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adlamToLatin.py
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739 lines (720 loc) ยท 21.5 KB
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# -*- coding: utf-8 -*-
import re
import sys
#ADLaM to Latin transliteration
class adlamToLatinConvert() :
def __init__(self):
self.adlam_to_latin_map = {
"๐ค": 'A',
"๐คข": 'a',
"๐ค๐ฅ": 'AA',
"๐ค๐ฅ": 'Aa',
"๐คข๐ฅ": 'aa',
"๐ค": 'B',
"๐คฆ": 'b',
"๐ค๐ฅ": 'BB',
"๐ค๐ฅ": 'Bb',
"๐คฆ๐ฅ": 'bb',
"๐ค": 'ฦ',
"๐คฉ": 'ษ',
"๐ค๐ฅ": 'ฦฦ',
"๐ค๐ฅ": 'ฦษ',
"๐คฉ๐ฅ": 'ษษ',
"๐ค": 'BH',
"๐ค": 'Bh',
"๐ค๐ฅ": 'BBH',
"๐ค๐ฅ": 'Bbh',
"๐คฉ": 'bh',
"๐คฉ๐ฅ": 'bbh',
"๐ค": 'C',
"๐คท": 'c',
"๐ค๐ฅ": 'CC',
"๐ค๐ฅ": 'Cc',
"๐คท๐ฅ": 'cc',
"๐ค": 'D',
"๐คฃ": 'd',
"๐ค๐ฅ": 'DD',
"๐ค๐ฅ": 'Dd',
"๐คฃ๐ฅ": 'dd',
"๐ค": 'ย ฦ',
"๐คฏ": 'ษ',
"๐ค๐ฅ": 'ย ฦฦ',
"๐ค๐ฅ": 'ย ฦษ',
"๐คฏ๐ฅ": 'ษษ',
"๐ค": 'DH',
"๐คฏ": 'dh',
"๐ค๐ฅ": 'DDH',
"๐ค๐ฅ": 'Ddh',
"๐คฏ๐ฅ": 'ddh',
"๐ค": 'E',
"๐คซ": 'e',
"๐ค๐ฅ
": 'EE',
"๐ค๐ฅ
": 'Ee',
"๐คซ๐ฅ
": 'ee',
"๐ค": 'F',
"๐คฌ": 'f',
"๐ค๐ฅ": 'FF',
"๐ค๐ฅ": 'Ff',
"๐คฌ๐ฅ": 'ff',
"๐ค": 'G',
"๐คบ": 'g',
"๐ค๐ฅ": 'GG',
"๐ค๐ฅ": 'Gg',
"๐คบ๐ฅ": 'gg',
"๐ค": 'GB',
"๐ฅ": 'gb',
"๐ค๐ฅ": 'GGB',
"๐ค๐ฅ": 'Ggb',
"๐ฅ๐ฅ": 'ggb',
"๐ค": 'H',
"๐คธ": 'h',
"๐ค๐ฅ": 'HH',
"๐ค๐ฅ": 'Hh',
"๐คธ๐ฅ": 'hh',
"๐ค": 'I',
"๐คญ": 'i',
"๐ค๐ฅ
": 'II',
"๐ค๐ฅ
": 'Ii',
"๐คญ๐ฅ
": 'ii',
"๐ค": 'J',
"๐คถ": 'j',
"๐ค๐ฅ": 'JJ',
"๐ค๐ฅ": 'Jj',
"๐คถ๐ฅ": 'jj',
"๐ค": 'K',
"๐คณ": 'k',
"๐ค๐ฅ": 'KK',
"๐ค๐ฅ": 'Kk',
"๐คณ๐ฅ": 'kk',
"๐ค": 'KH',
"๐คฟ": 'kh',
"๐ค๐ฅ": 'KKH',
"๐ค๐ฅ": 'Kkh',
"๐คฟ๐ฅ": 'kkh',
"๐ค": 'X',
"๐คฟ": 'x',
"๐ค๐ฅ": 'XX',
"๐ค๐ฅ": 'Xx',
"๐คฟ๐ฅ": 'xx',
"๐ค": 'L',
"๐คค": 'l',
"๐ค๐ฅ": 'LL',
"๐ค๐ฅ": 'Ll',
"๐คค๐ฅ": 'll',
"๐ค": 'M',
"๐คฅ": 'm',
"๐ค๐ฅ": 'MM',
"๐ค๐ฅ": 'Mm',
"๐คฅ๐ฅ": 'mm',
"๐ค": 'N',
"๐คฒ": 'n',
"๐ค๐ฅ": 'NN',
"๐ค๐ฅ": 'Nn',
"๐คฒ๐ฅ": 'nn',
"๐ค": 'ล',
"๐คฝ": 'ล',
"๐ค๐ฅ": 'ลล',
"๐ค๐ฅ": 'ลล',
"๐คฝ๐ฅ": 'ลล',
"๐ค": 'NH',
"๐คฝ": 'nh',
"๐ค๐ฅ": 'NNH',
"๐ค๐ฅ": 'Nnh',
"๐คฝ๐ฅ": 'nnh',
"๐ค": 'ร',
"๐คป": 'รฑ',
"๐ค๐ฅ": 'รร',
