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258 lines
11 KiB
258 lines
11 KiB
from: https://www.utf8-chartable.de/unicode-utf8-table.pl |
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U+2190 ← e2 86 90 LEFTWARDS ARROW |
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U+2191 ↑ e2 86 91 UPWARDS ARROW |
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U+2192 → e2 86 92 RIGHTWARDS ARROW |
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U+2193 ↓ e2 86 93 DOWNWARDS ARROW |
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U+2194 ↔ e2 86 94 LEFT RIGHT ARROW |
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U+2195 ↕ e2 86 95 UP DOWN ARROW |
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U+2196 ↖ e2 86 96 NORTH WEST ARROW |
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U+2197 ↗ e2 86 97 NORTH EAST ARROW |
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U+2198 ↘ e2 86 98 SOUTH EAST ARROW |
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U+2199 ↙ e2 86 99 SOUTH WEST ARROW |
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U+219A ↚ e2 86 9a LEFTWARDS ARROW WITH STROKE |
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U+219B ↛ e2 86 9b RIGHTWARDS ARROW WITH STROKE |
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U+219C ↜ e2 86 9c LEFTWARDS WAVE ARROW |
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U+219D ↝ e2 86 9d RIGHTWARDS WAVE ARROW |
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U+219E ↞ e2 86 9e LEFTWARDS TWO HEADED ARROW |
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U+219F ↟ e2 86 9f UPWARDS TWO HEADED ARROW |
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U+21A0 ↠ e2 86 a0 RIGHTWARDS TWO HEADED ARROW |
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U+21A1 ↡ e2 86 a1 DOWNWARDS TWO HEADED ARROW |
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U+21A2 ↢ e2 86 a2 LEFTWARDS ARROW WITH TAIL |
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U+21A3 ↣ e2 86 a3 RIGHTWARDS ARROW WITH TAIL |
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U+21A4 ↤ e2 86 a4 LEFTWARDS ARROW FROM BAR |
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U+21A5 ↥ e2 86 a5 UPWARDS ARROW FROM BAR |
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U+21A6 ↦ e2 86 a6 RIGHTWARDS ARROW FROM BAR |
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U+21A7 ↧ e2 86 a7 DOWNWARDS ARROW FROM BAR |
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U+21A8 ↨ e2 86 a8 UP DOWN ARROW WITH BASE |
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U+21A9 ↩ e2 86 a9 LEFTWARDS ARROW WITH HOOK |
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U+21AA ↪ e2 86 aa RIGHTWARDS ARROW WITH HOOK |
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U+21AB ↫ e2 86 ab LEFTWARDS ARROW WITH LOOP |
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U+21AC ↬ e2 86 ac RIGHTWARDS ARROW WITH LOOP |
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U+21AD ↭ e2 86 ad LEFT RIGHT WAVE ARROW |
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U+21AE ↮ e2 86 ae LEFT RIGHT ARROW WITH STROKE |
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U+21AF ↯ e2 86 af DOWNWARDS ZIGZAG ARROW |
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U+21B0 ↰ e2 86 b0 UPWARDS ARROW WITH TIP LEFTWARDS |
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U+21B1 ↱ e2 86 b1 UPWARDS ARROW WITH TIP RIGHTWARDS |
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U+21B2 ↲ e2 86 b2 DOWNWARDS ARROW WITH TIP LEFTWARDS |
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U+21B3 ↳ e2 86 b3 DOWNWARDS ARROW WITH TIP RIGHTWARDS |
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U+21B4 ↴ e2 86 b4 RIGHTWARDS ARROW WITH CORNER DOWNWARDS |
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U+21B5 ↵ e2 86 b5 DOWNWARDS ARROW WITH CORNER LEFTWARDS |
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U+21B6 ↶ e2 86 b6 ANTICLOCKWISE TOP SEMICIRCLE ARROW |
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U+21B7 ↷ e2 86 b7 CLOCKWISE TOP SEMICIRCLE ARROW |
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U+21B8 ↸ e2 86 b8 NORTH WEST ARROW TO LONG BAR |
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U+21B9 ↹ e2 86 b9 LEFTWARDS ARROW TO BAR OVER RIGHTWARDS ARROW TO BAR |
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U+21BA ↺ e2 86 ba ANTICLOCKWISE OPEN CIRCLE ARROW |
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U+21BB ↻ e2 86 bb CLOCKWISE OPEN CIRCLE ARROW |
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U+21BC ↼ e2 86 bc LEFTWARDS HARPOON WITH BARB UPWARDS |
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U+21BD ↽ e2 86 bd LEFTWARDS HARPOON WITH BARB DOWNWARDS |
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U+21BE ↾ e2 86 be UPWARDS HARPOON WITH BARB RIGHTWARDS |
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U+21BF ↿ e2 86 bf UPWARDS HARPOON WITH BARB LEFTWARDS |
