502 lines
20 KiB
Plaintext
502 lines
20 KiB
Plaintext
# liblouis Arabic Math character definitions
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# Based on the official Unified Arabic Braille Project website
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# <https://mip.qa/braille>: a comprehensive resource containing all
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# details about Arabic braille, including complete references,
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# tutorials and awareness articles. It also provides a platform for
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# suggestions and comments to improve Arabic braille further.
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# Copyright (C) 2020 Mada, Qatar Assistive Technology Center <Braille@mada.org.qa>
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# This file is part of liblouis.
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#
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# liblouis is free software: you can redistribute it and/or modify it
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# under the terms of the GNU Lesser General Public License as
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# published by the Free Software Foundation, either version 2.1 of the
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# License, or (at your option) any later version.
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#
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# liblouis is distributed in the hope that it will be useful, but
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# WITHOUT ANY WARRANTY; without even the implied warranty of
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# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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# Lesser General Public License for more details.
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#
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# You should have received a copy of the GNU Lesser General Public
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# License along with liblouis. If not, see
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# <http://www.gnu.org/licenses/>.
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# Spaces must be unbreakable, 0xA0, dot pattern a
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math \x200A a
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math \x2007 a
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math \x2008 a
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math \x200B a
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math \x205F a
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math \x2062 a
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math \x2063 a
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replace \x00af
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replace \x0001
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replace \x0002
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replace \x0003
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replace \x0088 # CHARACTER TABULATION SET
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replace \x0089 # CHARACTER TABULATION WITH JUSTIFICATION
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space \s a
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space \t a
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space \x2061 a FUNCTION APPLICATION
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replace \x2062
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replace \x2063
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replace \x2064
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space \x2009 a THIN SPACE 0020
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sign \x001B a
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sign \x009A a # SINGLE CHARACTER INTRODUCER
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#general math symbols
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math \x2260 5-2356 # ≠ not equal to لا يساوي
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math \x2248 456-2356 # ≈ almost equal to يساوي تقريبا
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math \x226D 5-2356-2356 # NOT EQUIVALENT TO لا يكافئ
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math \x2261 56-2356-2356 ≡ identical (equivalent) to
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math \x224D 56-2356-2356 # EQUIVALENT TO يكافئ
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math \x2245 456-2356-2356 # ≅ aproximately equal to يكافئ تقريبا
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math \x2264 456-45-26 ≤ less than or equal to
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math \x2272 456-45-26 # LESS-THAN OR EQUIVALENT TO أصغر من أو يساوي
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math \x2265 456-45-35 ≥ greater than or equal to
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math \x2273 456-45-35 #GREATER-THAN OR EQUIVALENT TO أكبر من أو يساوي
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math − 56-36 # Additive inverse علامة السالب تُستخدم للنظير الجمعي
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sign \x2251 45-56-2356 # ≑ geometrically equal يساوي هندسيا
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sign \x2243 456-2356-35 ≃ asymptotically equal to
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sign \x224f 45-5-2356 ≏ difference between
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math \x226a 4-45-26 ≪ much less than
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math \x226b 4-45-35 ≫ much greater than
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#fractions:
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math ⁄ 34 # شرطة الكسر
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math \xf500 4-12356
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math \xf501 4-23456
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math \xf503 456-34
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midnum ⁄ 34
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math \x00bc 3456-1-34-145 ¼
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math \x00bd 3456-1-34-12 ½
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math \x00be 3456-14-34-145 ¾
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math \x2150 3456-1-34-1245 ⅐
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math \x2151 3456-1-34-24 ⅑
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math \x2152 3456-1-34-1-245 ⅒
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math \x2153 3456-1-34-14 ⅓
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math \x2154 3456-12-34-14 ⅔
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math \x2155 3456-1-34-15 ⅕
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math \x2156 3456-12-34-15 ⅖
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math \x2157 3456-14-34-15 ⅗
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math \x2158 3456-145-34-15 ⅘
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math \x2159 3456-1-34-124 ⅙
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math \x215a 3456-15-34-124 ⅚
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math \x215b 3456-1-34-125 ⅛
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math \x215c 3456-14-34-125 ⅜
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math \x215d 3456-15-34-125 ⅝
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math \x215e 3456-1245-34-125 ⅞
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math \x2189 3456-245-34-14 ↉
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#algebra symbols
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noback math \x2236 5-2 # ∶ RATIO النسبة
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math \x2237 25-123 # ∷ PROPORTION التناسب
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math \x221D 456-5-2356 # ∝
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math \x221A 5-146 # √ square root الجذر التربيعي
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math \x221B 5-146-25 # ∛ cube root الجذر التكعيبي
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math \x221C 5-146-256 # ∜ forth root الجذر الرابع
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math ± 56-235-36 # plus or minus زائد أو ناقص
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math \x2213 56-36-235 # ∓ minus or plus
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math \x221E 3456-123 # ∞ infinity ما لا نهاية
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math \x2202 5-1246 # ∂ partial derivative التفاضل.
