UTF-8 encoding table and Unicode characterspage with code points U+2150 to U+224FWe need your support - If you like us - feel free to share. |
text accumulator (characters are added by clicking on the respective "append" link) | |
display | ɺ |
simple editing functions |
append space · delete last character · clear accumulator |
Unicode | U+027A |
UTF-8 | ɺ |
Unicode code point |
character | UTF-8 (chars) |
HTML 4.0 character entities | name | |
---|---|---|---|---|---|
U+2150 | ⅐ | â | VULGAR FRACTION ONE SEVENTH | ||
U+2151 | ⅑ | â | VULGAR FRACTION ONE NINTH | ||
U+2152 | ⅒ | â | VULGAR FRACTION ONE TENTH | ||
U+2153 | ⅓ | â | VULGAR FRACTION ONE THIRD | ||
U+2154 | ⅔ | â | VULGAR FRACTION TWO THIRDS | ||
U+2155 | ⅕ | â | VULGAR FRACTION ONE FIFTH | ||
U+2156 | ⅖ | â | VULGAR FRACTION TWO FIFTHS | ||
U+2157 | ⅗ | â | VULGAR FRACTION THREE FIFTHS | ||
U+2158 | ⅘ | â | VULGAR FRACTION FOUR FIFTHS | ||
U+2159 | ⅙ | â | VULGAR FRACTION ONE SIXTH | ||
U+215A | ⅚ | â | VULGAR FRACTION FIVE SIXTHS | ||
U+215B | ⅛ | â | VULGAR FRACTION ONE EIGHTH | ||
U+215C | ⅜ | â | VULGAR FRACTION THREE EIGHTHS | ||
U+215D | ⅝ | â | VULGAR FRACTION FIVE EIGHTHS | ||
U+215E | ⅞ | â | VULGAR FRACTION SEVEN EIGHTHS | ||
U+215F | ⅟ | â | FRACTION NUMERATOR ONE | ||
U+2160 | Ⅰ | â | ROMAN NUMERAL ONE | ||
U+2161 | Ⅱ | â ¡ | ROMAN NUMERAL TWO | ||
U+2162 | Ⅲ | â ¢ | ROMAN NUMERAL THREE | ||
U+2163 | Ⅳ | â £ | ROMAN NUMERAL FOUR | ||
U+2164 | Ⅴ | â ¤ | ROMAN NUMERAL FIVE | ||
U+2165 | Ⅵ | â ¥ | ROMAN NUMERAL SIX | ||
U+2166 | Ⅶ | â ¦ | ROMAN NUMERAL SEVEN | ||
U+2167 | Ⅷ | â § | ROMAN NUMERAL EIGHT | ||
U+2168 | Ⅸ | â ¨ | ROMAN NUMERAL NINE | ||
U+2169 | Ⅹ | â © | ROMAN NUMERAL TEN | ||
U+216A | Ⅺ | â ª | ROMAN NUMERAL ELEVEN | ||
U+216B | Ⅻ | â « | ROMAN NUMERAL TWELVE | ||
U+216C | Ⅼ | â ¬ | ROMAN NUMERAL FIFTY | ||
U+216D | Ⅽ | â | ROMAN NUMERAL ONE HUNDRED | ||
U+216E | Ⅾ | â ® | ROMAN NUMERAL FIVE HUNDRED | ||
U+216F | Ⅿ | â ¯ | ROMAN NUMERAL ONE THOUSAND | ||
U+2170 | ⅰ | â ° | SMALL ROMAN NUMERAL ONE | ||
U+2171 | ⅱ | â ± | SMALL ROMAN NUMERAL TWO | ||