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U+21C0 ⇀ e2 87 80 RIGHTWARDS HARPOON WITH BARB UPWARDS |
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U+21C1 ⇁ e2 87 81 RIGHTWARDS HARPOON WITH BARB DOWNWARDS |
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U+21C2 ⇂ e2 87 82 DOWNWARDS HARPOON WITH BARB RIGHTWARDS |
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U+21C3 ⇃ e2 87 83 DOWNWARDS HARPOON WITH BARB LEFTWARDS |
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U+21C4 ⇄ e2 87 84 RIGHTWARDS ARROW OVER LEFTWARDS ARROW |
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U+21C5 ⇅ e2 87 85 UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW |
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U+21C6 ⇆ e2 87 86 LEFTWARDS ARROW OVER RIGHTWARDS ARROW |
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U+21C7 ⇇ e2 87 87 LEFTWARDS PAIRED ARROWS |
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U+21C8 ⇈ e2 87 88 UPWARDS PAIRED ARROWS |
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U+21C9 ⇉ e2 87 89 RIGHTWARDS PAIRED ARROWS |
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U+21CA ⇊ e2 87 8a DOWNWARDS PAIRED ARROWS |
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U+21CB ⇋ e2 87 8b LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON |
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U+21CC ⇌ e2 87 8c RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON |
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U+21CD ⇍ e2 87 8d LEFTWARDS DOUBLE ARROW WITH STROKE |
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U+21CE ⇎ e2 87 8e LEFT RIGHT DOUBLE ARROW WITH STROKE |
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U+21CF ⇏ e2 87 8f RIGHTWARDS DOUBLE ARROW WITH STROKE |
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U+21D0 ⇐ e2 87 90 LEFTWARDS DOUBLE ARROW |
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U+21D1 ⇑ e2 87 91 UPWARDS DOUBLE ARROW |
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U+21D2 ⇒ e2 87 92 RIGHTWARDS DOUBLE ARROW |
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U+21D3 ⇓ e2 87 93 DOWNWARDS DOUBLE ARROW |
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U+21D4 ⇔ e2 87 94 LEFT RIGHT DOUBLE ARROW |
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U+21D5 ⇕ e2 87 95 UP DOWN DOUBLE ARROW |
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U+21D6 ⇖ e2 87 96 NORTH WEST DOUBLE ARROW |
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U+21D7 ⇗ e2 87 97 NORTH EAST DOUBLE ARROW |
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U+21D8 ⇘ e2 87 98 SOUTH EAST DOUBLE ARROW |
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U+21D9 ⇙ e2 87 99 SOUTH WEST DOUBLE ARROW |
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U+21DA ⇚ e2 87 9a LEFTWARDS TRIPLE ARROW |
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U+21DB ⇛ e2 87 9b RIGHTWARDS TRIPLE ARROW |
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U+21DC ⇜ e2 87 9c LEFTWARDS SQUIGGLE ARROW |
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U+21DD ⇝ e2 87 9d RIGHTWARDS SQUIGGLE ARROW |
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U+21DE ⇞ e2 87 9e UPWARDS ARROW WITH DOUBLE STROKE |
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U+21DF ⇟ e2 87 9f DOWNWARDS ARROW WITH DOUBLE STROKE |
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U+21E0 ⇠ e2 87 a0 LEFTWARDS DASHED ARROW |
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U+21E1 ⇡ e2 87 a1 UPWARDS DASHED ARROW |
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U+21E2 ⇢ e2 87 a2 RIGHTWARDS DASHED ARROW |
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U+21E3 ⇣ e2 87 a3 DOWNWARDS DASHED ARROW |
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U+21E4 ⇤ e2 87 a4 LEFTWARDS ARROW TO BAR |
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U+21E5 ⇥ e2 87 a5 RIGHTWARDS ARROW TO BAR |
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U+21E6 ⇦ e2 87 a6 LEFTWARDS WHITE ARROW |
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U+21E7 ⇧ e2 87 a7 UPWARDS WHITE ARROW |
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U+21E8 ⇨ e2 87 a8 RIGHTWARDS WHITE ARROW |
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U+21E9 ⇩ e2 87 a9 DOWNWARDS WHITE ARROW |
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U+21EA ⇪ e2 87 aa UPWARDS WHITE ARROW FROM BAR |
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U+21EB ⇫ e2 87 ab UPWARDS WHITE ARROW ON PEDESTAL |
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U+21EC ⇬ e2 87 ac UPWARDS WHITE ARROW ON PEDESTAL WITH HORIZONTAL BAR |
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U+21ED ⇭ e2 87 ad UPWARDS WHITE ARROW ON PEDESTAL WITH VERTICAL BAR |
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U+21EE ⇮ e2 87 ae UPWARDS WHITE DOUBLE ARROW |
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U+21EF ⇯ e2 87 af UPWARDS WHITE DOUBLE ARROW ON PEDESTAL |