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math \x222B 5-2346 # ∫ integral التكامل
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math \x222C 5-2346-2346 DOUBLE INTEGRAL
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math \x222D 5-2346-2346-2346 TRIPLE INTEGRAL
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math \x222E 4-2346 # CONTOUR INTEGRAL
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math \x2232 5-2346-4-1246-246-26-35-12456 CLOCKWISE CONTOUR INTEGRAL
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math \x2233 5-2346-4-1246-26-35-135-12456 ANTICLOCKWISE CONTOUR INTEGRAL
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# Log 123-2456 # log لوغاريتم
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math \x2114 456-25 # | bar القيمة المطلقة
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math \x2208 45-15 # ∈ element of ينتمي
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math \x2209 346-45-15 # ∉ not an element of لا ينتمي
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math \x2283 45-345 ⊃ superset of
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math \x2285 346-45-345 # ⊅ not superset of ليست جزئية من
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math \x2282 45-126 ⊂ subset of
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math \x2284 346-45-126 NOT A SUBSET OF
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math \x2286 456-45-126 ⊆ subset or equal to
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math \x2287 456-45-345 ⊇ superset or equal to
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math \x2288 346-456-45-126 NEITHER A SUBSET OF NOR EQUAL TO
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math \x2289 346-456-45-345 NEITHER A SUPERSET OF NOR EQUAL TO
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math \x228a 45-45-126 ⊊ proper subset
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math \x228b 45-45-345 ⊋ proper superset
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math \x22a3 4-456-25 ⊣ left tack
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math \x2203 4-123456 # ∃ THERE EXISTS
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math \x2204 346-4-123456 # ∄ THERE DOES NOT EXIST
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math \x220B 456-46-1 # ∋ CONTAINS AS MEMBER
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math \x220C 346-456-46-1 DOES NOT CONTAIN AS MEMBER
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math \x220D 456-4-26 SMALL CONTAINS AS MEMBER
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math \x220F 346-6-1234 N-ARY PRODUCT
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math \x22C5 5-256 # ⋅ dot operator
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math \x2211 346-6-234 # ∑ N-ARY SUMMATION sum (capitol sigma)
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math \x2207 45-145 # ∇ NABLA
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math \x2200 45-1 # ∀ FOR ALL
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math \x220E a-346-1256-a # END OF PROOF
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noback math \x22EE 126-3-3-3 VERTICAL ELLIPSIS
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noback math \x22EF 3-3-3 MIDLINE HORIZONTAL ELLIPSIS
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noback math \x22F0 45-3-3-3 UP RIGHT DIAGONAL ELLIPSIS
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noback math \x22F1 56-3-3-3 DOWN RIGHT DIAGONAL ELLIPSIS
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math \x212B a-4-6-1 ANGSTROM SIGN
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math ∅ 346-356 # empty set
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math \x2229 346-236 # ∩ intersection التقاطع