U+2172 | ⅲ | â ² | SMALL ROMAN NUMERAL THREE | ||
U+2173 | ⅳ | â ³ | SMALL ROMAN NUMERAL FOUR | ||
U+2174 | ⅴ | â ´ | SMALL ROMAN NUMERAL FIVE | ||
U+2175 | ⅵ | â µ | SMALL ROMAN NUMERAL SIX | ||
U+2176 | ⅶ | â ¶ | SMALL ROMAN NUMERAL SEVEN | ||
U+2177 | ⅷ | â · | SMALL ROMAN NUMERAL EIGHT | ||
U+2178 | ⅸ | â ¸ | SMALL ROMAN NUMERAL NINE | ||
U+2179 | ⅹ | â ¹ | SMALL ROMAN NUMERAL TEN | ||
U+217A | ⅺ | â º | SMALL ROMAN NUMERAL ELEVEN | ||
U+217B | ⅻ | â » | SMALL ROMAN NUMERAL TWELVE | ||
U+217C | ⅼ | â ¼ | SMALL ROMAN NUMERAL FIFTY | ||
U+217D | ⅽ | â ½ | SMALL ROMAN NUMERAL ONE HUNDRED | ||
U+217E | ⅾ | â ¾ | SMALL ROMAN NUMERAL FIVE HUNDRED | ||
U+217F | ⅿ | â ¿ | SMALL ROMAN NUMERAL ONE THOUSAND | ||
U+2180 | ↀ | â | ROMAN NUMERAL ONE THOUSAND C D | ||
U+2181 | ↁ | â | ROMAN NUMERAL FIVE THOUSAND | ||
U+2182 | ↂ | â | ROMAN NUMERAL TEN THOUSAND | ||
U+2183 | Ↄ | â | ROMAN NUMERAL REVERSED ONE HUNDRED | ||
U+2184 | ↄ | â | LATIN SMALL LETTER REVERSED C | ||
U+2185 | ↅ | â | ROMAN NUMERAL SIX LATE FORM | ||
U+2186 | ↆ | â | ROMAN NUMERAL FIFTY EARLY FORM | ||
U+2187 | ↇ | â | ROMAN NUMERAL FIFTY THOUSAND | ||
U+2188 | ↈ | â | ROMAN NUMERAL ONE HUNDRED THOUSAND | ||
U+2189 | ↉ | â | VULGAR FRACTION ZERO THIRDS | ||
U+218A | ↊ | â | TURNED DIGIT TWO | ||
U+218B | ↋ | â | TURNED DIGIT THREE | ||
U+218C | | â | |||
U+218D | | â | |||
U+218E | | â | |||
U+218F | | â | |||
U+2190 | ← | â | ← | ← | LEFTWARDS ARROW |
U+2191 | ↑ | â | ↑ | ↑ | UPWARDS ARROW |
U+2192 | → | â | → | → | RIGHTWARDS ARROW |
U+2193 | ↓ | â | ↓ | ↓ | DOWNWARDS ARROW |
U+2194 | ↔ | â | ↔ | ↔ | LEFT RIGHT ARROW |
U+2195 | ↕ | â | UP DOWN ARROW | ||
U+2196 | ↖ | â | NORTH WEST ARROW | ||
U+2197 | ↗ | â | NORTH EAST ARROW | ||
U+2198 | ↘ | â | SOUTH EAST ARROW | ||
U+2199 | ↙ | â | SOUTH WEST ARROW | ||
U+219A | ↚ | â | LEFTWARDS ARROW WITH STROKE | ||
U+219B | ↛ | â | RIGHTWARDS ARROW WITH STROKE | ||
U+219C | ↜ | â | LEFTWARDS WAVE ARROW | ||
U+219D | ↝ | â | RIGHTWARDS WAVE ARROW | ||
U+219E | ↞ | â | LEFTWARDS TWO HEADED ARROW | ||
U+219F | ↟ | â | UPWARDS TWO HEADED ARROW | ||
