[Unicode]   CLDR Charts Home | Site Map | Search
 

Yiddish Delta

Index

Lists data fields that differ from the last major version (see versions above). Inherited differences in locales are suppressed, except where the source locales are different.

Section Page Header Code Locale Old New Level
Numbers Symbols Symbols using Ahom Digits (ahom) decimal yi ▷missing◁ . comprehensive
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Bhaiksuki Digits (bhks) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Dives Akuru Digits (diak) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Kawi Digits (kawi) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Khudawadi Digits (sind) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mathematical Bold Digits (mathbold) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mathematical Double-Struck Digits (mathdbl) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mathematical Monospace Digits (mathmono) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mathematical Sans-Serif Bold Digits (mathsanb) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mathematical Sans-Serif Digits (mathsans) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Modi Digits (modi) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Mro Digits (mroo) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Myanmar Tai Laing Digits (mymrtlng) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Nag Mundari Digits (nagm) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Newa Digits (newa) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Pahawh Hmong Digits (hmng) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Segmented Digits (segment) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Sinhala Lith Digits (sinh) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Tangsa Digits (tnsa) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Tirhuta Digits (tirh) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Wancho Digits (wcho) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Symbols using Warang Citi Digits (wara) decimal .
group ,
plusSign +
minusSign -
percentSign %
perMille
exponential E
infinity
nan NaN
list ;
Compact Decimal Formatting (Other Numbering Systems) Short Currency using Ahom Digits (ahom) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Bhaiksuki Digits (bhks) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Dives Akuru Digits (diak) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Kawi Digits (kawi) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Khudawadi Digits (sind) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mathematical Bold Digits (mathbold) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mathematical Double-Struck Digits (mathdbl) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mathematical Monospace Digits (mathmono) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mathematical Sans-Serif Bold Digits (mathsanb) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mathematical Sans-Serif