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math \x222a 346-235 # ∪ union الاتحاد
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math \x2201 346-36 # ∁ complement المكملة
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math \x2235 4-34 # ∵ BECAUSE حيث أو بما أن
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math \x2234 4-16 # ∴ THEREFORE إذاً
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# cellizious 356-134
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# fehrenhight 356-124
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math \x2225 456-456 # ∥ parallel to يوازي
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math \x2226 5-456-456 not parallel to لا يوازي
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math \x22d5 456-456-2356 equal and parallel to
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math \x27c2 3456-3 # perbindicular عمودي على
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math \x22A5 3456-36 not Perpendicular TO (up tack)
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#geometry
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# geometric symbol indicator 6
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# point b 6-12
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# 6-12-5
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# math \x23e4 6-235-12346 # — overbar المستقيم
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# math \x0608 12356-6-234-12346 # ray شعاع أو نصف مستقيم
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# math \x2313 12356-6-234-12346-23456 # segment قطعة مستقيمة
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# length of line segment 456-6-234-12346-456
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# math \x2322 12356-126-6-1-12-23456 # arc قوس الدائرة
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math \x2220 12456-246 # ∠ angle الزاوية
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math \x221F 12456-46-246 RIGHT ANGLE
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math \x2221 12456-456-246 # ∡ MEASURED ANGLE
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math \x2222 12456-45-246 Spherical ANGLE
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math \x22BE 12456-3456-246 # ⊾ right angle with arc
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# open angle bisector 12356-456-126-6-1-12 close bisector 6-1-145-23456
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# shape indicator 12456 # مميز الضلع الهندسي
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math \x25B3 12456-14 # △ Triangle مثلث منتظم
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math \x25b2 12456-14-2 # ▲ filled (solid) (equilateral) triangle مثلث ممتلء متساوي الأضلاع
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math \x25B6 12456-25 # irrigular Triangle مثلث غير منتظم
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math \x25f8 12456-25
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math \x25f9 12456-25
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math \x25e2 12456-36 # مثلث قائم الزاوية
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math \x25e3 12456-36
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math \x25ed 12456-25-12 # مثلث مستوي الضلعين
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math \x25ee 12456-25-12 # مثلث مستوي الضلعين
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math \x25ff 12456-36-12 # مثلث قائم الزاوية ومتطابق الضلعين
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math \x25A1 12456-145 # □ مربع
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math \x25a0 12456-145-25 ■ filled (solid) square
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math \x25a7 12456-145-36 ▧ shaded square (upper left to lower right)