U+21A0 | ↠ | â | RIGHTWARDS TWO HEADED ARROW | ||
U+21A1 | ↡ | â¡ | DOWNWARDS TWO HEADED ARROW | ||
U+21A2 | ↢ | ⢠| LEFTWARDS ARROW WITH TAIL | ||
U+21A3 | ↣ | ⣠| RIGHTWARDS ARROW WITH TAIL | ||
U+21A4 | ↤ | ⤠| LEFTWARDS ARROW FROM BAR | ||
U+21A5 | ↥ | ⥠| UPWARDS ARROW FROM BAR | ||
U+21A6 | ↦ | ⦠| RIGHTWARDS ARROW FROM BAR | ||
U+21A7 | ↧ | ⧠| DOWNWARDS ARROW FROM BAR | ||
U+21A8 | ↨ | ⨠| UP DOWN ARROW WITH BASE | ||
U+21A9 | ↩ | â© | LEFTWARDS ARROW WITH HOOK | ||
U+21AA | ↪ | ⪠| RIGHTWARDS ARROW WITH HOOK | ||
U+21AB | ↫ | â« | LEFTWARDS ARROW WITH LOOP | ||
U+21AC | ↬ | ⬠| RIGHTWARDS ARROW WITH LOOP | ||
U+21AD | ↭ | â | LEFT RIGHT WAVE ARROW | ||
U+21AE | ↮ | â® | LEFT RIGHT ARROW WITH STROKE | ||
U+21AF | ↯ | ⯠| DOWNWARDS ZIGZAG ARROW | ||
U+21B0 | ↰ | â° | UPWARDS ARROW WITH TIP LEFTWARDS | ||
U+21B1 | ↱ | â± | UPWARDS ARROW WITH TIP RIGHTWARDS | ||
U+21B2 | ↲ | â² | DOWNWARDS ARROW WITH TIP LEFTWARDS | ||
U+21B3 | ↳ | â³ | DOWNWARDS ARROW WITH TIP RIGHTWARDS | ||
U+21B4 | ↴ | â´ | RIGHTWARDS ARROW WITH CORNER DOWNWARDS | ||
U+21B5 | ↵ | âµ | ↵ | ↵ | DOWNWARDS ARROW WITH CORNER LEFTWARDS |
U+21B6 | ↶ | ⶠ| ANTICLOCKWISE TOP SEMICIRCLE ARROW | ||
U+21B7 | ↷ | â· | CLOCKWISE TOP SEMICIRCLE ARROW | ||
U+21B8 | ↸ | ⸠| NORTH WEST ARROW TO LONG BAR | ||
U+21B9 | ↹ | â¹ | LEFTWARDS ARROW TO BAR OVER RIGHTWARDS ARROW TO BAR | ||
U+21BA | ↺ | ⺠| ANTICLOCKWISE OPEN CIRCLE ARROW | ||
U+21BB | ↻ | â» | CLOCKWISE OPEN CIRCLE ARROW | ||
U+21BC | ↼ | â¼ | LEFTWARDS HARPOON WITH BARB UPWARDS | ||
U+21BD | ↽ | â½ | LEFTWARDS HARPOON WITH BARB DOWNWARDS | ||
U+21BE | ↾ | â¾ | UPWARDS HARPOON WITH BARB RIGHTWARDS | ||
U+21BF | ↿ | â¿ | UPWARDS HARPOON WITH BARB LEFTWARDS | ||
U+21C0 | ⇀ | â | RIGHTWARDS HARPOON WITH BARB UPWARDS | ||
U+21C1 | ⇁ | â | RIGHTWARDS HARPOON WITH BARB DOWNWARDS | ||
U+21C2 | ⇂ | â | DOWNWARDS HARPOON WITH BARB RIGHTWARDS | ||
U+21C3 | ⇃ | â | DOWNWARDS HARPOON WITH BARB LEFTWARDS | ||
U+21C4 | ⇄ | â | RIGHTWARDS ARROW OVER LEFTWARDS ARROW | ||
U+21C5 | ⇅ | â | UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW | ||