"๐ค๐ฅ": 'รรฑ',
"๐คป๐ฅ": 'รฑรฑ',
"๐ค": 'NY',
"๐คป": 'ny',
"๐ค๐ฅ": 'NNY',
"๐ค๐ฅ": 'Nny',
"๐คป๐ฅ": 'nny',
"๐ค": 'O',
"๐คฎ": 'o',
"๐ค๐ฅ
": 'OO',
"๐ค๐ฅ
": 'Oo',
"๐คฎ๐ฅ
": 'oo',
"๐ค": 'P',
"๐คจ": 'p',
"๐ค๐ฅ": 'PP',
"๐ค๐ฅ": 'Pp',
"๐คจ๐ฅ": 'pp',
"๐ค ": 'KP',
"๐ฅ": 'kp',
"๐ค ๐ฅ": 'KKP',
"๐ค ๐ฅ": 'Kkp',
"๐ฅ๐ฅ": 'kkp',
"๐ค": 'Q',
"๐คน": 'q',
"๐ค๐ฅ": 'QQ',
"๐ค๐ฅ": 'Qq',
"๐คน๐ฅ": 'qq',
"๐ค": 'GH',
"๐คน": 'gh',
"๐ค๐ฅ": 'GGH',
"๐ค๐ฅ": 'Ggh',
"๐คน๐ฅ": 'ggh',
"๐ค": 'R',
"๐คช": 'r',
"๐ค๐ฅ": 'RR',
"๐ค๐ฅ": 'Rr',
"๐คช๐ฅ": 'rr',
"๐ค
": 'S',
"๐คง": 's',
"๐ค
๐ฅ": 'SS',
"๐ค
๐ฅ": 'Ss',
"๐คง๐ฅ": 'ss',
"๐คก": 'SH',
"๐ฅ": 'Sh',
"๐คก๐ฅ": 'SSH',
"๐คก๐ฅ": 'Ssh',
"๐ฅ๐ฅ": 'ssh',
"๐ค": 'T',
"๐คผ": 't',
"๐ค๐ฅ": 'TT',
"๐ค๐ฅ": 'Tt',
"๐คผ๐ฅ": 'tt',
"๐ค": 'U',
"๐คต": 'u',
"๐ค๐ฅ
": 'UU',
"๐ค๐ฅ
": 'Uu',
"๐คต๐ฅ
": 'uu',
"๐ค": 'V',
"๐คพ": 'v',
"๐ค๐ฅ": 'VV',
"๐ค๐ฅ": 'Vv',
"๐คพ๐ฅ": 'vv',
"๐ค": 'W',
"๐คฑ": 'w',
"๐ค๐ฅ": 'WW',
"๐ค๐ฅ": 'Ww',
"๐คฑ๐ฅ": 'ww',
"๐ค": 'Y',
"๐คด": 'y',
"๐ค๐ฅ": 'YY',
"๐ค๐ฅ": 'Yy',
"๐คด๐ฅ": 'yy',
"๐ค": 'ฦณ',
"๐คฐ": 'ฦด',
"๐ค๐ฅ": 'ฦณฦณ',
"๐ค๐ฅ": 'ฦณฦด',
"๐คฐ๐ฅ": 'ฦดฦด',
"๐ค": 'YH',
"๐คฐ": 'yh',
"๐ค๐ฅ": 'YYH',
"๐ค๐ฅ": 'Yyh',
"๐คฐ๐ฅ": 'yyh',
"๐ค": 'Z',
"๐ฅ": 'z',
"๐ค๐ฅ": 'ZZ',
"๐ค๐ฅ": 'Zz',
"๐ฅ๐ฅ": 'zz',
"๐ค'๐ค": 'ND',
"๐ค'๐ค": 'Nd',
"๐คฒ'๐คฃ": 'nd',
"๐ค'๐ค": 'MB',
"๐ค'๐ค": 'Mb',
"๐คฒ'๐คฆ": 'mb',
"๐ค'๐ค": 'NJ',
"๐ค'๐ค": 'Nj',
"๐คฒ'๐คถ": 'nj',
"๐ค'๐ค": 'NG',
"๐ค'๐ค": 'Ng',
"๐คฒ'๐คบ": 'ng',
"๐คฒ๐คฃ": 'nnd',
"๐คฅ๐คฆ": 'mmb',
"๐คฒ๐คถ": 'nnj',
"๐คฒ๐คบ": 'nng',
"๐ฅ": '0',
"๐ฅ": '1',
"๐ฅ": '2',
"๐ฅ": '3',
"๐ฅ": '4',
"๐ฅ": '5',
"๐ฅ": '6',
"๐ฅ": '7',
"๐ฅ": '8',
"๐ฅ": '9',
"!": '!',
"๐ค๐ค๐ค๐คข๐ค": 'Laten',
"๐ค๐ฅ๐ค๐ค": 'AAND',
"๐ค๐ฅ๐คฒ๐คฃ": 'Aand',
"๐คข๐ฅ๐คฒ๐คฃ": 'aand',
"๐ค๐ฅ๐ค๐ค": 'AAMB',
"๐ค๐ฅ๐คฒ๐คฆ": 'Aamb',
"๐คข๐ฅ๐คฒ๐คฆ": 'aamb',
"๐ค๐ฅ๐ค๐ค": 'AANJ',
"๐ค๐ฅ๐คฒ๐คถ": 'Aanj',
"๐คข๐ฅ๐คฒ๐คถ": 'aanj',
"๐ค๐ฅ๐ค๐ค": 'AANG',
"๐ค๐ฅ๐คฒ๐คบ": 'Aang',
"๐คข๐ฅ๐คฒ๐คบ": 'aang',
"๐ค๐ฅ
๐ค๐ค": 'EEND',
"๐ค๐ฅ
๐คฒ๐คฃ": 'Eend',
"๐คซ๐ฅ
๐คฒ๐คฃ": 'eend',
"๐ค๐ฅ
๐ค๐ค": 'EEMB',
"๐ค๐ฅ
๐คฒ๐คฆ": 'Eemb',