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math \x25AC 12456-256-36 # Rectangle مستطيل
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math \x2610 12456-256-12 # cuboid متوازي مستطيلات
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math \x25C6 12456-145-14 # diamond - rhumbus معيَّن هندسي
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math \x2B20 12456-15 # pentagon خماسي منتظم
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math \x2B1F 12456-15 # pentagon خماسي منتظم
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math \x2b53 12456-26 # ⭓ Black Right-pointing Pentagon معين غير منتظم
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math \x2b54 12456-26 # ⭓ Black Right-pointing Pentagon معين غير منتظم
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math \x25CB 12456-1456 # ○ Circle الدائرة
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math \x25cd 12456-1246-123456 ◍ shaded circle
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math \x25aa 456-256 ▪
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# plane 126-134-345
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# half plane 126-6-134-3456-1
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# math \x26DE 12345 # DIAGONAL
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# math ق 12345
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# math \x292B 1345-12345 # half diagonal
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# Arrows
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math \x2190 12456-1256-246 ← LEFTWARDS ARROW
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math \x2191 12456-1256-346 ↑ UPWARDS ARROW
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math \x2192 12456-1256-135 → RIGHTWARDS ARROW
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math \x2193 12456-1256-146 ↓ DOWNWARDS ARROW
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math \x2194 12456-1256-246-25-135 LEFT RIGHT ARROW
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math \x2195 12456-1256-126-25-135 UP DOWN ARROW
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math \x2196 12456-1256-156 ↖ NORTH WEST ARROW
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math \x2197 12456-1256-234 ↗ NORTH EAST ARROW
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math \x2198 12456-1256-126 ↘ SOUTH EAST ARROW
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math \x2199 12456-1256-345 ↙ SOUTH WEST ARROW
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math \x219A a-1256-4-12456-246-25-25-12456-a LEFTWARDS ARROW WITH STROKE
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math \x219B a-1256-4-12456-25-25-135-12456-a RIGHTWARDS ARROW WITH STROKE
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math \x219C a-12456-246-35-25-26-a LEFTWARDS WAVE ARROW
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math \x219D a-12456-35-25-26-135-a RIGHTWARDS WAVE ARROW
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math \x219E a-12456-246-246-25-25-a LEFTWARDS TWO HEADED ARROW
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math \x219F a-12456-126-25-25-135-135-a UPWARDS TWO HEADED ARROW
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math \x21A0 a-12456-25-25-135-135-a RIGHTWARDS TWO HEADED ARROW
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math \x21A1 a-12456-146-25-25-135-135-a DOWNWARDS TWO HEADED ARROW
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math \x21A2 a-12456-246-25-25-6-13456-a LEFTWARDS ARROW WITH TAIL
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math \x21A3 a-12456-6-12346-25-25-135-a RIGHTWARDS ARROW WITH TAIL
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math \x21A4 a-12456-246-25-25-1256-a LEFTWARDS ARROW FROM BAR
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math \x21A5 a-12456-126-1256-25-25-135-a UPWARDS ARROW FROM BAR