U+21C6 | ⇆ | â | LEFTWARDS ARROW OVER RIGHTWARDS ARROW | ||
U+21C7 | ⇇ | â | LEFTWARDS PAIRED ARROWS | ||
U+21C8 | ⇈ | â | UPWARDS PAIRED ARROWS | ||
U+21C9 | ⇉ | â | RIGHTWARDS PAIRED ARROWS | ||
U+21CA | ⇊ | â | DOWNWARDS PAIRED ARROWS | ||
U+21CB | ⇋ | â | LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON | ||
U+21CC | ⇌ | â | RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON | ||
U+21CD | ⇍ | â | LEFTWARDS DOUBLE ARROW WITH STROKE | ||
U+21CE | ⇎ | â | LEFT RIGHT DOUBLE ARROW WITH STROKE | ||
U+21CF | ⇏ | â | RIGHTWARDS DOUBLE ARROW WITH STROKE | ||
U+21D0 | ⇐ | â | ⇐ | ⇐ | LEFTWARDS DOUBLE ARROW |
U+21D1 | ⇑ | â | ⇑ | ⇑ | UPWARDS DOUBLE ARROW |
U+21D2 | ⇒ | â | ⇒ | ⇒ | RIGHTWARDS DOUBLE ARROW |
U+21D3 | ⇓ | â | ⇓ | ⇓ | DOWNWARDS DOUBLE ARROW |
U+21D4 | ⇔ | â | ⇔ | ⇔ | LEFT RIGHT DOUBLE ARROW |
U+21D5 | ⇕ | â | UP DOWN DOUBLE ARROW | ||
U+21D6 | ⇖ | â | NORTH WEST DOUBLE ARROW | ||
U+21D7 | ⇗ | â | NORTH EAST DOUBLE ARROW | ||
U+21D8 | ⇘ | â | SOUTH EAST DOUBLE ARROW | ||
U+21D9 | ⇙ | â | SOUTH WEST DOUBLE ARROW | ||
U+21DA | ⇚ | â | LEFTWARDS TRIPLE ARROW | ||
U+21DB | ⇛ | â | RIGHTWARDS TRIPLE ARROW | ||
U+21DC | ⇜ | â | LEFTWARDS SQUIGGLE ARROW | ||
U+21DD | ⇝ | â | RIGHTWARDS SQUIGGLE ARROW | ||
U+21DE | ⇞ | â | UPWARDS ARROW WITH DOUBLE STROKE | ||
U+21DF | ⇟ | â | DOWNWARDS ARROW WITH DOUBLE STROKE | ||
U+21E0 | ⇠ | â | LEFTWARDS DASHED ARROW | ||
U+21E1 | ⇡ | â¡ | UPWARDS DASHED ARROW | ||
U+21E2 | ⇢ | ⢠| RIGHTWARDS DASHED ARROW | ||
U+21E3 | ⇣ | ⣠| DOWNWARDS DASHED ARROW | ||
U+21E4 | ⇤ | ⤠| LEFTWARDS ARROW TO BAR | ||
U+21E5 | ⇥ | ⥠| RIGHTWARDS ARROW TO BAR | ||
U+21E6 | ⇦ | ⦠| LEFTWARDS WHITE ARROW | ||
U+21E7 | ⇧ | ⧠| UPWARDS WHITE ARROW | ||
U+21E8 | ⇨ | ⨠| RIGHTWARDS WHITE ARROW | ||
U+21E9 | ⇩ | â© | DOWNWARDS WHITE ARROW | ||
U+21EA | ⇪ | ⪠| UPWARDS WHITE ARROW FROM BAR | ||
U+21EB | ⇫ | â« | UPWARDS WHITE ARROW ON PEDESTAL | ||
U+21EC | ⇬ | ⬠| UPWARDS WHITE ARROW ON PEDESTAL WITH HORIZONTAL BAR | ||
U+21ED | ⇭ | â | UPWARDS WHITE ARROW ON PEDESTAL WITH VERTICAL BAR | ||
U+21EE | ⇮ | â® | UPWARDS WHITE DOUBLE ARROW | ||