"๐คซ๐ฅ
๐คฒ๐คฆ": 'eemb',
"๐ค๐ฅ
๐ค๐ค": 'EENJ',
"๐ค๐ฅ
๐คฒ๐คถ": 'Eenj',
"๐คซ๐ฅ
๐คฒ๐คถ": 'eenj',
"๐ค๐ฅ
๐ค๐ค": 'EENG',
"๐ค๐ฅ
๐คฒ๐คบ": 'Eeng',
"๐คซ๐ฅ
๐คฒ๐คบ": 'eeng',
"๐ค๐ฅ
๐ค๐ค": 'IIND',
"๐ค๐ฅ
๐คฒ๐คฃ": 'Iind',
"๐คญ๐ฅ
๐คฒ๐คฃ": 'iind',
"๐ค๐ฅ
๐ค๐ค": 'IIMB',
"๐ค๐ฅ
๐คฒ๐คฆ": 'Iimb',
"๐คญ๐ฅ
๐คฒ๐คฆ": 'iimb',
"๐ค๐ฅ
๐ค๐ค": 'IINJ',
"๐ค๐ฅ
๐คฒ๐คถ": 'Iinj',
"๐คญ๐ฅ
๐คฒ๐คถ": 'iinj',
"๐ค๐ฅ
๐ค๐ค": 'IING',
"๐ค๐ฅ
๐คฒ๐คบ": 'Iing',
"๐คญ๐ฅ
๐คฒ๐คบ": 'iing',
"๐ค๐ฅ
๐ค๐ค": 'OOND',
"๐ค๐ฅ
๐คฒ๐คฃ": 'Oond',
"๐คฎ๐ฅ
๐คฒ๐คฃ": 'oond',
"๐ค๐ฅ
๐ค๐ค": 'OOMB',
"๐ค๐ฅ
๐คฒ๐คฆ": 'Oomb',
"๐คฎ๐ฅ
๐คฒ๐คฆ": 'oomb',
"๐ค๐ฅ
๐ค๐ค": 'OONJ',
"๐ค๐ฅ
๐คฒ๐คถ": 'Oonj',
"๐คฎ๐ฅ
๐คฒ๐คถ": 'oonj',
"๐ค๐ฅ
๐ค๐ค": 'OONG',
"๐ค๐ฅ
๐คฒ๐คบ": 'Oong',
"๐คฎ๐ฅ
๐คฒ๐คบ": 'oong',
"๐ค๐ฅ
๐ค๐ค": 'UUND',
"๐ค๐ฅ
๐คฒ๐คฃ": 'Uund',
"๐คต๐ฅ
๐คฒ๐คฃ": 'uund',
"๐ค๐ฅ
๐ค๐ค": 'UUMB',
"๐ค๐ฅ
๐คฒ๐คฆ": 'Uumb',
"๐คต๐ฅ
๐คฒ๐คฆ": 'uumb',
"๐ค๐ฅ
๐ค๐ค": 'UUNJ',
"๐ค๐ฅ
๐คฒ๐คถ": 'Uunj',
"๐คต๐ฅ
๐คฒ๐คถ": 'uunj',
"๐ค๐ฅ
๐ค๐ค": 'UUNG',
"๐ค๐ฅ
๐คฒ๐คบ": 'Uung',
"๐คต๐ฅ
๐คฒ๐คบ": 'uung ',
"๐ค๐ค": 'ND',
"๐ค๐คฃ": 'Nd',
"๐คฒ๐คฃ": 'nd',
"๐ค๐ค": 'MB',
"๐ค๐คฆ": 'Mb',
"๐คฒ๐คฆ": 'mb',
"๐ค๐ค": 'NJ',
"๐ค๐คถ": 'Nj',
"๐คฒ๐คถ": 'nj',
"๐ค๐ค": 'NG',
"๐ค๐คบ": 'Ng',
"๐คฒ๐คบ": 'ng ',
"๐ฅ": '-',
"๐คข๐คข": 'a\'a',
"๐คซ๐คซ": 'e\'e',
"๐คญ๐คญ": 'i\'i',
"๐คฎ๐คฎ": 'o\'o',
"๐คต๐คต": 'u\'u',
"๐ค๐ค": 'A\'a',
"๐ค๐ค": 'E\'e',
"๐ค๐ค": 'I\'i',
"๐ค๐ค": 'O\'o',
"๐ค๐ค": 'U\'u',
"๐ค๐ค": 'A\'A',
"๐ค๐ค": 'E\'E',
"๐ค๐ค": 'I\'I',
"๐ค๐ค": 'O\'O',
"๐ค๐ค": 'U\'U ',
}
# Using escaped characters
self.regex_string = '\U0001E900\U0001E901\U0001E902\U0001E922\U0001E903|\U0001E900\U0001E944\U0001E910\U0001E901|\U0001E900\U0001E944\U0001E932\U0001E923|\U0001E922\U0001E944\U0001E932\U0001E923|\U0001E900\U0001E944\U0001E910\U0001E904|\U0001E900\U0001E944\U0001E932\U0001E926|\U0001E922\U0001E944\U0001E932\U0001E926|\U0001E900\U0001E944\U0001E910\U0001E914|\U0001E900\U0001E944\U0001E932\U0001E936|\U0001E922\U0001E944\U0001E932\U0001E936|\U0001E900\U0001E944\U0001E910\U0001E918|\U0001E900\U0001E944\U0001