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math \x21A6 12456-1256-1256 ↦ RIGHTWARDS ARROW FROM BAR
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math \x21A7 a-12456-146-1256-25-25-135-a DOWNWARDS ARROW FROM BAR
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math \x21A8 a-12456-246-25-1256-25-135-a UP DOWN ARROW WITH BASE
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math \x21A9 a-12456-246-25-25-6-135-a LEFTWARDS ARROW WITH HOOK
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math \x21AA a-12456-6-246-25-25-135-a RIGHTWARDS ARROW WITH HOOK
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math \x21AB a-12456-246-25-25-46-16-a LEFTWARDS ARROW WITH LOOP
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math \x21AC a-12456-46-16-25-25-135-a RIGHTWARDS ARROW WITH LOOP
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math \x21AD a-12456-246-35-25-26-135-a LEFT RIGHT WAVE ARROW
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math \x21AE a-1256-4-12456-246-25-25-135-a LEFT RIGHT ARROW WITH STROKE
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math \x21AF a-12456-146-35-26-35-1359 DOWNWARDS ZIGZAG ARROW
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math \x21B4 a-12456-6-1256-25-25-135-a RIGHTWARDS ARROW WITH CORNER DOWNWARDS
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math \x21B5 12456-1256-256-146 ↵ DOWNWARDS ARROW WITH CORNER LEFTWARDS
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math \x21B6 a-12456-26-35-0-135-a ANTICLOCKWISE TOP SEMICIRCLE ARROW
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math \x21B7 a-12456-246-26-0-35-a CLOCKWISE TOP SEMICIRCLE ARROW
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math \x21BA a-12456-26-35-135-a ANTICLOCKWISE OPEN CIRCLE ARROW
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math \x21BB a-12456-246-26-35-a CLOCKWISE OPEN CIRCLE ARROW
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math \x21BC a-12456-4-246-25-25-a LEFTWARDS HARPOON WITH BARB UPWARDS
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math \x21BD a-12456-6-246-25-25-a LEFTWARDS HARPOON WITH BARB DOWNWARDS
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math \x21BE a-12456-126-25-25-6-135-a UPWARDS HARPOON WITH BARB RIGHTWARDS
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math \x21BF a-12456-126-25-25-4-135-a UPWARDS HARPOON WITH BARB LEFTWARDS
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math \x21C0 12456-1256-4-1235 ⇀ RIGHTWARDS HARPOON WITH BARB UPWARDS
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math \x21C1 12456-1256-6-1235 ⇁ RIGHTWARDS HARPOON WITH BARB DOWNWARS
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math \x21C2 a-12456-246-25-25-4-135-a DOWNWARDS HARPOON WITH BARB RIGHTWARDS
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math \x21C3 a-12456-146-25-25-6-135-a DOWNWARDS HARPOON WITH BARB LEFTWARDS
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math \x21C4 12456-25-25-135-12456-246-25-25 RIGHTWARDS ARROW OVER LEFTWARDS ARROW
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math \x21C5 12456-126-25-25-135-5-12456-146-25-25-135 UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW
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math \x21C6 12456-246-25-25-12456-25-25-135 LEFTWARDS ARROW OVER RIGHTWARDS ARROW
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math \x21C7 12456-245-25-25-12456-245-25-25 LEFTWARDS PAIRED ARROWS
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math \x21C8 12456-126-25-25-135-5-12456-126-25-25-135 UPWARDS PAIRED ARROWS
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math \x21C9 12456-25-25-135-12456-25-25-135 RIGHTWARDS PAIRED ARROWS
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math \x21CA 12456-146-25-25-135-5-12456-146-25-25-135 DOWNWARDS PAIRED ARROWS