Digits (mathsans) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Modi Digits (modi) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Mro Digits (mroo) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Myanmar Tai Laing Digits (mymrtlng) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Nag Mundari Digits (nagm) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Newa Digits (newa) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Nyiakeng Puachue Hmong Digits (hmnp) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Pahawh Hmong Digits (hmng) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Segmented Digits (segment) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Sinhala Lith Digits (sinh) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Tangsa Digits (tnsa) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Tirhuta Digits (tirh) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Wancho Digits (wcho) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Short Currency using Warang Citi Digits (wara) 4-digits-short-other ¤ 0K
5-digits-short-other ¤ 00K
6-digits-short-other ¤ 000K
7-digits-short-other ¤ 0M
8-digits-short-other ¤ 00M
9-digits-short-other ¤ 000M
10-digits-short-other ¤ 0G
11-digits-short-other ¤ 00G
12-digits-short-other ¤ 000G
13-digits-short-other ¤ 0T
14-digits-short-other ¤ 00T
15-digits-short-other ¤ 000T
Miscellaneous Linguistic Elements Collation search ‫[import und-u-co-search]
‎&׳ # 05F3 HEBREW PUNCTUATION GERESH, ignorable
<<'' # APOSTROPHE, Hebrew-specific addition, should match GERESH
‎&״ # 05F4 HEBREW PUNCTUATION GERSHAYIM, ignorable
<<'\"' # QUOTATION MARK, Hebrew-specific addition, should match GERSHAYIM‬
‫[normalization on]
# root search, suppress contractions for Thai, Lao, Tai Viet, New Tai Lue
# same as UCD property Logical_Order_Exception
[suppressContractions [เ-ไ ເ-ໄ ꪵ ꪶ ꪹ ꪻ ꪼ\u19B5-\u19B7\u19BA]]
# root search rules for Symbols
&'='<'≠'
# root search rules for Arabic, Thai
&ا # 0627 ARABIC LETTER ALEF
<<<ﺎ<<<ﺍ # FE8E, FE8D: FINAL FORM, ISOLATED FORM
<<آ # 0622 ARABIC LETTER ALEF WITH MADDA ABOVE
<<<ﺂ<<<ﺁ # FE82, FE81: FINAL FORM, ISOLATED FORM
<<أ # 0623 ARABIC LETTER ALEF WITH HAMZA ABOVE
<<<ﺄ<<<ﺃ # FE84, FE83: FINAL FORM, ISOLATED FORM
<<إ # 0625 ARABIC LETTER ALEF WITH HAMZA BELOW
<<<ﺈ<<<ﺇ # FE88, FE87: FINAL FORM, ISOLATED FORM
&و # 0648 ARABIC LETTER WAW
<<<ۥ # 06E5: SMALL WAW
<<<ﻮ<<<ﻭ # FEEE, FEED: FINAL FORM, ISOLATED FORM
<<ؤ # 0624 ARABIC LETTER WAW WITH HAMZA ABOVE
<<<ﺆ<<<ﺅ # FE86, FE85: FINAL FORM, ISOLATED FORM
&ي # 064A ARABIC LETTER YEH
<<<ۦ # 06E6: ARABIC SMALL YEH
<<<ﻳ<<<ﻴ<<<ﻲ<<<ﻱ # FEF3, FEF4, FEF2, FEF1: INITIAL FORM, MEDIAL FORM, FINAL FORM, ISOLATED FORM
<<ئ # 0626 ARABIC LETTER YEH WITH HAMZA ABOVE
<<<ﺋ<<<ﺌ<<<ﺊ<<<ﺉ # FE8B, FE8C, FE8A, FE89: INITIAL FORM, MEDIAL FORM. FINAL FORM, ISOLATED FORM
<<ى # 0649 ARABIC LETTER ALEF MAKSURA
<<<ﯨ<<<ﯩ # FBE8, FBE9: UIGHUR KAZAKH KIRGHIZ ALEF MAKSURA INITIAL FORM, MEDIAL FORM
<<<ﻰ<<<ﻯ # FEF0, FEEF: FINAL FORM, ISOLATED FORM
&ه # 0647 ARABIC LETTER HEH