U+21EF | ⇯ | ⯠| UPWARDS WHITE DOUBLE ARROW ON PEDESTAL | ||
U+21F0 | ⇰ | â° | RIGHTWARDS WHITE ARROW FROM WALL | ||
U+21F1 | ⇱ | â± | NORTH WEST ARROW TO CORNER | ||
U+21F2 | ⇲ | â² | SOUTH EAST ARROW TO CORNER | ||
U+21F3 | ⇳ | â³ | UP DOWN WHITE ARROW | ||
U+21F4 | ⇴ | â´ | RIGHT ARROW WITH SMALL CIRCLE | ||
U+21F5 | ⇵ | âµ | DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW | ||
U+21F6 | ⇶ | ⶠ| THREE RIGHTWARDS ARROWS | ||
U+21F7 | ⇷ | â· | LEFTWARDS ARROW WITH VERTICAL STROKE | ||
U+21F8 | ⇸ | ⸠| RIGHTWARDS ARROW WITH VERTICAL STROKE | ||
U+21F9 | ⇹ | â¹ | LEFT RIGHT ARROW WITH VERTICAL STROKE | ||
U+21FA | ⇺ | ⺠| LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE | ||
U+21FB | ⇻ | â» | RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE | ||
U+21FC | ⇼ | â¼ | LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE | ||
U+21FD | ⇽ | â½ | LEFTWARDS OPEN-HEADED ARROW | ||
U+21FE | ⇾ | â¾ | RIGHTWARDS OPEN-HEADED ARROW | ||
U+21FF | ⇿ | â¿ | LEFT RIGHT OPEN-HEADED ARROW | ||
U+2200 | ∀ | â | ∀ | ∀ | FOR ALL |
U+2201 | ∁ | â | COMPLEMENT | ||
U+2202 | ∂ | â | ∂ | ∂ | PARTIAL DIFFERENTIAL |
U+2203 | ∃ | â | ∃ | ∃ | THERE EXISTS |
U+2204 | ∄ | â | THERE DOES NOT EXIST | ||
U+2205 | ∅ | â | ∅ | ∅ | EMPTY SET |
U+2206 | ∆ | â | INCREMENT | ||
U+2207 | ∇ | â | ∇ | ∇ | NABLA |
U+2208 | ∈ | â | ∈ | ∈ | ELEMENT OF |
U+2209 | ∉ | â | ∉ | ∉ | NOT AN ELEMENT OF |
U+220A | ∊ | â | SMALL ELEMENT OF | ||
U+220B | ∋ | â | ∋ | ∋ | CONTAINS AS MEMBER |
U+220C | ∌ | â | DOES NOT CONTAIN AS MEMBER | ||
U+220D | ∍ | â | SMALL CONTAINS AS MEMBER | ||
U+220E | ∎ | â | END OF PROOF | ||
U+220F | ∏ | â | ∏ | ∏ | N-ARY PRODUCT |
U+2210 | ∐ | â | N-ARY COPRODUCT | ||
U+2211 | ∑ | â | ∑ | ∑ | N-ARY SUMMATION |
U+2212 | − | â | − | − | MINUS SIGN |
U+2213 | ∓ | â | MINUS-OR-PLUS SIGN | ||
U+2214 | ∔ | â | DOT PLUS | ||
U+2215 | ∕ | â | DIVISION SLASH | ||
U+2216 | ∖ | â | SET MINUS | ||
U+2217 | ∗ | â | ∗ | ∗ | ASTERISK OPERATOR |
U+2218 | ∘ | â | RING OPERATOR | ||
U+2219 | ∙ | â | BULLET OPERATOR | ||
U+221A | √ | â | √ | √ | SQUARE ROOT |