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math \x21CB 12456-4-246-25-25-12456-25-25-4-135 LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON
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math \x21CC 12456-45-456-2356 ⇌ RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON
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math \x21CD a-1256-4-12456-246-246-25-25-a LEFTWARDS DOUBLE ARROW WITH STROKE
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math \x21CE a-1256-4-12456-246-246-25-25-135-135-a LEFT RIGHT DOUBLE ARROW WITH STROKE
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math \x21CF a-1256-4-12456-25-25-135-135-a RIGHTWARDS DOUBLE ARROW WITH STROKE
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math \x21D0 a-12456-246-246-25-25-a LEFTWARDS DOUBLE ARROW
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math \x21D1 a-12456-126-25-25-135-135-a UPWARDS DOUBLE ARROW
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math \x21D2 12456-1256-2356-2356 ⇒ RIGHTWARDS DOUBLE ARROW
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math \x21D3 a-12456-126-25-25-135-135-a DOWNWARDS DOUBLE ARROW
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math \x21D4 a-12456-246-246-25-25-135-135-a LEFT RIGHT DOUBLE ARROW
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math \x21D5 a-12456-126-246-246-25-25-135-135-a UP DOWN DOUBLE ARROW
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math \x21D6 a-12456-45-246-246-25-25-a NORTH WEST DOUBLE ARROW
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math \x21D7 a-12456-45-25-25-135-135-a NORTH EAST DOUBLE ARROW
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math \x21D8 a-12456-56-25-25-135-135-a SOUTH EAST DOUBLE ARROW
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math \x21D9 a-12456-56-246-246-25-25-a SOUTH WEST DOUBLE ARROW
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math \x21DA a-12456-246-246-246-25-25-a LEFTWARDS TRIPLE ARROW
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math \x21DB a-12456-25-25-135-135-135-a RIGHTWARDS TRIPLE ARROW
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math \x21DC a-12456-246-26-36-35-25-26-a LEFTWARDS SQUIGGLE ARROW
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math \x21DD a-12456-26-36-35-25-26-135-a RIGHTWARDS SQUIGGLE ARROW
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math \x21DE a-1256-1256-4-12456-126-25-25-135-12456-a UPWARDS ARROW WITH DOUBLE STROKE
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math \x21DF a-1256-1256-4-12456-146-25-25-135-12456-a DOWNWARDS ARROW WITH DOUBLE STROKE
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math \x21E0 a-12456-246-25-0-25-a LEFTWARDS DASHED ARROW
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math \x21E1 a-12456-126-25-0-25-135-a UPWARDS DASHED ARROW
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math \x21E2 a-12456-25-0-25-135-a RIGHTWARDS DASHED ARROW
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math \x21E3 a-12456-146-25-a-25-135-a DOWNWARDS DASHED ARROW
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math \x21E4 a-12456-1256-246-25-25-a LEFTWARDS ARROW TO BAR
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math \x21E5 a-12456-25-25-135-1256-a RIGHTWARDS ARROW TO BAR
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math \x21E6 a-12456-456-246-25-25-a LEFTWARDS WHITE ARROW
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math \x21E7 a-12456-126-456-25-25-135-a UPWARDS WHITE ARROW
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math \x21E8 a-12456-456-25-25-135-a RIGHTWARDS WHITE ARROW
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math \x21E9 a-12456-146-456-25-25-135-a DOWNWARDS WHITE ARROW