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U+21F0 ⇰ e2 87 b0 RIGHTWARDS WHITE ARROW FROM WALL |
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U+21F1 ⇱ e2 87 b1 NORTH WEST ARROW TO CORNER |
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U+21F2 ⇲ e2 87 b2 SOUTH EAST ARROW TO CORNER |
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U+21F3 ⇳ e2 87 b3 UP DOWN WHITE ARROW |
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U+21F4 ⇴ e2 87 b4 RIGHT ARROW WITH SMALL CIRCLE |
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U+21F5 ⇵ e2 87 b5 DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW |
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U+21F6 ⇶ e2 87 b6 THREE RIGHTWARDS ARROWS |
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U+21F7 ⇷ e2 87 b7 LEFTWARDS ARROW WITH VERTICAL STROKE |
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U+21F8 ⇸ e2 87 b8 RIGHTWARDS ARROW WITH VERTICAL STROKE |
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U+21F9 ⇹ e2 87 b9 LEFT RIGHT ARROW WITH VERTICAL STROKE |
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U+21FA ⇺ e2 87 ba LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE |
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U+21FB ⇻ e2 87 bb RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE |
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U+21FC ⇼ e2 87 bc LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE |
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U+21FD ⇽ e2 87 bd LEFTWARDS OPEN-HEADED ARROW |
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U+21FE ⇾ e2 87 be RIGHTWARDS OPEN-HEADED ARROW |
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U+21FF ⇿ e2 87 bf LEFT RIGHT OPEN-HEADED ARROW |
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U+2200 ∀ e2 88 80 FOR ALL |
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U+2201 ∁ e2 88 81 COMPLEMENT |
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U+2202 ∂ e2 88 82 PARTIAL DIFFERENTIAL |
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U+2203 ∃ e2 88 83 THERE EXISTS |
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U+2204 ∄ e2 88 84 THERE DOES NOT EXIST |
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U+2205 ∅ e2 88 85 EMPTY SET |
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U+2206 ∆ e2 88 86 INCREMENT |
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U+2207 ∇ e2 88 87 NABLA |
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U+2208 ∈ e2 88 88 ELEMENT OF |
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U+2209 ∉ e2 88 89 NOT AN ELEMENT OF |
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U+220A ∊ e2 88 8a SMALL ELEMENT OF |
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U+220B ∋ e2 88 8b CONTAINS AS MEMBER |
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U+220C ∌ e2 88 8c DOES NOT CONTAIN AS MEMBER |
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U+220D ∍ e2 88 8d SMALL CONTAINS AS MEMBER |
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U+220E ∎ e2 88 8e END OF PROOF |
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U+220F ∏ e2 88 8f N-ARY PRODUCT |
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U+2210 ∐ e2 88 90 N-ARY COPRODUCT |
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U+2211 ∑ e2 88 91 N-ARY SUMMATION |
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U+2212 − e2 88 92 MINUS SIGN |
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U+2213 ∓ e2 88 93 MINUS-OR-PLUS SIGN |
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U+2214 ∔ e2 88 94 DOT PLUS |
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U+2215 ∕ e2 88 95 DIVISION SLASH |
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U+2216 ∖ e2 88 96 SET MINUS |
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U+2217 ∗ e2 88 97 ASTERISK OPERATOR |
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U+2218 ∘ e2 88 98 RING OPERATOR |
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U+2219 ∙ e2 88 99 BULLET OPERATOR |
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U+221A √ e2 88 9a SQUARE ROOT |
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U+221B ∛ e2 88 9b CUBE ROOT |
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U+221C ∜ e2 88 9c FOURTH ROOT |
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U+221D ∝ e2 88 9d PROPORTIONAL TO |
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U+221E ∞ e2 88 9e INFINITY |
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U+221F ∟ e2 88 9f RIGHT ANGLE |
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U+2220 ∠ e2 88 a0 ANGLE |
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U+2221 ∡ e2 88 a1 MEASURED ANGLE |
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U+2222 ∢ e2 88 a2 SPHERICAL ANGLE |
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U+2223 ∣ e2 88 a3 DIVIDES |
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U+2224 ∤ e2 88 a4 DOES NOT DIVIDE |
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U+2225 ∥ e2 88 a5 PARALLEL TO |
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U+2226 ∦ e2 88 a6 NOT PARALLEL TO |
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U+2227 ∧ e2 88 a7 LOGICAL AND |
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U+2228 ∨ e2 88 a8 LOGICAL OR |
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U+2229 ∩ e2 88 a9 INTERSECTION |
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U+222A ∪ e2 88 aa UNION |
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U+222B ∫ e2 88 ab INTEGRAL |
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U+222C ∬ e2 88 ac DOUBLE INTEGRAL |
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U+222D ∭ e2 88 ad TRIPLE INTEGRAL |
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U+222E ∮ e2 88 ae CONTOUR INTEGRAL |
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U+222F ∯ e2 88 af SURFACE INTEGRAL |
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U+2230 ∰ e2 88 b0 VOLUME INTEGRAL |
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U+2231 ∱ e2 88 b1 CLOCKWISE INTEGRAL |
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U+2232 ∲ e2 88 b2 CLOCKWISE CONTOUR INTEGRAL |
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U+2233 ∳ e2 88 b3 ANTICLOCKWISE CONTOUR INTEGRAL |
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U+2234 ∴ e2 88 b4 THEREFORE |
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U+2235 ∵ e2 88 b5 BECAUSE |
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U+2236 ∶ e2 88 b6 RATIO |
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U+2237 ∷ e2 88 b7 PROPORTION |
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U+2238 ∸ e2 88 b8 DOT MINUS |
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U+2239 ∹ e2 88 b9 EXCESS |
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U+223A ∺ e2 88 ba GEOMETRIC PROPORTION |
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U+223B ∻ e2 88 bb HOMOTHETIC |
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U+223C ∼ e2 88 bc TILDE OPERATOR |
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U+223D ∽ e2 88 bd REVERSED TILDE |
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U+223E ∾ e2 88 be INVERTED LAZY S |
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U+223F ∿ e2 88 bf SINE WAVE |
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U+2240 ≀ e2 89 80 WREATH PRODUCT |
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U+2241 ≁ e2 89 81 NOT TILDE |
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U+2242 ≂ e2 89 82 MINUS TILDE |
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U+2243 ≃ e2 89 83 ASYMPTOTICALLY EQUAL TO |
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U+2244 ≄ e2 89 84 NOT ASYMPTOTICALLY EQUAL TO |
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U+2245 ≅ e2 89 85 APPROXIMATELY EQUAL TO |
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U+2246 ≆ e2 89 86 APPROXIMATELY BUT NOT ACTUALLY EQUAL TO |
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U+2247 ≇ e2 89 87 NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO |
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U+2248 ≈ e2 89 88 ALMOST EQUAL TO |
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U+2249 ≉ e2 89 89 NOT ALMOST EQUAL TO |
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U+224A ≊ e2 89 8a ALMOST EQUAL OR EQUAL TO |
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U+224B ≋ e2 89 8b TRIPLE TILDE |
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U+224C ≌ e2 89 8c ALL EQUAL TO |
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U+224D ≍ e2 89 8d EQUIVALENT TO |
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U+224E ≎ e2 89 8e GEOMETRICALLY EQUIVALENT TO |
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U+224F ≏ e2 89 8f DIFFERENCE BETWEEN |
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U+2250 ≐ e2 89 90 APPROACHES THE LIMIT |
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U+2251 ≑ e2 89 91 GEOMETRICALLY EQUAL TO |
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U+2252 ≒ e2 89 92 APPROXIMATELY EQUAL TO OR THE IMAGE OF |
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U+2253 ≓ e2 89 93 IMAGE OF OR APPROXIMATELY EQUAL TO |
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U+2254 ≔ e2 89 94 COLON EQUALS |
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U+2255 ≕ e2 89 95 EQUALS COLON |
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U+2256 ≖ e2 89 96 RING IN EQUAL TO |
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U+2257 ≗ e2 89 97 RING EQUAL TO |
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U+2258 ≘ e2 89 98 CORRESPONDS TO |
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U+2259 ≙ e2 89 99 ESTIMATES |
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U+225A ≚ e2 89 9a EQUIANGULAR TO |
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U+225B ≛ e2 89 9b STAR EQUALS |
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U+225C ≜ e2 89 9c DELTA EQUAL TO |
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U+225D ≝ e2 89 9d EQUAL TO BY DEFINITION |
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U+225E ≞ e2 89 9e MEASURED BY |
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U+225F ≟ e2 89 9f QUESTIONED EQUAL TO |
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U+2260 ≠ e2 89 a0 NOT EQUAL TO |
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U+2261 ≡ e2 89 a1 IDENTICAL TO |
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U+2262 ≢ e2 89 a2 NOT IDENTICAL TO |
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U+2263 ≣ e2 89 a3 STRICTLY EQUIVALENT TO |
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U+2264 ≤ e2 89 a4 LESS-THAN OR EQUAL TO |
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U+2265 ≥ e2 89 a5 GREATER-THAN OR EQUAL TO |
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U+2266 ≦ e2 89 a6 LESS-THAN OVER EQUAL TO |
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U+2267 ≧ e2 89 a7 GREATER-THAN OVER EQUAL TO |
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U+2268 ≨ e2 89 a8 LESS-THAN BUT NOT EQUAL TO |
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U+2269 ≩ e2 89 a9 GREATER-THAN BUT NOT EQUAL TO |
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U+226A ≪ e2 89 aa MUCH LESS-THAN |
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U+226B ≫ e2 89 ab MUCH GREATER-THAN |
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U+226C ≬ e2 89 ac BETWEEN |
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U+226D ≭ e2 89 ad NOT EQUIVALENT TO |
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U+226E ≮ e2 89 ae NOT LESS-THAN |
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U+226F ≯ e2 89 af NOT GREATER-THAN |
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U+2270 ≰ e2 89 b0 NEITHER LESS-THAN NOR EQUAL TO |
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U+2271 ≱ e2 89 b1 NEITHER GREATER-THAN NOR EQUAL TO |
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U+2272 ≲ e2 89 b2 LESS-THAN OR EQUIVALENT TO |
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U+2273 ≳ e2 89 b3 GREATER-THAN OR EQUIVALENT TO |
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U+2274 ≴ e2 89 b4 NEITHER LESS-THAN NOR EQUIVALENT TO |
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U+2275 ≵ e2 89 b5 NEITHER GREATER-THAN NOR EQUIVALENT TO |
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U+2276 ≶ e2 89 b6 LESS-THAN OR GREATER-THAN |
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U+2277 ≷ e2 89 b7 GREATER-THAN OR LESS-THAN |
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U+2278 ≸ e2 89 b8 NEITHER LESS-THAN NOR GREATER-THAN |
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U+2279 ≹ e2 89 b9 NEITHER GREATER-THAN NOR LESS-THAN |
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U+227A ≺ e2 89 ba PRECEDES |
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U+227B ≻ e2 89 bb SUCCEEDS |
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U+227C ≼ e2 89 bc PRECEDES OR EQUAL TO |
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U+227D ≽ e2 89 bd SUCCEEDS OR EQUAL TO |
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U+227E ≾ e2 89 be PRECEDES OR EQUIVALENT TO |
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U+227F ≿ e2 89 bf SUCCEEDS OR EQUIVALENT TO |
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U+2280 ⊀ e2 8a 80 DOES NOT PRECEDE |
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U+2281 ⊁ e2 8a 81 DOES NOT SUCCEED |
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U+2282 ⊂ e2 8a 82 SUBSET OF |
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U+2283 ⊃ e2 8a 83 SUPERSET OF |
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U+2284 ⊄ e2 8a 84 NOT A SUBSET OF |
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U+2285 ⊅ e2 8a 85 NOT A SUPERSET OF |
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U+2286 ⊆ e2 8a 86 SUBSET OF OR EQUAL TO |
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U+2287 ⊇ e2 8a 87 SUPERSET OF OR EQUAL TO |
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U+2288 ⊈ e2 8a 88 NEITHER A SUBSET OF NOR EQUAL TO |
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U+2289 ⊉ e2 8a 89 NEITHER A SUPERSET OF NOR EQUAL TO |
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U+228A ⊊ e2 8a 8a SUBSET OF WITH NOT EQUAL TO |
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U+228B ⊋ e2 8a 8b SUPERSET OF WITH NOT EQUAL TO |
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U+228C ⊌ e2 8a 8c MULTISET |
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U+228D ⊍ e2 8a 8d MULTISET MULTIPLICATION |
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U+228E ⊎ e2 8a 8e MULTISET UNION |
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U+228F ⊏ e2 8a 8f SQUARE IMAGE OF |