E932\U0001E93A|\U0001E922\U0001E944\U0001E932\U0001E93A|\U0001E909\U0001E945\U0001E910\U0001E901|\U0001E909\U0001E945\U0001E932\U0001E923|\U0001E92B\U0001E945\U0001E932\U0001E923|\U0001E909\U0001E945\U0001E910\U0001E904|\U0001E909\U0001E945\U0001E932\U0001E926|\U0001E92B\U0001E945\U0001E932\U0001E926|\U0001E909\U0001E945\U0001E910\U0001E914|\U0001E909\U0001E945\U0001E932\U0001E936|\U0001E92B\U0001E945\U0001E932\U0001E936|\U0001E909\U0001E945\U0001E910\U0001E918|\U0001E909\U0001E945\U0001E932\U0001E93A|\U0001E92B\U0001E945\U0001E932\U0001E93A|\U0001E90B\U0001E945\U0001E910\U0001E901|\U0001E90B\U0001E945\U0001E932\U0001E923|\U0001E92D\U0001E945\U0001E932\U0001E923|\U0001E90B\U0001E945\U0001E910\U0001E904|\U0001E90B\U0001E945\U0001E932\U0001E926|\U0001E92D\U0001E945\U0001E932\U0001E926|\U0001E90B\U0001E945\U0001E910\U0001E914|\U0001E90B\U0001E945\U0001E932\U0001E936|\U0001E92D\U0001E945\U0001E932\U0001E936|\U0001E90B\U0001E945\U0001E910\U0001E918|\U0001E90B\U0001E945\U0001E932\U0001E93A|\U0001E92D\U0001E945\U0001E932\U0001E93A|\U0001E90C\U0001E945\U0001E910\U0001E901|\U0001E90C\U0001E945\U0001E932\U0001E923|\U0001E92E\U0001E945\U0001E932\U0001E923|\U0001E90C\U0001E945\U0001E910\U0001E904|\U0001E90C\U0001E945\U0001E932\U0001E926|\U0001E92E\U0001E945\U0001E932\U0001E926|\U0001E90C\U0001E945\U0001E910\U0001E914|\U0001E90C\U0001E945\U0001E932\U0001E936|\U0001E92E\U0001E945\U0001E932\U0001E936|\U0001E90C\U0001E945\U0001E910\U0001E918|\U0001E90C\U0001E945\U0001E932\U0001E93A|\U0001E92E\U0001E945\U0001E932\U0001E93A|\U0001E913\U0001E945\U0001E910\U0001E901|\U0001E913\U0001E945\U0001E932\U0001E923|\U0001E935\U0001E945\U0001E932\U0001E923|\U0001E913\U0001E945\U0001E910\U0001E904|\U0001E913\U0001E945\U0001E932\U0001E926|\U0001E935\U0001E945\U0001E932\U0001E926|\U0001E913\U0001E945\U0001E910\U0001E914|\U0001E913\U0001E945\U0001E932\U0001E936|\U0001E935\U0001E945\U0001E932\U0001E936|\U0001E913\U0001E945\U0001E910\U0001E918|\U0001E913\U0001E945