ commercial at infix 825 1 1 ? ? question mark infix 835 1 1 &#x2145; ⅅ double-struck italic capital d prefix 845 2 1 &#x2146; ⅆ double-struck italic small d prefix 845 2 0 &#x221A; √ square root prefix 845 1 1 stretchy &#x221B; ∛ cube root prefix 845 1 1 &#x221C; ∜ fourth root prefix 845 1 1 &#x2061; ⁡ function application infix 850 0 0 &amp; & ampersand postfix 880 0 0 ' ' apostrophe postfix 880 0 0 accent ++ ++ multiple character operator: ++ postfix 880 0 0 -- -- multiple character operator: -- postfix 880 0 0 ^ ^ circumflex accent postfix 880 0 0 stretchy, accent _ _ low line postfix 880 0 0 stretchy, accent ` ` grave accent postfix 880 0 0 accent ~ ~ tilde postfix 880 0 0 stretchy, accent &#xA8; ¨ diaeresis postfix 880 0 0 accent &#xAF; ¯ macron postfix 880 0 0 stretchy, accent &#xB0; ° degree sign postfix 880 0 0 &#xB4; ´ acute accent postfix 880 0 0 accent &#xB8; ¸ cedilla postfix 880 0 0 accent &#x2C6; ˆ modifier letter circumflex accent postfix 880 0 0 stretchy, accent &#x2C7; ˇ caron postfix 880 0 0 stretchy, accent &#x2C9; ˉ modifier letter macron postfix 880 0 0 stretchy, accent &#x2CA; ˊ modifier letter acute accent postfix 880 0 0 accent &#x2CB; ˋ modifier letter grave accent postfix 880 0 0 accent &#x2CD; ˍ modifier letter low macron postfix 880 0 0 stretchy, accent &#x2D8; ˘ breve postfix 880 0 0 accent &#x2D9; ˙ dot above postfix 880 0 0 accent &#x2DA; ˚ ring above postfix 880 0 0 accent &#x2DC; ˜ small tilde postfix 880 0 0 stretchy, accent &#x2DD; ˝ double acute accent postfix 880 0 0 accent &#x2F7; ˷ modifier letter low tilde postfix 880 0 0 stretchy, accent &#x302; ̂ combining circumflex accent postfix 880 0 0 stretchy, accent &#x311; ̑ combining inverted breve postfix 880 0 0 accent &#x203E; ‾ overline postfix 880 0 0 stretchy, accent &#x2064; ⁤ invisible plus infix 880 0 0 &#x20DB; ⃛ combining three dots above postfix 880 0 0 accent &#x20DC; ⃜ combining four dots above postfix 880 0 0 accent &#x23B4; ⎴ top square bracket postfix 880 0 0 stretchy, accent &#x23B5; ⎵ bottom square bracket postfix 880 0 0 stretchy, accent &#x23DC; ⏜ top parenthesis postfix 880 0 0 stretchy, accent &#x23DD; ⏝ bottom parenthesis postfix 880 0 0 stretchy, accent &#x23DE; ⏞ top curly bracket postfix 880 0 0 stretchy, accent &#x23DF; ⏟ bottom curly bracket postfix 880 0 0 stretchy, accent &#x23E0; ⏠ top tortoise shell bracket postfix 880 0 0 stretchy, accent &#x23E1; ⏡ bottom tortoise shell bracket postfix 880 0 0 stretchy, accent _ _ low line infix 900 1 1

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