cldr

<?xml version="1.0" encoding="UTF-8" ?> <!DOCTYPE supplementalData SYSTEM "../../common/dtd/ldmlSupplemental.dtd"> <supplementalData> <version number="$Revision$"/> <transforms> <transform source="byn_Ethi" target="byn_Latn" variant="Xaleget" direction="both" draft="contributed" alias="Ethiopic-Latin/Xaleget byn-Latn-t-byn-ethi-m0-xaleget" backwardAlias="Latin-Ethiopic/Xalaget byn-Ethi-t-byn-latn-m0-xaleget">  <tRule><![CDATA[ ######################################################################## # Blina Xaleget (ብሊና ሓለገት) # # # Eritrean Ministry of Education. 1997. Bilen: Our spelling book: An orthography of the Blen language. Test Version A. Asmara. # # Eritrean Ministry of Education. 1997. Blina gab selfa mé-ébéd. Xétam selfukhw. # [Bilin Language. First Grade. First Edition.] Asmara: Publishing Unit of the Department of General Education. # # # https://www.modaina.com/PDF/blin_orthography.pdf # https://debanu.org/yena-gab/ # https://simplebooklet.com/blinagab1 # # Prepared by Daniel Yacob <yacob@geez.org> # ######################################################################## # # MINIMAL FILTER: Ethiopic-Latin # :: [:Ethiopic:] ; # ######################################################################## ######################################################################## # # Define All Transformation Variables # ######################################################################## # $ግዕዝ = e ; $ካዕብ = u ; $ሣልስ = i ; $ራብዕ = a ; $ኃምስ = ee ; $ሳድስ = é; $ሳብዕ = o ; # $ሳምን = uo ; $ዘመደ_ግዕዝ = we ; $ዘመደ_ኃምስ = wee ; $ዘመደ_ሣልስ = wi ; $ዘመደ_ራብዕ = wa ; $ዘመደ_ሳድስ = wé ; $ዘመደ_ሳድስ_w = w ; # # $alternate = \`; # $ሀ = h ; $ለ = l ; $ሐ = x ; $መ = m ; $ሠ = s ; $ረ = r ; $ሰ = s ; $ሸ = sh ; # $ⶠ = shx ; $ቀ = q ; # $ⷀ = qy ; $ቐ = qh; $በ = b ; $ቨ = v ; $ተ = t ; $ቸ = tsh ; # $ⶨ = chx ; $ኀ = h ; $ነ = n ; $ኘ = n ; $ከ = k ; # $ⷈ = ky ; $ኸ = kh ; # $ⷐ = khy ; $ወ = w ; $ዐ = c ; $ዘ = z ; # $ዠ = jz ; # $ⶰ = hhx ; $የ = y ; $ደ = d ; # $ዸ = dh ; $ጀ = j ; $ገ = g ; # $ⷘ = gy ; $ጘ = ñ ; $ጠ = th ; $ጨ = ch ; # $ⶸ = chx ; $ጰ = p ; $ጸ = ts ; $ፀ = ts ; $ፈ = f ; $ፐ = p ; # # Vowels are special: # $አ = $ግዕዝ ; $ኡ = $ካዕብ ; $ኢ = $ሣልስ ; $ኣ = $ራብዕ ; $ኤ = $ኃምስ ; $እ = $ሳድስ ; $ኦ = $ሳብዕ ; # $ⶊ = $ሳምን ; $ኧ = ea ; # $ዐ = c $ግዕዝ ; $ዑ = c $ካዕብ ; $ዒ = c $ሣልስ ; $ዓ = c $ራብዕ ; $ዔ = c $ኃምስ ; $ዕ = c $ሳድስ ; $ዖ = c $ሳብዕ ; $sixForms = [$ግዕዝ $ካዕብ $ሣልስ $ራብዕ $ሳድስ $ሳብዕ]; $ጥበቅ = \u135f ; # # Use this $wordBoundary until bug 2034 is fixed in ICU: # http://bugs.icu-project.org/trac/ticket/2034 # $wordBoundary = [^[:L:][:M:][:N:]] ; # # ######################################################################## # Start of Syllabic Transformations ######################################################################## # ሔ $ጥበቅ ← $ሐ$ሐ $ኃምስ ; | $ሐ $1 $ጥበቅ ← $ሐ$ሐ ($sixForms); ሔ ↔ $ሐ $ኃምስ ; # ETHIOPIC SYLLABLE HHEE ሐ ↔ $ሐ $ግዕዝ ; # ETHIOPIC SYLLABLE HHA ሗ ↔ $ሐ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE HWA ሑ ↔ $ሐ $ካዕብ ; # ETHIOPIC SYLLABLE HHU ሓ ↔ $ሐ $ራብዕ ; # ETHIOPIC SYLLABLE HHAA ሒ ↔ $ሐ $ሣልስ ; # ETHIOPIC SYLLABLE HHI ሖ ↔ $ሐ $ሳብዕ ; # ETHIOPIC SYLLABLE HHO ሕ}$wordBoundary → $ሐ ; # ETHIOPIC SYLLABLE HHE ሕ ↔ $ሐ $ሳድስ ; # ETHIOPIC SYLLABLE HHE ሕ ← $ሐ ; # ሌ $ጥበቅ ← $ለ$ለ $ኃምስ ; | $ለ $1 $ጥበቅ ← $ለ$ለ ($sixForms); ሌ ↔ $ለ $ኃምስ ; # ETHIOPIC SYLLABLE LEE ለ ↔ $ለ $ግዕዝ ; # ETHIOPIC SYLLABLE LA ሏ ↔ $ለ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE LWA ሉ ↔ $ለ $ካዕብ ; # ETHIOPIC SYLLABLE