\U0001E932\U0001E93A|\U0001E935\U0001E945\U0001E932\U0001E93A|\U0001E910\u0027\U0001E901|\U0001E932\u0027\U0001E923|\U0001E910\u0027\U0001E904|\U0001E932\u0027\U0001E926|\U0001E910\u0027\U0001E914|\U0001E932\u0027\U0001E936|\U0001E910\u0027\U0001E918|\U0001E932\u0027\U0001E93A|\U0001E900\U0001E944|\U0001E922\U0001E944|\U0001E904\U0001E946|\U0001E926\U0001E946|\U0001E907\U0001E946|\U0001E929\U0001E946|\U0001E915\U0001E946|\U0001E937\U0001E946|\U0001E901\U0001E946|\U0001E923\U0001E946|\U0001E90D\U0001E946|\U0001E92F\U0001E946|\U0001E909\U0001E945|\U0001E92B\U0001E945|\U0001E90A\U0001E946|\U0001E92C\U0001E946|\U0001E918\U0001E946|\U0001E93A\U0001E946|\U0001E91E\U0001E946|\U0001E940\U0001E946|\U0001E916\U0001E946|\U0001E938\U0001E946|\U0001E90B\U0001E945|\U0001E92D\U0001E945|\U0001E914\U0001E946|\U0001E936\U0001E946|\U0001E911\U0001E946|\U0001E933\U0001E946|\U0001E91D\U0001E946|\U0001E93F\U0001E946|\U0001E902\U0001E946|\U0001E924\U0001E946|\U0001E903\U0001E946|\U0001E925\U0001E946|\U0001E910\U0001E946|\U0001E932\U0001E946|\U0001E91B\U0001E946|\U0001E93D\U0001E946|\U0001E919\U0001E946|\U0001E93B\U0001E946|\U0001E90C\U0001E945|\U0001E92E\U0001E945|\U0001E906\U0001E946|\U0001E928\U0001E946|\U0001E920\U0001E946|\U0001E942\U0001E946|\U0001E917\U0001E946|\U0001E939\U0001E946|\U0001E908\U0001E946|\U0001E92A\U0001E946|\U0001E905\U0001E946|\U0001E927\U0001E946|\U0001E921\U0001E946|\U0001E943\U0001E946|\U0001E91A\U0001E946|\U0001E93C\U0001E946|\U0001E913\U0001E945|\U0001E935\U0001E945|\U0001E91C\U0001E946|\U0001E93E\U0001E946|\U0001E90F\U0001E946|\U0001E931\U0001E946|\U0001E912\U0001E946|\U0001E934\U0001E946|\U0001E90E\U0001E946|\U0001E930\U0001E946|\U0001E91F\U0001E946|\U0001E941\U0001E946|\U0001E932\U0001E923|\U0001E925\U0001E926|\U0001E932\U0001E936|\U0001E932\U0001E93A|\U0001E910\U0001E901|\U0001E910\U0001E923|\U0001E910\U0001E904|\U0001E910\U0001E926|\U0001E932\U0001E926|\U0001E910\U0001E914|\U0001E910\U0001E936|\U0001E910\U0001E918|\U