U+221B | ∛ | â | CUBE ROOT | ||
U+221C | ∜ | â | FOURTH ROOT | ||
U+221D | ∝ | â | ∝ | ∝ | PROPORTIONAL TO |
U+221E | ∞ | â | ∞ | ∞ | INFINITY |
U+221F | ∟ | â | RIGHT ANGLE | ||
U+2220 | ∠ | â | ∠ | ∠ | ANGLE |
U+2221 | ∡ | â¡ | MEASURED ANGLE | ||
U+2222 | ∢ | ⢠| SPHERICAL ANGLE | ||
U+2223 | ∣ | ⣠| DIVIDES | ||
U+2224 | ∤ | ⤠| DOES NOT DIVIDE | ||
U+2225 | ∥ | ⥠| PARALLEL TO | ||
U+2226 | ∦ | ⦠| NOT PARALLEL TO | ||
U+2227 | ∧ | ⧠| ∧ | ∧ | LOGICAL AND |
U+2228 | ∨ | ⨠| ∨ | ∨ | LOGICAL OR |
U+2229 | ∩ | â© | ∩ | ∩ | INTERSECTION |
U+222A | ∪ | ⪠| ∪ | ∪ | UNION |
U+222B | ∫ | â« | ∫ | ∫ | INTEGRAL |
U+222C | ∬ | ⬠| DOUBLE INTEGRAL | ||
U+222D | ∭ | â | TRIPLE INTEGRAL | ||
U+222E | ∮ | â® | CONTOUR INTEGRAL | ||
U+222F | ∯ | ⯠| SURFACE INTEGRAL | ||
U+2230 | ∰ | â° | VOLUME INTEGRAL | ||
U+2231 | ∱ | â± | CLOCKWISE INTEGRAL | ||
U+2232 | ∲ | â² | CLOCKWISE CONTOUR INTEGRAL | ||
U+2233 | ∳ | â³ | ANTICLOCKWISE CONTOUR INTEGRAL | ||
U+2234 | ∴ | â´ | ∴ | ∴ | THEREFORE |
U+2235 | ∵ | âµ | BECAUSE | ||
U+2236 | ∶ | ⶠ| RATIO | ||
U+2237 | ∷ | â· | PROPORTION | ||
U+2238 | ∸ | ⸠| DOT MINUS | ||
U+2239 | ∹ | â¹ | EXCESS | ||
U+223A | ∺ | ⺠| GEOMETRIC PROPORTION | ||
U+223B | ∻ | â» | HOMOTHETIC | ||
U+223C | ∼ | â¼ | ∼ | ∼ | TILDE OPERATOR |
U+223D | ∽ | â½ | REVERSED TILDE | ||
U+223E | ∾ | â¾ | INVERTED LAZY S | ||
U+223F | ∿ | â¿ | SINE WAVE | ||
U+2240 | ≀ | â | WREATH PRODUCT | ||
U+2241 | ≁ | â | NOT TILDE | ||
U+2242 | ≂ | â | MINUS TILDE | ||
U+2243 | ≃ | â | ASYMPTOTICALLY EQUAL TO | ||
U+2244 | ≄ | â | NOT ASYMPTOTICALLY EQUAL TO | ||
U+2245 | ≅ | â | ≅ | ≅ | APPROXIMATELY EQUAL TO |
U+2246 | ≆ | â | APPROXIMATELY BUT NOT ACTUALLY EQUAL TO | ||
U+2247 | ≇ | â | NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO | ||
U+2248 | ≈ | â | ≈ | ≈ | ALMOST EQUAL TO |
U+2249 | ≉ | â | NOT ALMOST EQUAL TO | ||
U+224A | ≊ | â | ALMOST EQUAL OR EQUAL TO | ||
U+224B | ≋ | â | TRIPLE TILDE | ||
U+224C | ≌ | â | ALL EQUAL TO | ||
U+224D | ≍ | â | EQUIVALENT TO | ||
U+224E | ≎ | â | GEOMETRICALLY EQUIVALENT TO | ||
U+224F | ≏ | â | DIFFERENCE BETWEEN |