LU ላ ↔ $ለ $ራብዕ ; # ETHIOPIC SYLLABLE LAA ሊ ↔ $ለ $ሣልስ ; # ETHIOPIC SYLLABLE LI # ⶀ → $ለ $ሳምን ; # ETHIOPIC SYLLABLE LOA ሎ ↔ $ለ $ሳብዕ ; # ETHIOPIC SYLLABLE LO ል}$wordBoundary → $ለ ; # ETHIOPIC SYLLABLE LE ል ↔ $ለ $ሳድስ ; # ETHIOPIC SYLLABLE LE ል ← $ለ ; # ሜ $ጥበቅ ← $መ$መ $ኃምስ ; | $መ $1 $ጥበቅ ← $መ$መ ($sixForms); ሜ ↔ $መ $ኃምስ ; # ETHIOPIC SYLLABLE MEE መ ↔ $መ $ግዕዝ ; # ETHIOPIC SYLLABLE MA ማ ↔ $መ $ራብዕ ; # ETHIOPIC SYLLABLE MAA ሚ ↔ $መ $ሣልስ ; # ETHIOPIC SYLLABLE MI # ⶁ → $መ $ሳምን ; # ETHIOPIC SYLLABLE MOA ሞ ↔ $መ $ሳብዕ ; # ETHIOPIC SYLLABLE MO # # ᎀ → $መ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE SEBATBEIT MWA # ᎃ → $መ $ዘመደ_ካዕብ ; # ETHIOPIC SYLLABLE MWE # ᎁ → $መ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE MWI ሟ ↔ $መ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE MWA # ᎂ → $መ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE MWEE ሙ ↔ $መ $ካዕብ ; # ETHIOPIC SYLLABLE MU ም}$wordBoundary → $መ; # ETHIOPIC SYLLABLE ME ም ↔ $መ $ሳድስ ; # ETHIOPIC SYLLABLE ME ም ← $መ ; # ሤ → $ሠ $ኃምስ ; # ETHIOPIC SYLLABLE SZEE ሠ → $ሠ $ግዕዝ ; # ETHIOPIC SYLLABLE SZA ሧ → $ሠ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE SZWA ሡ → $ሠ $ካዕብ ; # ETHIOPIC SYLLABLE SZU ሣ → $ሠ $ራብዕ ; # ETHIOPIC SYLLABLE SZAA ሢ → $ሠ $ሣልስ ; # ETHIOPIC SYLLABLE SZI ሦ → $ሠ $ሳብዕ ; # ETHIOPIC SYLLABLE SZO ሥ}$wordBoundary → $ሠ ; # ETHIOPIC SYLLABLE SZE ሥ → $ሠ $ሳድስ ; # ETHIOPIC SYLLABLE SZE # ሬ $ጥበቅ ← $ረ$ረ $ኃምስ ; | $ረ $1 $ጥበቅ ← $ረ$ረ ($sixForms); ሬ ↔ $ረ $ኃምስ ; # ETHIOPIC SYLLABLE REE ረ ↔ $ረ $ግዕዝ ; # ETHIOPIC SYLLABLE RA ሯ ↔ $ረ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE RWA ሩ ↔ $ረ $ካዕብ ; # ETHIOPIC SYLLABLE RU ራ ↔ $ረ $ራብዕ ; # ETHIOPIC SYLLABLE RAA ሪ ↔ $ረ $ሣልስ ; # ETHIOPIC SYLLABLE RI # ⶂ → $ረ $ሳምን ; # ETHIOPIC SYLLABLE R0A ሮ ↔ $ረ $ሳብዕ ; # ETHIOPIC SYLLABLE RO ር}$wordBoundary → $ረ ; # ETHIOPIC SYLLABLE RE ር ↔ $ረ $ሳድስ ; # ETHIOPIC SYLLABLE RE ር ← $ረ ; # # ⶠ → $ⶠ $ግዕዝ ; # ETHIOPIC SYLLABLE SSA # ⶡ → $ⶠ $ካዕብ ; # ETHIOPIC SYLLABLE SSU # ⶣ → $ⶠ $ራብዕ ; # ETHIOPIC SYLLABLE SSAA # ⶤ → $ⶠ $ኃምስ ; # ETHIOPIC SYLLABLE SSEE # ⶢ → $ⶠ $ሣልስ ; # ETHIOPIC SYLLABLE SSI # ⶦ → $ⶠ $ሳብዕ ; # ETHIOPIC SYLLABLE SSO # ⶥ → $ⶠ $ሳድስ ; # ETHIOPIC SYLLABLE SSE # ሼ ↔ $ሸ $ኃምስ ; # ETHIOPIC SYLLABLE SHEE ሸ ↔ $ሸ $ግዕዝ ; # ETHIOPIC SYLLABLE SHA ሿ ↔ $ሸ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE SHWA ሹ ↔ $ሸ $ካዕብ ; # ETHIOPIC SYLLABLE SHU ሻ ↔ $ሸ $ራብዕ ; # ETHIOPIC SYLLABLE SHAA ሺ ↔ $ሸ $ሣልስ ; # ETHIOPIC SYLLABLE SHI # ⶄ → $ሸ $ሳምን ; # ETHIOPIC SYLLABLE SHOA ሾ ↔ $ሸ $ሳብዕ ; # ETHIOPIC SYLLABLE SHO ሽ}$wordBoundary → $ሸ ; # ETHIOPIC SYLLABLE SHE ሽ ↔ $ሸ $ሳድስ ; # ETHIOPIC SYLLABLE SHE ሽ ← $ሸ ; # ሴ $ጥበቅ ← $ሰ$ሰ $ኃምስ ; | $ሰ $1 $ጥበቅ ← $ሰ$ሰ ($sixForms); ሴ ↔ $ሰ $ኃምስ ; # ETHIOPIC SYLLABLE SEE ሰ ↔ $ሰ $ግዕዝ ; # ETHIOPIC SYLLABLE SA ሷ ↔ $ሰ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE SWA ሱ ↔ $ሰ $ካዕብ ; # ETHIOPIC SYLLABLE SU ሳ ↔ $ሰ $ራብዕ ; # ETHIOPIC SYLLABLE SAA ሲ ↔ $ሰ $ሣልስ ; # ETHIOPIC SYLLABLE SI # ⶃ → $ሰ $ሳምን ; # ETHIOPIC SYLLABLE SOA ሶ ↔ $ሰ $ሳብዕ ; # ETHIOPIC SYLLABLE SO ስ}$wordBoundary → $ሰ ; # ETHIOPIC SYLLABLE SE ስ ↔ $ሰ $ሳድስ ; # ETHIOPIC SYLLABLE SE ስ ← $ሰ ; # # ⷀ → $ⷀ $ግዕዝ ; # ETHIOPIC SYLLABLE QYA # ⷁ → $ⷀ $ካዕብ ; # ETHIOPIC SYLLABLE QYU # ⷃ → $ⷀ $ራብዕ ; # ETHIOPIC SYLLABLE QYAA # ⷄ → $ⷀ $ኃምስ ; # ETHIOPIC SYLLABLE QYEE # ⷂ → $ⷀ $ሣልስ ; # ETHIOPIC SYLLABLE QYI # ⷆ → $ⷀ $ሳብዕ ; # ETHIOPIC SYLLABLE QYO # ⷅ → $ⷀ $ሳድስ ; # ETHIOPIC SYLLABLE QYE # ቔ ↔ $ቐ $ኃምስ ; # ETHIOPIC SYLLABLE QHEE ቐ ↔ $ቐ $ግዕዝ ; # ETHIOPIC SYLLABLE QHA ቒ ↔ $ቐ $ሣልስ ; # ETHIOPIC SYLLABLE QHI ቓ ↔ $ቐ $ራብዕ ; # ETHIOPIC SYLLABLE QHAA ቖ ↔ $ቐ $ሳብዕ ; # ETHIOPIC SYLLABLE QHO # ቜ ↔ $ቐ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE QHWEE ቘ ↔ $ቐ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE QHWA ቚ ↔ $ቐ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE QHWI ቛ ↔ $ቐ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE QHWAA ቝ ↔ $ቐ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE QHWE ቝ ← $ቐ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE QHWE ቑ ↔ $ቐ $ካዕብ ; # ETHIOPIC SYLLABLE QHU ቕ}$wordBoundary → $ቐ ; # ETHIOPIC SYLLABLE QHE ቕ ↔ $ቐ $ሳድስ ; # ETHIOPIC SYLLABLE QHE ቕ ← $ቐ ; # ቄ $ጥበቅ ← $ቀ$ቀ $ኃምስ ; | $ቀ $1 $ጥበቅ ← $ቀ$ቀ ($sixForms); ቄ ↔ $ቀ $ኃምስ ; # ETHIOPIC SYLLABLE QEE ቀ ↔ $ቀ $ግዕዝ ; # ETHIOPIC SYLLABLE QA ቂ ↔ $ቀ $ሣልስ ; # ETHIOPIC SYLLABLE QI ቃ ↔ $ቀ $ራብዕ ; # ETHIOPIC SYLLABLE QAA # ቇ → $ቀ $ሳምን ; # ETHIOPIC SYLLABLE QOA ቆ ↔ $ቀ $ሳብዕ ; # ETHIOPIC SYLLABLE QO # ቌ ↔ $ቀ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE QWEE ቈ ↔ $ቀ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE QWA ቊ ↔ $ቀ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE QWI ቋ ↔ $ቀ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE QWAA ቍ ↔ $ቀ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE QWE ቍ ← $ቀ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE QWE ቁ ↔ $ቀ $ካዕብ ; # ETHIOPIC SYLLABLE QU ቅ}$wordBoundary → $ቀ ; # ETHIOPIC SYLLABLE QE ቅ ↔ $ቀ $ሳድስ ; # ETHIOPIC SYLLABLE QE ቅ ← $ቀ ; # ቤ $ጥበቅ ← $በ$በ $ኃምስ ; | $በ $1 $ጥበቅ ← $በ$በ ($sixForms); ቤ ↔ $በ $ኃምስ ; # ETHIOPIC SYLLABLE BEE በ ↔ $በ $ግዕዝ ; # ETHIOPIC SYLLABLE BA ቢ ↔ $በ $ሣልስ ; # ETHIOPIC SYLLABLE BI ባ ↔ $በ $ራብዕ ; # ETHIOPIC SYLLABLE BAA # ⶅ → $በ $ሳምን ; # ETHIOPIC SYLLABLE BOA ቦ ← $በ $ሳብዕ ; # ETHIOPIC SYLLABLE BO # # ᎄ → $በ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE SEBATBEIT BWA # ᎅ → $በ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE BWE # ᎇ → $በ $ዘመደ_ካዕብ ; # ETHIOPIC SYLLABLE BWI ቧ ↔ $በ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE BWA # ᎆ → $በ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE BWEE ቡ ↔ $በ $ካዕብ ; # ETHIOPIC SYLLABLE BU ብ}$wordBoundary → $በ ; # ETHIOPIC SYLLABLE BE ብ ↔ $በ $ሳድስ ; # ETHIOPIC SYLLABLE BE ብ ← $በ ; # ቬ $ጥበቅ ← $ቨ$ቨ $ኃምስ ; | $ቨ $1 $ጥበቅ ← $ቨ$ቨ ($sixForms); ቬ ↔ $ቨ $ኃምስ ; # ETHIOPIC SYLLABLE VEE ቨ ↔ $ቨ $ግዕዝ ; # ETHIOPIC SYLLABLE VA ቯ ↔ $ቨ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE VWA ቩ ↔ $ቨ $ካዕብ ; # ETHIOPIC SYLLABLE VU ቪ ↔ $ቨ $ሣልስ ; # ETHIOPIC SYLLABLE VI ቫ ↔ $ቨ $ራብዕ ; # ETHIOPIC SYLLABLE VAA ቮ ↔ $ቨ $ሳብዕ ; # ETHIOPIC SYLLABLE VO ቭ}$wordBoundary → $ቨ ; # ETHIOPIC SYLLABLE VE ቭ ↔ $ቨ $ሳድስ ; # ETHIOPIC SYLLABLE VE ቭ ← $ቨ ; # ጤ $ጥበቅ ← $ጠ$ጠ $ኃምስ ; | $ጠ $1 $ጥበቅ ← $ጠ$ጠ ($sixForms); ጤ ↔ $ጠ $ኃምስ ; # ETHIOPIC SYLLABLE THEE ጠ ↔ $ጠ $ግዕዝ ; # ETHIOPIC SYLLABLE THA ጧ ↔ $ጠ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE THWA ጡ ↔ $ጠ $ካዕብ ; # ETHIOPIC SYLLABLE THU ጢ ↔ $ጠ $ሣልስ ; # ETHIOPIC SYLLABLE THI ጣ ↔ $ጠ $ራብዕ ; # ETHIOPIC SYLLABLE THAA # ⶏ → $ጠ $ሳምን ; # ETHIOPIC SYLLABLE THOA ጦ ↔ $ጠ $ሳብዕ ; # ETHIOPIC SYLLABLE THO ጥ}$wordBoundary → $ጠ ; # ETHIOPIC SYLLABLE THE ጥ ↔ $ጠ $ሳድስ ; # ETHIOPIC SYLLABLE THE ጥ ← $ጠ ; # # ⶸ → $ጨx $ግዕዝ ; # ETHIOPIC SYLLABLE CCHA # ⶹ → $ጨx $ካዕብ ; # ETHIOPIC SYLLABLE CCHU # ⶼ → $ጨx $ኃምስ ; # ETHIOPIC SYLLABLE CCHEE # ⶺ → $ጨx $ሣልስ ; # ETHIOPIC SYLLABLE CCHI # ⶻ → $ጨx $ራብዕ ; # ETHIOPIC SYLLABLE CCHAA # ⶾ → $ጨx $ሳብዕ ; # ETHIOPIC