0001E910\U0001E93A|\U0001E922\U0001E922|\U0001E92B\U0001E92B|\U0001E92D\U0001E92D|\U0001E92E\U0001E92E|\U0001E935\U0001E935|\U0001E900\U0001E900|\U0001E909\U0001E909|\U0001E90B\U0001E90B|\U0001E90C\U0001E90C|\U0001E913\U0001E913|\U0001E900|\U0001E922|\U0001E904|\U0001E926|\U0001E907|\U0001E929|\U0001E915|\U0001E937|\U0001E901|\U0001E923|\U0001E90D|\U0001E92F|\U0001E909|\U0001E92B|\U0001E90A|\U0001E92C|\U0001E918|\U0001E93A|\U0001E91E|\U0001E940|\U0001E916|\U0001E938|\U0001E90B|\U0001E92D|\U0001E914|\U0001E936|\U0001E911|\U0001E933|\U0001E91D|\U0001E93F|\U0001E902|\U0001E924|\U0001E903|\U0001E925|\U0001E910|\U0001E932|\U0001E91B|\U0001E93D|\U0001E919|\U0001E93B|\U0001E90C|\U0001E92E|\U0001E906|\U0001E928|\U0001E920|\U0001E942|\U0001E917|\U0001E939|\U0001E908|\U0001E92A|\U0001E905|\U0001E927|\U0001E921|\U0001E943|\U0001E91A|\U0001E93C|\U0001E913|\U0001E935|\U0001E91C|\U0001E93E|\U0001E90F|\U0001E931|\U0001E912|\U0001E934|\U0001E90E|\U0001E930|\U0001E91F|\U0001E941|\U0001E950|\U0001E951|\U0001E952|\U0001E953|\U0001E954|\U0001E955|\U0001E956|\U0001E957|\U0001E958|\U0001E959|\u0021|\U0001E947'
self.adlam_split_regex = re.compile(self.regex_string)
self. AllAdlamToLatin="""๐ค A
๐คข a
๐ค๐ฅ AA
๐ค๐ฅ Aa
๐คข๐ฅ aa
๐ค B
๐คฆ b
๐ค๐ฅ BB
๐ค๐ฅ Bb
๐คฆ๐ฅ bb
๐ค ฦ
๐คฉ ษ
๐ค๐ฅ ฦฦ
๐ค๐ฅ ฦษ
๐คฉ๐ฅ ษษ
๐ค BH
๐ค Bh
๐ค๐ฅ BBH
๐ค๐ฅ Bbh
๐คฉ bh
๐คฉ๐ฅ bbh
๐ค C
๐คท c
๐ค๐ฅ CC
๐ค๐ฅ Cc
๐คท๐ฅ cc
๐ค D
๐คฃ d
๐ค๐ฅ DD
๐ค๐ฅ Dd
๐คฃ๐ฅ dd
๐ค ย ฦ
๐คฏ ษ
๐ค๐ฅ ย ฦฦ
๐ค๐ฅ ย ฦษ
๐คฏ๐ฅ ษษ
๐ค DH
๐คฏ dh
๐ค๐ฅ DDH
๐ค๐ฅ Ddh
๐คฏ๐ฅ ddh
๐ค E
๐คซ e
๐ค๐ฅ
EE
๐ค๐ฅ
Ee
๐คซ๐ฅ
ee
๐ค F
๐คฌ f
๐ค๐ฅ FF
๐ค๐ฅ Ff
๐คฌ๐ฅ ff
๐ค G
๐คบ g
๐ค๐ฅ GG
๐ค๐ฅ Gg
๐คบ๐ฅ gg
๐ค GB
๐ฅ gb
๐ค๐ฅ GGB
๐ค๐ฅ Ggb
๐ฅ๐ฅ ggb
๐ค H
๐คธ h
๐ค๐ฅ HH
๐ค๐ฅ Hh
๐คธ๐ฅ hh
๐ค I
๐คญ i
๐ค๐ฅ
II
๐ค๐ฅ
Ii
๐คญ๐ฅ
ii
๐ค J
๐คถ j
๐ค๐ฅ JJ
๐ค๐ฅ Jj
๐คถ๐ฅ jj
๐ค K
๐คณ k
๐ค๐ฅ KK
๐ค๐ฅ Kk
๐คณ๐ฅ kk
๐ค KH
๐คฟ kh
๐ค๐ฅ KKH
๐ค๐ฅ Kkh
๐คฟ๐ฅ kkh
๐ค X
๐คฟ x
๐ค๐ฅ XX
๐ค๐ฅ Xx
๐คฟ๐ฅ xx
๐ค L
๐คค l
๐ค๐ฅ LL
๐ค๐ฅ Ll
๐คค๐ฅ ll
๐ค M
๐คฅ m
๐ค๐ฅ MM
๐ค๐ฅ Mm
๐คฅ๐ฅ mm
๐ค N
๐คฒ n
๐ค๐ฅ NN
๐ค๐ฅ Nn
๐คฒ๐ฅ nn
๐ค ล
๐คฝ ล
๐ค๐ฅ ลล
๐ค๐ฅ ลล
๐คฝ๐ฅ ลล
๐ค NH
๐คฝ nh
๐ค๐ฅ NNH
๐ค๐ฅ Nnh
๐คฝ๐ฅ nnh
๐ค ร
๐คป รฑ
๐ค๐ฅ รร
๐ค๐ฅ รรฑ
๐คป๐ฅ รฑรฑ
๐ค NY
๐คป ny
๐ค๐ฅ NNY
๐ค๐ฅ Nny
๐คป๐ฅ nny
๐ค O
๐คฎ o
๐ค๐ฅ
OO
๐ค๐ฅ
Oo
๐คฎ๐ฅ
oo
๐ค P
๐คจ p
๐ค๐ฅ PP
๐ค๐ฅ Pp
๐คจ๐ฅ pp
๐ค KP
๐ฅ kp
๐ค ๐ฅ KKP
๐ค ๐ฅ Kkp
๐ฅ๐ฅ kkp
๐ค Q
๐คน q
๐ค๐ฅ QQ
๐ค๐ฅ Qq
๐คน๐ฅ qq
๐ค GH
๐คน gh
๐ค๐ฅ GGH
๐ค๐ฅ Ggh
๐คน๐ฅ ggh
๐ค R
๐คช r
๐ค๐ฅ RR
๐ค๐ฅ Rr
๐คช๐ฅ rr
๐ค
S
๐คง s
๐ค
๐ฅ SS
๐ค
๐ฅ Ss
๐คง๐ฅ ss
๐คก SH
๐ฅ Sh
๐คก๐ฅ SSH
๐คก๐ฅ Ssh
๐ฅ๐ฅ ssh
๐ค T
๐คผ t
๐ค๐ฅ TT
๐ค๐ฅ Tt
๐คผ๐ฅ tt
๐ค U
๐คต u
๐ค๐ฅ
UU
๐ค๐ฅ
Uu
๐คต๐ฅ
uu
๐ค V
๐คพ v
๐ค๐ฅ VV
๐ค๐ฅ Vv
๐คพ๐ฅ vv
๐ค W
๐คฑ w
๐ค๐ฅ WW
๐ค๐ฅ Ww
๐คฑ๐ฅ ww
๐ค Y
๐คด y
๐ค๐ฅ YY
๐ค๐ฅ Yy
๐คด๐ฅ yy
๐ค ฦณ
๐คฐ ฦด
๐ค๐ฅ ฦณฦณ
๐ค๐ฅ ฦณฦด
๐คฐ๐ฅ ฦดฦด
๐ค YH
๐คฐ yh
๐ค๐ฅ YYH
๐ค๐ฅ Yyh
๐คฐ๐ฅ yyh
๐ค Z
๐ฅ z
๐ค๐ฅ ZZ
๐ค๐ฅ Zz
๐ฅ๐ฅ zz
๐ค'๐ค ND
๐ค'๐ค Nd
๐คฒ'๐คฃ nd
๐ค'๐ค MB
๐ค'๐ค Mb
๐คฒ'๐คฆ mb
๐ค'๐ค NJ
๐ค'๐ค Nj
๐คฒ'๐คถ nj
๐ค'๐ค NG
๐ค'๐ค Ng
๐คฒ'๐คบ ng
๐คฒ๐คฃ nnd
๐คฅ๐คฆ mmb
๐คฒ๐คถ nnj
๐คฒ๐คบ nng
๐ฅ 0
๐ฅ 1
๐ฅ 2
๐ฅ 3
๐ฅ 4
๐ฅ 5
๐ฅ 6
๐ฅ 7
๐ฅ 8
๐ฅ 9
! !
๐ฅ !
? ?
๐ฅ ?
โน ,
โ ;
. .
๐ค๐ฅ๐ค๐ค AAND
๐ค๐ฅ๐คฒ๐คฃ Aand
๐คข๐ฅ๐คฒ๐คฃ aand
๐ค๐ฅ๐ค๐ค AAMB
๐ค๐ฅ๐คฒ๐คฆ Aamb
๐คข๐ฅ๐คฒ๐คฆ aamb
๐ค๐ฅ๐ค๐ค AANJ
๐ค๐ฅ๐คฒ๐คถ Aanj
๐คข๐ฅ๐คฒ๐คถ aanj
๐ค๐ฅ๐ค๐ค AANG
๐ค๐ฅ๐คฒ๐คบ Aang
๐คข๐ฅ๐คฒ๐คบ aang
๐ค๐ฅ
๐ค๐ค EEND
๐ค๐ฅ
๐คฒ๐คฃ Eend
๐คซ๐ฅ
๐คฒ๐คฃ eend
๐ค๐ฅ
๐ค๐ค EEMB
๐ค๐ฅ
๐คฒ๐คฆ Eemb
๐คซ๐ฅ
๐คฒ๐คฆ eemb
๐ค๐ฅ
๐ค๐ค EENJ
๐ค๐ฅ
๐คฒ๐คถ Eenj
๐คซ๐ฅ
๐คฒ๐คถ eenj
๐ค๐ฅ
๐ค๐ค EENG
๐ค๐ฅ
๐คฒ๐คบ Eeng
๐คซ๐ฅ
๐คฒ๐คบ eeng
๐ค๐ฅ
๐ค๐ค IIND
๐ค๐ฅ
๐คฒ๐คฃ Iind
๐คญ๐ฅ
๐คฒ๐คฃ iind
๐ค๐ฅ
๐ค๐ค IIMB
๐ค๐ฅ
๐คฒ๐คฆ Iimb
๐คญ๐ฅ
๐คฒ๐คฆ iimb
๐ค๐ฅ
๐ค๐ค IINJ
๐ค๐ฅ
๐คฒ๐คถ Iinj
๐คญ๐ฅ
๐คฒ๐คถ iinj
๐ค๐ฅ
๐ค๐ค IING
๐ค๐ฅ
๐คฒ๐คบ Iing
๐คญ๐ฅ
๐คฒ๐คบ iing
๐ค๐ฅ
๐ค๐ค OOND
๐ค๐ฅ
๐คฒ๐คฃ Oond
๐คฎ๐ฅ
๐คฒ๐คฃ oond
๐ค๐ฅ
๐ค๐ค OOMB
๐ค๐ฅ
๐คฒ๐คฆ Oomb
๐คฎ๐ฅ
๐คฒ๐คฆ oomb
๐ค๐ฅ
๐ค๐ค OONJ
๐ค๐ฅ
๐คฒ๐คถ Oonj
๐คฎ๐ฅ
๐คฒ๐คถ oonj
๐ค๐ฅ
๐ค๐ค OONG
๐ค๐ฅ
๐คฒ๐คบ Oong
๐คฎ๐ฅ
๐คฒ๐คบ oong
๐ค๐ฅ
๐ค๐ค UUND
๐ค๐ฅ
๐คฒ๐คฃ Uund
๐คต๐ฅ
๐คฒ๐คฃ uund
๐ค๐ฅ
๐ค๐ค UUMB
๐ค๐ฅ
๐คฒ๐คฆ Uumb
๐คต๐ฅ
๐คฒ๐คฆ uumb
๐ค๐ฅ
๐ค๐ค UUNJ
๐ค๐ฅ
๐คฒ๐คถ Uunj
๐คต๐ฅ
๐คฒ๐คถ uunj
๐ค๐ฅ
๐ค๐ค UUNG