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math \x21F3 a-12456-126-456-246-25-25-135-a UP DOWN WHITE ARROW
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math \x21F4 a-12456-25-25-135-46-16-a RIGHT ARROW WITH SMALL CIRCLE
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math \x21F5 a-12456-146-25-25-135-5-12456-126-25-25-135-a DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW
|
||
math \x21F6 a-12456-25-25-135-12456-25-25-135-12456-25-25-135-a THREE RIGHTWARDS ARROWS
|
||
math \x21F7 a-1256-4-12456-246-25-25-12456-a LEFTWARDS ARROW WITH VERTICAL STROKE
|
||
math \x21F8 a-1256-4-12456-25-25-135-12456-a RIGHTWARDS ARROW WITH VERTICAL STROKE
|
||
math \x21F9 a-1256-4-12456-246-25-25-135-a LEFT RIGHT ARROW WITH VERTICAL STROKE
|
||
math \x21FA a-1256-1256-4-12456-246-25-25-12456-a LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE
|
||
math \x21FB a-1256-1256-4-12456-25-25-135-12456-a RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE
|
||
math \x21FC a-1256-1256-4-12456-246-25-25-135-a LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE
|
||
math \x21FD a-12456-1256-25-25-a LEFTWARDS OPEN-HEADED ARROW
|
||
math \x21FE a-12456-25-25-1256-a RIGHTWARDS OPEN-HEADED ARROW
|
||
math \x21FF a-12456-1256-25-25-1256-a LEFT RIGHT OPEN-HEADED ARROW
|
||
math \x21b2 12456-1256-256 ↲
|
||
math \x21b3 12456-1256-356 ↳
|
||
|
||
math \x25B0 12456-456-1245 filled PARALLELOGRAM
|
||
math \x25B1 12456-1245 PARALLELOGRAM
|
||
math \x2223 4-1256 DIVIDES
|
||
math \x2224 346-4-1256 DOES NOT DIVIDE
|
||
sign \x00a6 456-1256 ¦ broken bar
|
||
|
||
#currency symbols:
|
||
sign \x00a2 4-14 ¢ cent
|
||
sign \x00a3 4-123 £ pound
|
||
sign \x00a4 4-1246 ¤ currency
|
||
sign \x00a5 4-13456 ¥ yen
|
||
sign \x20a3 4-124 ₣ franc
|
||
sign \x20a6 4-1345 ₦ naira
|
||
sign \x20ac 4-15 € euro
|
||
|
||
#greek
|
||
lowercase \x03b1 4-46-1 α Alpha
|
||
lowercase \x03b2 4-46-12 β Beta
|
||
lowercase \x03b3 4-46-1245 γ Gamma
|
||
lowercase \x03b4 4-46-145 δ Delta
|
||
lowercase \x03b5 4-46-15 ε Epsilon
|
||
lowercase \x03b6 4-46-1356 ζ Zeta
|
||
lowercase \x03b7 4-46-156 η Eta
|
||
lowercase \x03b8 4-46-1456 θ Theta
|
||
lowercase \x03b9 4-46-24 ι Iota
|
||
lowercase \x03ba 4-46-13 κ Kappa
|
||
lowercase \x03bb 4-46-123 λ Lamda
|
||
lowercase \x03bc 4-46-134 μ Mu
|
||
lowercase \x03bd 4-46-1345 ν Nu
|
||
lowercase \x03be 4-46-1346 ξ Xi
|
||
lowercase \x03bf 4-46-135 ο Omicron
|
||
lowercase \x03c0 4-46-1234 π Pi
|
||
lowercase \x03c1 4-46-1235 ρ Rho
|
||
lowercase \x03c3 4-46-234 σ Sigma
|
||
lowercase \x03c4 4-46-2345 τ Tau
|
||
lowercase \x03c5 4-46-136 υ Upsilon
|
||
lowercase \x03c6 4-46-124 φ Phi
|
||
lowercase \x03c7 4-46-12346 χ Chi
|
||
lowercase \x03c8 4-46-13456 ψ Psi
|
||
lowercase \x03c9 4-46-2456 ω Omega
|
||
noback lowercase \x03c2 4-46-234 ς Small Letter Sigma
|
||
|
||
base uppercase \x0391 \x03b1 Αα Alpha
|
||
base uppercase \x0392 \x03b2 Ββ Beta
|
||
base uppercase \x0393 \x03b3 Γγ Gamma
|
||
base uppercase \x0394 \x03b4 Δδ Delta
|
||
base uppercase \x0395 \x03b5 Εε Epsilon
|
||
base uppercase \x0396 \x03b6 Ζζ Zeta
|
||
base uppercase \x0397 \x03b7 Ηη Eta
|
||
base uppercase \x0398 \x03b8 Θθ Theta
|
||
base uppercase \x0399 \x03b9 Ιι Iota
|
||
base uppercase \x039a \x03ba Κκ Kappa
|
||
base uppercase \x039b \x03bb Λλ Lamda
|
||
base uppercase \x039c \x03bc Μμ Mu
|
||
base uppercase \x039d \x03bd Νν Nu
|
||
base uppercase \x039e \x03be Ξξ Xi
|
||
base uppercase \x039f \x03bf Οο Omicron
|
||
base uppercase \x03a0 \x03c0 Ππ Pi
|
||
base uppercase \x03a1 \x03c1 Ρρ Rho
|
||
base uppercase \x03a3 \x03c3 Σσ Sigma
|
||
base uppercase \x03a4 \x03c4 Ττ Tau
|
||
base uppercase \x03a5 \x03c5 Υυ Upsilon
|
||
base uppercase \x03a6 \x03c6 Φφ Phi
|
||
base uppercase \x03a7 \x03c7 Χχ Chi
|
||
base uppercase \x03a8 \x03c8 Ψψ Psi
|
||
base uppercase \x03a9 \x03c9 Ωω Omega
|
||
|
||
#misc
|
||
sign \x00a7 45-234 § section
|
||
sign \x00a9 4-45-14 © copyright
|
||
sign \x00ac 4-1456 ¬
|
||
sign \x00ae 4-45-1235 ® registered
|
||
sign \x00b5 4-45-134 # µ
|
||
sign \x00b6 45-1234 ¶ pilcrow
|
||
sign \x2020 4-6-1456 † dagger
|
||
sign \x2021 4-6-12456 ‡ double dagger
|
||
|
||
sign \x2032 45-2356 ′ prime (derivative)
|
||
sign \x2033 45-2356-2356 ″ double prime (second derivative)
|
||
sign \x2122 4-45-2345 ™
|
||
|
||
# acute accent
|
||
sign \x00b4 45-34 ´ Acute Accent
|
||
sign \x0301 4-45-34 ́
|
||
|
||
sign \x0302 45-146 ̂
|
||
sign \x0303 45-12456 ̃ tilde
|
||
|
||
# macron
|
||
sign \x00af 456-4-36 ¯
|
||
sign \x0304 45-4-36 ̄
|
||
|
||
# cedilla
|
||
sign \x00b8 45-12346 # ¸ علامة السيديلا
|
||
sign \x0327 4-45-12346 ̧
|
||
|
||
# diaeresis/umlat
|
||
sign \x00a8 4-45-25 ¨ دياريسيس
|
||
sign \x0308 4-45-25 ̈
|
||
|
||
# caron
|
||
sign \x02c7 4-45-345 ˇ
|
||
sign \x030c 4-45-346 ̌
|
||
|
||
# breve
|
||
sign \x02d8 4-4-346 ˘
|
||
sign \x0306 4-4-346 ̆
|
||
|
||
# ring/circle
|
||
sign \x02da 4-45-1246 ˚ سكون فوق سطر
|
||
sign \x030a 4-45-1246 ̊
|
||
|
||
sign \x00b0 45-245 °
|
||
math \x00b7 456-4-16 ·
|
||
|
||
# Unicode: Spacing Modifier Letters
|
||
sign \x02e6 4-246-14 ˦ high tone
|
||
sign \x02e7 4-246-25 ˧ mid tone
|
||
sign \x02e8 4-246-36 ˨ low tone
|
||
|
||
sign \x2218 4-45-356 ∘ hollow dot (ring operator)
|
||
sign \x2227 4-236 ∧ logical and
|
||
sign \x2228 4-235 ∨ logical or
|
||
sign \x22a6 456-456-25 ⊦ assertion
|
||
sign \x22a8 45-456-25 ⊨ valid
|
||
sign \x22b2 4-456-126 ⊲ normal subgroup
|
||
sign \x22b3 4-456-345 ⊳ contains as normal subgroup
|
||
sign \x22b4 456-456-126 ⊴ normal subgroup or equal
|
||
sign \x22b5 456-456-345 ⊵ contains as normal subgroup or equal
|
||
|
||
noback sign \x2502 456 │ tally mark - vertical single solid line segment
|
||
noback sign \x250a 45 ┊ first variant vertical line segment
|
||
noback sign \x2551 6-456 ║ second variant vertical line segment
|
||
noback sign \x2571 346 ╱ right-leaning single solid diagonal line segment
|
||
noback sign \x2572 246 ╲ left-leaning single solid diagonal line segment
|
||
|
||
sign \x2640 45-1456 ♀
|
||
sign \x2642 45-2346 ♂
|
||
sign \x266D 3456-126 ♭
|
||
sign \x266E 3456-16 ♮
|
||
sign \x266F 3456-146 ♯
|
||
sign \x29b5 45-4-245 ⦵ 'normal' (superscript circle crossed by horizontal line)
|
||
math \x2a23 45-146-5-235 ⨣
|
||
math \x2a24 45-12456-5-235 ⨤
|
||
sign \x2a23 45-146-5-235 ⨣
|
||
sign \x2a24 45-12456-5-235 ⨤
|
||
sign \x2ae4 346-456-25 ⫤ reverse 'is valid' sign
|
||
sign \x3003 4-5-2 〃 ditto mark
|
||
|
||
# Superscripts
|
||
noback math \x2070 3456-26-245 # 0
|
||
noback math \x00b9 3456-26-1 # 1
|
||
noback math \x00b2 3456-26-12 # 2
|
||
noback math \x00b3 3456-26-14 # 3
|
||
noback math \x2074 3456-26-145 # 4
|
||
noback math \x2075 3456-26-15 # 5
|
||
noback math \x2076 3456-26-124 # 6
|
||
noback math \x2077 3456-26-1245 # 7
|
||
noback math \x2078 3456-26-125 # 8
|
||
noback math \x2079 3456-26-24 # 9
|
||
noback math \x207b 3456-26-36 # minus
|
||
noback math \x207a 3456-26-235 # plus
|
||
noback math \x207c 3456-26-2356 # =
|
||
noback math \x207d 3456-26-126 # left bracket
|
||
noback math \x207e 3456-26-345 # right bracket
|
||
|
||
# Subscripts
|
||
noback math \x2080 3456-35-245 # 0
|
||
noback math \x2081 3456-35-1 # 1
|
||
noback math \x2082 3456-35-12 # 2
|
||
noback math \x2083 3456-35-14 # 3
|
||
noback math \x2084 3456-35-145 # 4
|
||
noback math \x2085 3456-35-15 # 5
|
||
noback math \x2086 3456-35-124 # 6
|
||
noback math \x2087 3456-35-1245 # 7
|
||
noback math \x2088 3456-35-125 # 8
|
||
noback math \x2089 3456-35-24 # 9
|
||
noback math \x208a 3456-35-235 # plus
|
||
noback math \x208b 3456-35-36 # minus
|
||
noback math \x208c 3456-35-2356 # =
|
||
noback math \x208d 3456-35-126 # left bracket
|
||
noback math \x208e 3456-35-345 # right bracket.
|