<<<ﻫ<<<ﻬ<<<ﻪ<<<ﻩ # FEEB, FEEC, FEEA, FEE9: INITIAL FORM, MEDIAL FORM, FINAL FORM;, ISOLATED FORM
<<ة # 0629 ARABIC LETTER TEH MARBUTA
<<<ﺔ<<<ﺓ # FE94, FE93: FINAL FORM, ISOLATED FORM
&[last primary ignorable]
<<ـ # 0640 ARABIC TATWEEL
# Don't need explicit entries for 064B - 0652 ARABIC FATHATAN - ARABIC SUKUN;
# these are already ignorable at level 1, and are not involved in contractions
<<ฺ # 0E3A THAI CHARACTER PHINTHU
# root search rules for modern Korean jamos
# Korean modern complex consonants, decompose: x(L) = CHOSEONG x, x(T) = JONGSEONG x
&ᄀ # 1100 KIYEOK(L) = 11A8 KIYEOK(T)
=ᆨ
&ᄀᄀ # 1100 KIYEOK(L) + 1100 KIYEOK(L) = 1101 SSANGKIYEOK(L) = 11A9 SSANGKIYEOK(T)
=ᄁ=ᆩ
&ᄀᄉ # 1100 KIYEOK(L) + 1109 SIOS(L) = 11AA KIYEOK-SIOS(T)
=ᆪ
&ᄂ # 1102 NIEUN(L) = 11AB NIEUN(T)
=ᆫ
&ᄂᄌ # 1102 NIEUN(L) + 110C CIEUC(L) = 11AC NIEUN-CIEUC(T), also archaic 115C NIEUN-CIEUC(L)
=ᆬ
&ᄂᄒ # 1102 NIEUN(L) + 1112 HIEUH(L) = 11AD NIEUN-HIEUH(T), also archaic 115D NIEUN-HIEUH(L)
=ᆭ
&ᄃ # 1103 TIKEUT(L) = 11AE TIKEUT(T)
=ᆮ
&ᄃᄃ # 1103 TIKEUT(L) + 1103 TIKEUT(L) = 1104 SSANGTIKEUT(L)
=ᄄ
&ᄅ # 1105 RIEUL(L) = 11AF RIEUL(T)
=ᆯ
&ᄅᄀ # 1105 RIEUL(L) + 1100 KIYEOK(L) = 11B0 RIEUL-KIYEOK(T)
=ᆰ
&ᄅᄆ # 1105 RIEUL(L) + 1106 MIEUM(L) = 11B1 RIEUL-MIEUM(T)
=ᆱ
&ᄅᄇ # 1105 RIEUL(L) + 1107 PIEUP(L) = 11B2 RIEUL-PIEUP(T)
=ᆲ
&ᄅᄉ # 1105 RIEUL(L) + 1109 SIOS(L) = 11B3 RIEUL-SIOS(T)
=ᆳ
&ᄅᄐ # 1105 RIEUL(L) + 1110 THIEUTH(L) = 11B4 RIEUL-THIEUTH(T)
=ᆴ
&ᄅᄑ # 1105 RIEUL(L) + 1111 PHIEUPH(L) = 11B5 RIEUL-PHIEUPH(T)
=ᆵ
&ᄅᄒ # 1105 RIEUL(L) + 1112 HIEUH(L) = 11B6 RIEUL-HIEUH(T), also archic 111A RIEUL-HIEUH(L)
=ᆶ
&ᄆ # 1106 MIEUM(L) = 11B7 MIEUM(T)
=ᆷ
&ᄇ # 1107 PIEUP(L) = 11B8 PIEUP(T)
=ᆸ
&ᄇᄇ # 1107 PIEUP(L) + 1107 PIEUP(L) = 1108 SSANGPIEUP(L)
=ᄈ
&ᄇᄉ # 1107 PIEUP(L) + 1109 SIOS(L) = 11B9 PIEUP-SIOS(T), also archaic 1121 PIEUP-SIOS(L)
=ᆹ
&ᄉ # 1109 SIOS(L) = 11BA SIOS(T)
=ᆺ
&ᄉᄉ # 1109 SIOS(L) + 1109 SIOS(L) = 110A SSANGSIOS(L) = 11BB SSANGSIOS(T)
=ᄊ=ᆻ
&ᄋ # 110B IEUNG(L) = 11BC IEUNG(T)
=ᆼ
&ᄌ # 110C CIEUC(L) = 11BD CIEUC(T)
=ᆽ
&ᄌᄌ # 110C CIEUC(L) + 110C CIEUC(L) = 110D SSANGCIEUC(L)
=ᄍ
&ᄎ # 110E CHIEUCH(L) = 11BE CHIEUCH(T)
=ᆾ
&ᄏ # 110F KHIEUKH(L) = 11BF KHIEUKH(T)
=ᆿ
&ᄐ # 1110 THIEUTH(L) = 11C0 THIEUTH(T)
=ᇀ
&ᄑ # 1111 PHIEUPH(L) = 11C1 PHIEUPH(T)
=ᇁ
&ᄒ # 1112 HIEUH(L) = 11C2 HIEUH(T)
=ᇂ
# Korean modern complex vowels, decompose
&ᅡᅵ # 1161 A(V) + 1175 I(V) = 1162 AE(V)
=ᅢ
&ᅣᅵ # 1163 YA(V) + 1175 I(V) = 1164 YAE(V)
=ᅤ
&ᅥᅵ # 1165 EO(V) + 1175 I(V) = 1166 E(V)
=ᅦ
&ᅧᅵ # 1167 YEO(V) + 1175 I(V) = 1168 YE(V)
=ᅨ
&ᅩᅡ # 1169 O(V) + 1161 A(V) = 116A WA(V)
=ᅪ
&ᅩᅡᅵ # 1169 O(V) + 1161 A(V) + 1175 I(V) = 116B WAE(V)
=ᅫ
&ᅩᅵ # 1169 O(V) + 1175 I(V) = 116C OE(V)
=ᅬ
&ᅮᅥ # 116E U(V) + 1165 EO(V) = 116F WEO(V)
=ᅯ
&ᅮᅥᅵ # 116E U(V) + 1165 EO(V) + 1175 I(V) = 1170 WE(V)
=ᅰ
&ᅮᅵ # 116E U(V) + 1175 I(V) = 1171 WI(V)
=ᅱ
&ᅳᅵ # 1173 EU(V) + 1175 I(V) = 1174 YI(V)
=ᅴ‬
standard ‫…
&[before 2]''<<׳ # GERESH just before APOSTROPHE (secondary difference)
&[before 2]'\"'<<״ # GERSHAYIM just before QUOTATION MARK (secondary difference)
…‬


Access to Copyright and terms of use