๐ค๐ฅ
๐คฒ๐คบ Uung
๐คต๐ฅ
๐คฒ๐คบ uung
๐ค๐ค ND
๐ค๐คฃ Nd
๐คฒ๐คฃ nd
๐ค๐ค MB
๐ค๐คฆ Mb
๐คฒ๐คฆ mb
๐ค๐ค NJ
๐ค๐คถ Nj
๐คฒ๐คถ nj
๐ค๐ค NG
๐ค๐คบ Ng
๐คฒ๐คบ ng
๐ฅ -
๐คข๐คข a\'a
๐คซ๐คซ e\'e
๐คญ๐คญ i\'i
๐คฎ๐คฎ o\'o
๐คต๐คต u\'u
๐ค๐ค A\'a
๐ค๐ค E\'e
๐ค๐ค I\'i
๐ค๐ค O\'o
๐ค๐ค U\'u
๐ค๐ค A\'A
๐ค๐ค E\'E
๐ค๐ค I\'I
๐ค๐ค O\'O
๐ค๐ค U\'U
"""
def allTo2Maps(self):
# Generates two AdlamToLatin mappings, one for ASCII mapping and another
# for mappings using non-ASCII latin characters
self.ascii_map = {}
nonascii_results = []
rex = re.compile(r'\t')
i = 1
for line in self.AllAdlamToLatin.split('\n'):
result = line.split('\t') # rex.split(line)
# print('%3d %s' % (i, result))
if len(result) < 2:
continue
self.ascii_map[result[0]] = result[1]
new_val = result[1].encode("ascii", "ignore")
if new_val.decode() != result[1]:
# Contains non-ASCII letters
# print('different: %s', result)
nonascii_results.append(result)
i += 1
# Replace those for non-ascii output
self.nonascii_map = self.ascii_map
for result in nonascii_results:
self.nonascii_map[result[0]] = result[1]
def revRegEx():
# The order is correct.
# However, both ASCII and non-ASCII Latin representation
a2l =adlamToLatinConvert()
s = a2l.regex_string.split('|')
s_sort = sorted(s, key=lambda x : len(x), reverse=True)
print(s_sort)
print
def nonLatin():
a2l =adlamToLatinConvert()
items =a2l.adlam_to_latin_map.items()
for item in items:
print(item)
val = item[1]
new_val =item[1].encode("ascii", "ignore")
updated_str = new_val.decode()
if val != updated_str:
print('NON-ASCII: %s -> %s' % (val, updated_str))
def printKeys(argv):
keys = adlam_to_latin_map.keys()
k_U = []
for k in keys:
chs = [str('\\U%08x' % ord(c)) for c in [k]] # c in k.split()]
k_U.append(chs)
print(k_U)
keys_sorted = sorted(keys, key=lambda x: len(x), reverse=True)
print(keys_sorted)
print('|'.join(keys_sorted))
def main(arg):
a2l =adlamToLatinConvert()
a2l.allTo2Maps()
# nonLatin()
#revRegEx()
return
if __name__ == '__main__':
main(sys.argv)