SYLLABLE CCHO # ⶽ → $ጨx $ሳድስ ; # ETHIOPIC SYLLABLE CCHE # ጬ $ጥበቅ ← $ጨ$ጨ $ኃምስ ; | $ጨ $1 $ጥበቅ ← $ጨ$ጨ ($sixForms); ጬ ↔ $ጨ $ኃምስ ; # ETHIOPIC SYLLABLE CHEE ጨ ↔ $ጨ $ግዕዝ ; # ETHIOPIC SYLLABLE CHA ጯ ↔ $ጨ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE CHWA ጩ ↔ $ጨ $ካዕብ ; # ETHIOPIC SYLLABLE CHU ጪ ↔ $ጨ $ሣልስ ; # ETHIOPIC SYLLABLE CHI ጫ ↔ $ጨ $ራብዕ ; # ETHIOPIC SYLLABLE CHAA # ⶐ → $ጨ $ሳምን ; # ETHIOPIC SYLLABLE CHOA ጮ ↔ $ጨ $ሳብዕ ; # ETHIOPIC SYLLABLE CHO ጭ}$wordBoundary → $ጨ ; # ETHIOPIC SYLLABLE CHE ጭ ↔ $ጨ $ሳድስ ; # ETHIOPIC SYLLABLE CHE ጭ ← $ጨ ; # # ⶨ → $ቸx $ግዕዝ ; # ETHIOPIC SYLLABLE CCA # ⶩ → $ቸx $ካዕብ ; # ETHIOPIC SYLLABLE CCU # ⶬ → $ቸx $ኃምስ ; # ETHIOPIC SYLLABLE CCEE # ⶪ → $ቸx $ሣልስ ; # ETHIOPIC SYLLABLE CCI # ⶫ → $ቸx $ራብዕ ; # ETHIOPIC SYLLABLE CCAA # ⶮ → $ቸx $ሳብዕ ; # ETHIOPIC SYLLABLE CCO # ⶭ → $ቸx $ሳድስ ; # ETHIOPIC SYLLABLE CCE # ቼ $ጥበቅ ← $ቸ$ቸ $ኃምስ ; | $ቸ $1 $ጥበቅ ← $ቸ$ቸ ($sixForms); ቼ ↔ $ቸ $ኃምስ ; # ETHIOPIC SYLLABLE CEE ቸ ↔ $ቸ $ግዕዝ ; # ETHIOPIC SYLLABLE CA ቿ ↔ $ቸ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE CWA ቹ ↔ $ቸ $ካዕብ ; # ETHIOPIC SYLLABLE CU ቺ ↔ $ቸ $ሣልስ ; # ETHIOPIC SYLLABLE CI ቻ ↔ $ቸ $ራብዕ ; # ETHIOPIC SYLLABLE CAA # ⶇ → $ቸ $ሳምን ; # ETHIOPIC SYLLABLE COA ቾ ↔ $ቸ $ሳብዕ ; # ETHIOPIC SYLLABLE CO ች}$wordBoundary → $ቸ ; # ETHIOPIC SYLLABLE CE ች ↔ $ቸ $ሳድስ ; # ETHIOPIC SYLLABLE CE ች ← $ቸ ; # ኄ → $ኀ $ኃምስ ; # ETHIOPIC SYLLABLE XEE ኀ → $ኀ $ግዕዝ ; # ETHIOPIC SYLLABLE XA ኂ → $ኀ $ሣልስ ; # ETHIOPIC SYLLABLE XI ኃ → $ኀ $ራብዕ ; # ETHIOPIC SYLLABLE XAA # ኇ → $ኀ $ሳምን ; # ETHIOPIC SYLLABLE XOA ኆ → $ኀ $ሳብዕ ; # ETHIOPIC SYLLABLE XO # ኌ → $ኀ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE XWEE ኈ → $ኀ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE XWA ኊ → $ኀ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE XWI ኋ → $ኀ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE XWAA ኍ → $ኀ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE XWE ኁ → $ኀ $ካዕብ ; # ETHIOPIC SYLLABLE XU ኅ}$wordBoundary → $ኀ ; # ETHIOPIC SYLLABLE XE ኅ → $ኀ $ሳድስ ; # ETHIOPIC SYLLABLE XE # ጜ $ጥበቅ ← $ጘ$ጘ $ኃምስ ; | $ጘ $1 $ጥበቅ ← $ጘ$ጘ ($sixForms); ጜ ↔ $ጘ $ኃምስ ; # ETHIOPIC SYLLABLE GGEE ጘ ↔ $ጘ $ግዕዝ ; # ETHIOPIC SYLLABLE GGA ጚ ↔ $ጘ $ሣልስ ; # ETHIOPIC SYLLABLE GGI ጛ ↔ $ጘ $ራብዕ ; # ETHIOPIC SYLLABLE GGAA ጞ ↔ $ጘ $ሳብዕ ; # ETHIOPIC SYLLABLE GGO # ⶕ ↔ $ጘ $ዘመደ_ኃምስ; # ETHIOPIC SYLLABLE GGWEE ⶓ ↔ $ጘ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE GGWA ⶔ ↔ $ጘ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE GGWI ጟ ↔ $ጘ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE GGWAA ⶖ ↔ $ጘ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE GGWE ⶖ ← $ጘ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE GGWE ጙ ↔ $ጘ $ካዕብ ; # ETHIOPIC SYLLABLE GGU ጝ}$wordBoundary → $ጘ ; # ETHIOPIC SYLLABLE GGE ጝ ↔ $ጘ $ሳድስ ; # ETHIOPIC SYLLABLE GGE ጝ ← $ጘ ; # # ኜ → $ኘ $ኃምስ ; # ETHIOPIC SYLLABLE NYEE # ኘ → $ኘ $ግዕዝ ; # ETHIOPIC SYLLABLE NYA # ኟ → $ኘ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE NYWA # ኙ → $ኘ $ካዕብ ; # ETHIOPIC SYLLABLE NYU # ኚ → $ኘ $ሣልስ ; # ETHIOPIC SYLLABLE NYI # ኛ → $ኘ $ራብዕ ; # ETHIOPIC SYLLABLE NYAA # ⶉ → $ኘ $ሳምን ; # ETHIOPIC SYLLABLE NYOA # ኞ → $ኘ $ሳብዕ ; # ETHIOPIC SYLLABLE NYO # ኝ}$wordBoundary → $ኘ ; # ETHIOPIC SYLLABLE NYE # ኝ → $ኘ $ሳድስ ; # ETHIOPIC SYLLABLE NYE # ኝ ← $ኘ ; # ኔ $ጥበቅ ← $ነ$ነ $ኃምስ ; | $ነ $1 $ጥበቅ ← $ነ$ነ ($sixForms); ኔ ↔ $ነ $ኃምስ ; # ETHIOPIC SYLLABLE NEE ነ ↔ $ነ $ግዕዝ ; # ETHIOPIC SYLLABLE NA ኗ ↔ $ነ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE NWA ኑ ↔ $ነ $ካዕብ ; # ETHIOPIC SYLLABLE NU ኒ ↔ $ነ $ሣልስ ; # ETHIOPIC SYLLABLE NI ና ↔ $ነ $ራብዕ ; # ETHIOPIC SYLLABLE NAA # ⶈ → $ነ $ሳምን ; # ETHIOPIC SYLLABLE NOA ኖ ↔ $ነ $ሳብዕ ; # ETHIOPIC SYLLABLE NO ን}$wordBoundary → $ነ ; # ETHIOPIC SYLLABLE NE ን ↔ $ነ $ሳድስ ; # ETHIOPIC SYLLABLE NE ን ← $ነ ; # # ⷐ ← $ኸy $ግዕዝ ; # ETHIOPIC SYLLABLE XYA # ⷑ ← $ኸy $ካዕብ ; # ETHIOPIC SYLLABLE XYU # ⷔ ← $ኸy $ኃምስ ; # ETHIOPIC SYLLABLE XYEE # ⷒ ← $ኸy $ሣልስ ; # ETHIOPIC SYLLABLE XYI # ⷓ ← $ኸy $ራብዕ ; # ETHIOPIC SYLLABLE XYAA # ⷖ ← $ኸy $ሳብዕ ; # ETHIOPIC SYLLABLE XYO # ⷕ ← $ኸy $ሳድስ ; # ETHIOPIC SYLLABLE XYE # ኼ $ጥበቅ ← $ኸ$ኸ $ኃምስ ; | $ኸ $1 $ጥበቅ ← $ኸ$ኸ ($sixForms); ኼ ↔ $ኸ $ኃምስ ; # ETHIOPIC SYLLABLE KXEE ኸ ↔ $ኸ $ግዕዝ ; # ETHIOPIC SYLLABLE KXA ኺ ↔ $ኸ $ሣልስ ; # ETHIOPIC SYLLABLE KXI ኻ ↔ $ኸ $ራብዕ ; # ETHIOPIC SYLLABLE KXAA ኾ ↔ $ኸ $ሳብዕ ; # ETHIOPIC SYLLABLE KXO # ዄ ↔ $ኸ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE KXWEE ዀ ↔ $ኸ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE KXWA ዂ ↔ $ኸ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE KXWI ዃ ↔ $ኸ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE KXWAA ዅ ↔ $ኸ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE KXWE ዅ ← $ኸ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE KXWE ኹ ↔ $ኸ $ካዕብ ; # ETHIOPIC SYLLABLE KXU ኽ}$wordBoundary → $ኸ ; # ETHIOPIC SYLLABLE KXE ኽ ↔ $ኸ $ሳድስ ; # ETHIOPIC SYLLABLE KXE ኽ ← $ኸ ; # # ⷈ ← $ከy $ግዕዝ ; # ETHIOPIC SYLLABLE KYA # ⷉ ← $ከy $ካዕብ ; # ETHIOPIC SYLLABLE KYU # ⷌ ← $ከy $ኃምስ ; # ETHIOPIC SYLLABLE KYEE # ⷊ ← $ከy $ሣልስ ; # ETHIOPIC SYLLABLE KYI # ⷋ ← $ከy $ራብዕ ; # ETHIOPIC SYLLABLE KYAA # ⷎ ← $ከy $ሳብዕ ; # ETHIOPIC SYLLABLE KYO # ⷍ ← $ከy $ሳድስ ; # ETHIOPIC SYLLABLE KYE # ኬ $ጥበቅ ← $ከ$ከ $ኃምስ ; | $ከ $1 $ጥበቅ ← $ከ$ከ ($sixForms); ኬ ↔ $ከ $ኃምስ ; # ETHIOPIC SYLLABLE KEE ከ ↔ $ከ $ግዕዝ ; # ETHIOPIC SYLLABLE KA ኪ ↔ $ከ $ሣልስ ; # ETHIOPIC SYLLABLE KI ካ ↔ $ከ $ራብዕ ; # ETHIOPIC SYLLABLE KAA # ኯ → $ከ $ሳምን ; # ETHIOPIC SYLLABLE KOA ኮ ↔ $ከ $ሳብዕ ; # ETHIOPIC SYLLABLE KO # ኴ ↔ $ከ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE KWEE ኰ ↔ $ከ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE KWA ኲ ↔ $ከ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE KWI ኳ ↔ $ከ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE KWAA ኵ ↔ $ከ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE KWE ኵ ← $ከ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE KWE ኩ ↔ $ከ $ካዕብ ; # ETHIOPIC SYLLABLE KU ክ}$wordBoundary → $ከ ; # ETHIOPIC SYLLABLE KE ክ ↔ $ከ $ሳድስ ; # ETHIOPIC SYLLABLE KE ክ ← $ከ ; # ዔ ↔ $ዐ $ኃምስ ; # ETHIOPIC SYLLABLE PHARYNGEAL EE ዐ ↔ $ዐ $ግዕዝ ; # ETHIOPIC SYLLABLE PHARYNGEAL A ዑ ↔ $ዐ $ካዕብ ; # ETHIOPIC SYLLABLE PHARYNGEAL U ዓ ↔ $ዐ $ራብዕ; # ETHIOPIC SYLLABLE PHARYNGEAL AA ዒ ↔ $ዐ $ሣልስ; # ETHIOPIC SYLLABLE PHARYNGEAL I ዖ ↔ $ዐ $ሳብዕ ; # ETHIOPIC SYLLABLE PHARYNGEAL O ዕ ↔ $ዐ $ሳድስ ; # ETHIOPIC SYLLABLE PHARYNGEAL E ዕ ← $ዐ ; # # ⶰ → $ዠx $ግዕዝ ; # ETHIOPIC SYLLABLE ZZA # ⶱ → $ዠx $ካዕብ ; # ETHIOPIC SYLLABLE ZZU # ⶴ → $ዠx $ኃምስ ; # ETHIOPIC SYLLABLE ZZEE # ⶲ → $ዠx $ሣልስ ; # ETHIOPIC SYLLABLE ZZI # ⶳ → $ዠx $ራብዕ ; # ETHIOPIC SYLLABLE ZZAA # ⶶ → $ዠx $ሳብዕ ; # ETHIOP ;IC SYLLABLE ZZO # ⶵ → $ዠx $ሳድስ ; # ETHIOPIC SYLLABLE ZZE # # ዠ → $ዠ $ግዕዝ ; # ETHIOPIC SYLLABLE ZHA # ዧ → $ዠ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE ZHWA # ዡ → $ዠ $ካዕብ ; # ETHIOPIC SYLLABLE ZHU # ዤ → $ዠ $ኃምስ ; # ETHIOPIC SYLLABLE ZHEE # ዢ → $ዠ $ሣልስ ; # ETHIOPIC SYLLABLE ZHI # ዣ → $ዠ $ራብዕ ; # ETHIOPIC SYLLABLE ZHAA # ዦ → $ዠ $ሳብዕ ; # ETHIOPIC SYLLABLE ZHO # ዥ → $ዠ $ሳድስ ; # ETHIOPIC SYLLABLE ZHE # ዜ $ጥበቅ ← $ዘ$ዘ $ኃምስ ; | $ዘ $1 $ጥበቅ ← $ዘ$ዘ ($sixForms); ዜ ↔ $ዘ $ኃምስ ; # ETHIOPIC SYLLABLE ZEE ዘ ↔ $ዘ $ግዕዝ ; # ETHIOPIC SYLLABLE ZA ዟ ↔ $ዘ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE ZWA ዙ ↔ $ዘ $ካዕብ ; # ETHIOPIC SYLLABLE ZU ዚ ↔ $ዘ $ሣልስ ; # ETHIOPIC SYLLABLE ZI ዛ ↔ $ዘ $ራብዕ ; # ETHIOPIC SYLLABLE ZAA # ⶋ → $ዘ $ሳምን ; # ETHIOPIC SYLLABLE ZHOA ዞ ↔ $ዘ $ሳብዕ ; # ETHIOPIC SYLLABLE ZO ዝ}$wordBoundary → $ዘ; # ETHIOPIC SYLLABLE ZE ዝ ↔ $ዘ $ሳድስ ; # ETHIOPIC SYLLABLE ZE ዝ ← $ዘ ; # ዬ $ጥበቅ ← $የ$የ $ኃምስ ; | $የ $1 $ጥበቅ ← $የ$የ ($sixForms); ዬ ↔ $የ $ኃምስ ; # ETHIOPIC SYLLABLE YEE የ ↔ $የ $ግዕዝ ; # ETHIOPIC SYLLABLE YA ዩ ↔ $የ $ካዕብ ; # ETHIOPIC SYLLABLE YU ዪ ↔ $የ $ሣልስ ; # ETHIOPIC SYLLABLE YI ያ ↔ $የ $ራብዕ ; # ETHIOPIC SYLLABLE YAA # ዯ → $የ $ሳምን ; # ETHIOPIC SYLLABLE YOA ዮ ↔ $የ $ሳብዕ ; # ETHIOPIC SYLLABLE YO ይ}$wordBoundary → $የ ; # ETHIOPIC SYLLABLE YE ይ ↔ $የ $ሳድስ ; # ETHIOPIC SYLLABLE YE ይ ← $የ ; # # ዸ → $ዸ $ግዕዝ ; # ETHIOPIC SYLLABLE DDA # ዿ → $ዸ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE DDWA # ዹ → $ዸ $ካዕብ ; # ETHIOPIC SYLLABLE DDU # ዼ → $ዸ $ኃምስ ; # ETHIOPIC SYLLABLE DDEE # ዺ → $ዸ $ሣልስ ; # ETHIOPIC SYLLABLE DDI # ዻ → $ዸ $ራብዕ ; # ETHIOPIC SYLLABLE DDAA # ⶍ → $ዸ $ሳምን ; # ETHIOPIC SYLLABLE DDOA # ዾ → $ዸ $ሳብዕ ; # ETHIOPIC SYLLABLE DDO # ዽ → $ዸ $ሳድስ ; # ETHIOPIC SYLLABLE DDE # ዴ $ጥበቅ ← $ደ$ደ $ኃምስ ; | $ደ $1 $ጥበቅ ← $ደ$ደ ($sixForms); ዴ ↔ $ደ $ኃምስ ; # ETHIOPIC SYLLABLE DEE ደ ↔ $ደ $ግዕዝ ; # ETHIOPIC SYLLABLE DA ዷ ↔ $ደ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE DWA ዱ ↔ $ደ $ካዕብ ; # ETHIOPIC SYLLABLE DU ዲ ↔ $ደ $ሣልስ ; # ETHIOPIC SYLLABLE DI ዳ ↔ $ደ $ራብዕ ; # ETHIOPIC SYLLABLE DAA # ⶌ → $ደ $ሳምን ; # ETHIOPIC SYLLABLE DOA ዶ ↔ $ደ $ሳብዕ ; # ETHIOPIC SYLLABLE DO ድ}$wordBoundary → $ደ ; # ETHIOPIC SYLLABLE DE ድ ↔ $ደ $ሳድስ ; # ETHIOPIC SYLLABLE DE ድ ← $ደ ; # ጄ $ጥበቅ ← $ጀ$ጀ $ኃምስ ; | $ጀ $1 $ጥበቅ ← $ጀ$ጀ ($sixForms); ጄ ↔ $ጀ $ኃምስ ; # ETHIOPIC SYLLABLE JEE ጀ ↔ $ጀ $ግዕዝ ; # ETHIOPIC SYLLABLE JA ጇ ↔ $ጀ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE JWA ጁ ↔ $ጀ $ካዕብ ; # ETHIOPIC SYLLABLE JU ጂ ↔ $ጀ $ሣልስ ; # ETHIOPIC SYLLABLE JI ጃ ↔ $ጀ $ራብዕ ; # ETHIOPIC SYLLABLE JAA # ⶎ → $ጀ $ሳምን ; # ETHIOPIC SYLLABLE JOA ጆ ↔ $ጀ $ሳብዕ ; # ETHIOPIC SYLLABLE JO ጅ}$wordBoundary → $ጀ ; # ETHIOPIC SYLLABLE JE ጅ ↔ $ጀ $ሳድስ ; # ETHIOPIC SYLLABLE JE ጅ ← $ጀ ; # # ⷘ → $ገy $ግዕዝ ; # ETHIOPIC SYLLABLE GYA # ⷙ → $ገy $ካዕብ ; # ETHIOPIC SYLLABLE GYU # ⷜ → $ገy $ኃምስ ; # ETHIOPIC SYLLABLE GYEE # ⷚ → $ገy $ሣልስ ; # ETHIOPIC SYLLABLE GYI # ⷛ → $ገy $ራብዕ ; # ETHIOPIC SYLLABLE GYAA # ⷞ → $ገy $ሳብዕ ; # ETHIOPIC SYLLABLE GYO # ⷝ → $ገy $ሳድስ ; # ETHIOPIC SYLLABLE GYE # ጌ $ጥበቅ ← $ገ$ገ $ኃምስ ; | $ገ $1 $ጥበቅ ← $ገ$ገ ($sixForms); ጌ ↔ $ገ $ኃምስ ; # ETHIOPIC SYLLABLE GEE ገ ↔ $ገ $ግዕዝ ; # ETHIOPIC SYLLABLE GA ጊ ↔ $ገ $ሣልስ ; # ETHIOPIC SYLLABLE GI ጋ ↔ $ገ $ራብዕ ; # ETHIOPIC SYLLABLE GAA # ጏ → $ገ $ሳምን ; # ETHIOPIC SYLLABLE GOA ጎ ↔ $ገ $ሳብዕ ; # ETHIOPIC SYLLABLE GO # ጔ ↔ $ገ $ዘመደ_ኃምስ; # ETHIOPIC SYLLABLE GWEE ጐ ↔ $ገ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE GWA ጒ ↔ $ገ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE GWI ጓ ↔ $ገ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE GWAA ጕ ↔ $ገ $ዘመደ_ሳድስ ; # ETHIOPIC SYLLABLE GWE ጕ ← $ገ $ዘመደ_ሳድስ_w ; # ETHIOPIC SYLLABLE GWE ጉ ↔ $ገ $ካዕብ ; # ETHIOPIC SYLLABLE GU ግ}$wordBoundary → $ገ ; # ETHIOPIC SYLLABLE GE ግ ↔ $ገ $ሳድስ ; # ETHIOPIC SYLLABLE GE ግ ← $ገ ; # ጴ $ጥበቅ ← $ጰ$ጰ $ኃምስ ; | $ጰ $1 $ጥበቅ ← $ጰ$ጰ ($sixForms); ጴ ↔ $ጰ $ኃምስ ; # ETHIOPIC SYLLABLE PHEE ጰ ↔ $ጰ $ግዕዝ ; # ETHIOPIC SYLLABLE PHA ጷ ↔ $ጰ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE PHWA ጱ ↔ $ጰ $ካዕብ ; # ETHIOPIC SYLLABLE PHU ጲ ↔ $ጰ $ሣልስ ; # ETHIOPIC SYLLABLE PHI ጳ ↔ $ጰ $ራብዕ ; # ETHIOPIC SYLLABLE PHAA # ⶑ → $ጰ $ሳምን ; # ETHIOPIC SYLLABLE PHOA ጵ}$wordBoundary → $ጰ ; # ETHIOPIC SYLLABLE PHE ጶ ↔ $ጰ $ሳብዕ ; # ETHIOPIC SYLLABLE PHO ጵ ↔ $ጰ $ሳድስ ; # ETHIOPIC SYLLABLE PHE # ፀ → $ፀ $ግዕዝ ; # ETHIOPIC SYLLABLE TZA ፁ → $ፀ $ካዕብ ; # ETHIOPIC SYLLABLE TZU ፄ → $ፀ $ኃምስ ; # ETHIOPIC SYLLABLE TZEE ፂ → $ፀ $ሣልስ ; # ETHIOPIC SYLLABLE TZI ፃ → $ፀ $ራብዕ ; # ETHIOPIC SYLLABLE TZAA # ፇ → $ፀ $ሳምን ; # ETHIOPIC SYLLABLE TZOA ፆ → $ፀ $ሳብዕ ; # ETHIOPIC SYLLABLE TZO ፅ}$wordBoundary → $ፀ ; # ETHIOPIC SYLLABLE TZE ፅ → $ፀ $ሳድስ ; # ETHIOPIC SYLLABLE TZE # ጼ $ጥበቅ ← $ጸ$ጸ $ኃምስ ; | $ጸ $1 $ጥበቅ ← $ጸ$ጸ ($sixForms); ጼ ↔ $ጸ $ኃምስ ; # ETHIOPIC SYLLABLE TSEE ጸ ↔ $ጸ $ግዕዝ ; # ETHIOPIC SYLLABLE TSA ጿ ↔ $ጸ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE TSWA ጹ ↔ $ጸ $ካዕብ ; # ETHIOPIC SYLLABLE TSU ጺ ↔ $ጸ $ሣልስ ; # ETHIOPIC SYLLABLE TSI ጻ ↔ $ጸ $ራብዕ ; # ETHIOPIC SYLLABLE TSAA ጾ ↔ $ጸ $ሳብዕ ; # ETHIOPIC SYLLABLE TSO ጽ}$wordBoundary → $ጸ ; # ETHIOPIC SYLLABLE TSE ጽ ↔ $ጸ $ሳድስ ; # ETHIOPIC SYLLABLE TSE ጽ ← $ጸ ; # ፌ $ጥበቅ ← $ፈ$ፈ $ኃምስ ; | $ፈ $1 $ጥበቅ ← $ፈ$ፈ ($sixForms); ፌ ↔ $ፈ $ኃምስ ; # ETHIOPIC SYLLABLE FEE ፈ ↔ $ፈ $ግዕዝ ; # ETHIOPIC SYLLABLE FA ፊ ↔ $ፈ $ሣልስ ; # ETHIOPIC SYLLABLE FI ፋ ↔ $ፈ $ራብዕ ; # ETHIOPIC SYLLABLE FAA ፎ ↔ $ፈ $ሳብዕ ; # ETHIOPIC SYLLABLE FO # # ᎈ → $ፈ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE SEBATBEIT FWA # ᎋ → $ፈ $ዘመደ_ካዕብ ; # ETHIOPIC SYLLABLE FWE # ᎉ → $ፈ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE FWI ፏ ↔ $ፈ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE FWA # ᎊ → $ፈ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE FWEE ፉ ↔ $ፈ $ካዕብ ; # ETHIOPIC SYLLABLE FU ፍ}$wordBoundary → $ፈ ; # ETHIOPIC SYLLABLE FE ፍ ↔ $ፈ $ሳድስ ; # ETHIOPIC SYLLABLE FE ፍ ← $ፈ ; # ፔ → $ፐ $ኃምስ ; # ETHIOPIC SYLLABLE PEE ፐ → $ፐ $ግዕዝ ; # ETHIOPIC SYLLABLE PA ፒ → $ፐ $ሣልስ ; # ETHIOPIC SYLLABLE PI ፓ → $ፐ $ራብዕ ; # ETHIOPIC SYLLABLE PAA # ⶒ → $ፐ $ሳምን ; # ETHIOPIC SYLLABLE POA ፖ → $ፐ $ሳብዕ ; # ETHIOPIC SYLLABLE PO # # ᎌ → $ፐ $ዘመደ_ግዕዝ ; # ETHIOPIC SYLLABLE SEBATBEIT PWA # ᎏ → $ፐ $ዘመደ_ካዕብ ; # ETHIOPIC SYLLABLE PWE # ᎍ → $ፐ $ዘመደ_ሣልስ ; # ETHIOPIC SYLLABLE PWI ፗ → $ፐ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE PWA # ᎎ → $ፐ $ዘመደ_ኃምስ ; # ETHIOPIC SYLLABLE PWEE ፑ → $ፐ $ካዕብ ; # ETHIOPIC SYLLABLE PU ፕ}$wordBoundary → $ፐ ; # ETHIOPIC SYLLABLE PE ፕ → $ፐ $ሳድስ ; # ETHIOPIC SYLLABLE PE ፕ ← $ፐ ; # ቴ $ጥበቅ ← $ተ$ተ $ኃምስ ; | $ተ $1 $ጥበቅ ← $ተ$ተ ($sixForms); ቴ ↔ $ተ $ኃምስ ; # ETHIOPIC SYLLABLE TEE ተ ↔ $ተ $ግዕዝ ; # ETHIOPIC SYLLABLE TA ቷ ↔ $ተ $ዘመደ_ራብዕ ; # ETHIOPIC SYLLABLE TWA ቱ ↔ $ተ $ካዕብ ; # ETHIOPIC SYLLABLE TU ታ ↔ $ተ $ራብዕ ; # ETHIOPIC SYLLABLE TAA ቲ ↔ $ተ $ሣልስ ; # ETHIOPIC SYLLABLE TI # ⶆ → $ተ $ሳምን ; # ETHIOPIC SYLLABLE TOA ቶ ↔ $ተ $ሳብዕ ; # ETHIOPIC SYLLABLE TO ት}$wordBoundary → $ተ ; # ETHIOPIC SYLLABLE TE ት ↔ $ተ $ሳድስ ; # ETHIOPIC SYLLABLE TE ት ← $ተ ; # ሄ $ጥበቅ ← $ሀ$ሀ $ኃምስ ; | $ሀ $1 $ጥበቅ ← $ሀ$ሀ ($sixForms); ሄ ↔ $ሀ $ኃምስ ; # ETHIOPIC SYLLABLE HEE ሀ ↔ $ሀ $ግዕዝ ; # ETHIOPIC SYLLABLE HA ሁ ↔ $ሀ $ካዕብ ; # ETHIOPIC SYLLABLE HU ሃ ↔ $ሀ $ራብዕ ; # ETHIOPIC SYLLABLE HAA ሂ ↔ $ሀ $ሣልስ ; # ETHIOPIC SYLLABLE HI # ሇ → $ሀ $ሳምን ; # ETHIOPIC SYLLABLE HOA ሆ ↔ $ሀ $ሳብዕ ; # ETHIOPIC SYLLABLE HO ህ}$wordBoundary → $ሀ ; # ETHIOPIC SYLLABLE HE ህ ↔ $ሀ $ሳድስ ; # ETHIOPIC SYLLABLE HE ህ ← $ሀ ; # ዌ $ጥበቅ ← $ወ$ወ $ኃምስ ; | $ወ $1 $ጥበቅ ← $ወ$ወ ($sixForms); ዌ ↔ $ወ $ኃምስ ; # ETHIOPIC SYLLABLE WEE ወ ↔ $ወ $ግዕዝ ; # ETHIOPIC SYLLABLE WA ዉ ↔ $ወ $ካዕብ ; # ETHIOPIC SYLLABLE WU ዊ ↔ $ወ $ሣልስ ; # ETHIOPIC SYLLABLE WI ዋ ↔ $ወ $ራብዕ ; # ETHIOPIC SYLLABLE WAA # ዏ → $ወ $ሳምን ; # ETHIOPIC SYLLABLE WOA ዎ ↔ $ወ $ሳብዕ ; # ETHIOPIC SYLLABLE WO ው}$wordBoundary → $ወ ; # ETHIOPIC SYLLABLE WE ው ↔ $ወ $ሳድስ ; # ETHIOPIC SYLLABLE WE ው ← $ወ ; # # $wordBoundary{ኣ → $ኣ ; # ETHIOPIC SYLLABLE GLOTTAL AA # $wordBoundary{ኧ → $ኧ ; # ETHIOPIC SYLLABLE GLOTTAL WA $wordBoundary{አ → $አ ; # ETHIOPIC SYLLABLE GLOTTAL A $wordBoundary{ኡ → $ኡ ; # ETHIOPIC SYLLABLE GLOTTAL U $wordBoundary{ኤ → $ኤ ; # ETHIOPIC SYLLABLE GLOTTAL EE $wordBoundary{ኢ → $ኢ ; # ETHIOPIC SYLLABLE GLOTTAL I $wordBoundary{እ → $እ ; # ETHIOPIC SYLLABLE GLOTTAL E # $wordBoundary{ⶊ → $ኦa ; # ETHIOPIC SYLLABLE GLOTTAL OA $wordBoundary{ኦ → $ኦ ; # ETHIOPIC SYLLABLE GLOTTAL O # ኤ ↔ $ኤ ; # ETHIOPIC SYLLABLE GLOTTAL EE ኣ ↔ $ኣ ; # ETHIOPIC SYLLABLE GLOTTAL AA # ኧ → $glottal $ኧ ; # ETHIOPIC SYLLABLE GLOTTAL WA አ ↔ $አ ; # ETHIOPIC SYLLABLE GLOTTAL A ኡ ↔ $ኡ ; # ETHIOPIC SYLLABLE GLOTTAL U ኢ ↔ $ኢ ; # ETHIOPIC SYLLABLE GLOTTAL I እ ↔ $እ ; # ETHIOPIC SYLLABLE GLOTTAL E # ⶊ → $glottal $ኦa ; # ETHIOPIC SYLLABLE GLOTTAL OA ኦ ↔ $ኦ ; # ETHIOPIC SYLLABLE GLOTTAL O # ######################################################################## # Start of Numeric Transformations ######################################################################## ፼ → 10000 ; # ETHIOPIC NUMBER TEN THOUSAND ፲፻ → 1000 ; # One Thousand ፻ → 100 ; # ETHIOPIC NUMBER HUNDRED ፲ → 10 ; # ETHIOPIC NUMBER TEN ፳ → 20 ; # ETHIOPIC NUMBER TWENTY ፴ → 30 ; # ETHIOPIC NUMBER THIRTY ፵ → 40 ; # ETHIOPIC NUMBER FORTY ፶ → 50 ; # ETHIOPIC NUMBER FIFTY ፷ → 60 ; # ETHIOPIC NUMBER SIXTY ፸ → 70 ; # ETHIOPIC NUMBER SEVENTY ፹ → 80 ; # ETHIOPIC NUMBER EIGHTY ፺ → 90 ; # ETHIOPIC NUMBER NINETY ፩ → 1 ; # ETHIOPIC DIGIT ONE ፪ → 2 ; # ETHIOPIC DIGIT TWO ፫ → 3 ; # ETHIOPIC DIGIT THREE ፬ → 4 ; # ETHIOPIC DIGIT FOUR ፭ → 5 ; # ETHIOPIC DIGIT FIVE ፮ → 6 ; # ETHIOPIC DIGIT SIX ፯ → 7 ; # ETHIOPIC DIGIT SEVEN ፰ → 8 ; # ETHIOPIC DIGIT EIGHT ፱ → 9 ; # ETHIOPIC DIGIT NINE ######################################################################## # Start of Punctuation Transformations ######################################################################## # I'm not sure why these next two rules are needed. Altogether the dot sequence rules fail # in a sequence of 6 and 11 dots, and continuing in cycles of 5 or 6. …\.\. ← \.\.\.\.\. ; …\. ← \.\.\.\. ; … ← \.\.\. ; # Convert to dot to dot if dot is followed by a number, ellipsis, or another dot. \. $1 ← \.([0-9….]) ; # Convert to Ethiopic Fullstop if dot is not followed by a number or another dot. ። $1 ↔ \.([^0-9.]) ; \, $1 ← \,([0-9]) ; # ፣ $1 ↔ \,([^0-9]) ; ፤ ↔ \; ; ፦ ↔ \:\- ; # ፥ ↔ \: ; # ፨ → "#" ; # ፠ → \+ ; ፧ → \? ; ፡ $1 ↔ \,([^0-9]) ; ::Null ; $1 $ጥበቅ ← $ጥበቅ ([ሀ-ፖ]) ; ######################################################################## # Inverse Fiter : Latin-Ethiopic ######################################################################## # :: (lower); :: ([-!\u0023',.:<>?`0-9A-Za-zéñÉÑ]) ; # lowercase target before applying forward rules # :: [:Latin:] lower (); # ######################################################################## ]]></tRule> </transform> </transforms> </supplementalData>