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Cambridge Bayr. sX America/Reginar/ }r0 j
X Reginar1 sX America/Winnipegr2 }r3 j
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X Rainy Riverr: sX America/Rankin_Inletr; }r< j
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X Atikokanr@ sX America/Thunder_BayrA }rB j
X Thunder BayrC sX America/NipigonrD }rE j
X NipigonrF sX America/TorontorG }rH j
X TorontorI sX America/IqaluitrJ }rK j
X IqaluitrL sX America/PangnirtungrM }rN j
X PangniqtuuqrO sX America/MonctonrP }rQ j
X MonctonrR sX America/HalifaxrS }rT j
X HalifaxrU sX America/Goose_BayrV }rW j
X Goose BayrX sX America/Glace_BayrY }rZ j
X Glasbaidhr[ sX America/Blanc-Sablonr\ }r] j
X Blanc-Sablonr^ sX America/St_Johnsr_ }r` j
X St. Johnâsra sX Indian/Cocosrb }rc j
X Cocosrd sX Africa/Kinshasare }rf j
X Kinshasarg sX Africa/Lubumbashirh }ri j
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Lubumbashirj sX
Africa/Banguirk }rl j
X Banguirm sX Africa/Brazzavillern }ro j
X Brazzavillerp sX
Europe/Zurichrq }rr j
X Zürichrs sX Africa/Abidjanrt }ru j
X Abidjanrv sX Pacific/Rarotongarw }rx j
X Rarotongary sX Pacific/Easterrz }r{ j
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X Santiagor sX
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X Shanghair sX America/Bogotar }r j
X Bogotár sX America/Costa_Ricar }r j
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X Havanar sX Atlantic/Cape_Verder }r j
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An Ceap Uainer sX America/Curacaor }r j
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X Nollaigr sX Asia/Nicosiar }r j
X Nicosiar sX Asia/Famagustar¡ }r¢ j
X Famagustar£ sX
Europe/Praguer¤ }r¥ j
X Prà gr¦ sX Europe/Busingenr§ }r¨ j
X Busingenr© sX
Europe/Berlinrª }r« j
X Berlinr¬ sX Africa/Djiboutir }r® j
X Diobùtaidhr¯ sX Europe/Copenhagenr° }r± j
X Beirbhr² sX America/Dominicar³ }r´ j
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Doiminicearµ sX America/Santo_Domingor¶ }r· j
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Santo Domingor¸ sX Africa/Algiersr¹ }rº j
X Algiersr» sX Pacific/Galapagosr¼ }r½ j
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Galápagosr¾ sX America/Guayaquilr¿ }rÀ j
X GuayaquilrÁ sX Europe/Tallinnr }rà j
X TallinnrÄ sX Africa/CairorÅ }rÆ j
X CairorÇ sX Africa/El_AaiunrÈ }rÉ j
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Africa/AsmerarË }rÌ j
X Asmarà rÍ sX Atlantic/CanaryrÎ }rÏ j
X Na h-Eileanan Canà rachrÐ sX Africa/CeutarÑ }rÒ j
X CeutarÓ sX
Europe/MadridrÔ }rÕ j
X MadridrÖ sX Africa/Addis_Ababar× }rØ j
X Addis AbäbarÙ sX Europe/HelsinkirÚ }rÛ j
X HelsinkirÜ sX Pacific/FijirÝ }rÞ j
X Fìdirß sX Atlantic/Stanleyrà }rá j
X Stanleyrâ sX Pacific/Trukrã }rä j
X Chuukrå sX Pacific/Ponaperæ }rç j
X Pohnpeirè sX Pacific/Kosraeré }rê j
X Kosraerë sX Atlantic/Faeroerì }rí j
X FÃ rorî sX Europe/Parisrï }rð j
X Parasrñ sX Africa/Librevillerò }ró j
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X Cayenner sX Europe/Guernseyr }r j
X Geà rnsaidhr sX Africa/Accrar }r
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X Qaanaaqr sX America/Godthabr }r j
X Nuukr sX America/Scoresbysundr }r j
X Ittoqqortoormiitr sX America/Danmarkshavnr }r j
X Danmarkshavnr sX
Africa/Banjulr }r j
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X Conakryr sX America/Guadelouper! }r" j
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Africa/Malabor$ }r% j
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X Bissaur5 sX America/Guyanar6 }r7 j
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X Hong Kongr; sX America/Tegucigalpar< }r= j
X Tegucigalpar> sX
Europe/Zagrebr? }r@ j
X ZagrebrA sX America/Port-au-PrincerB }rC j
X Port-au-PrincerD sX Europe/BudapestrE }rF j
X BudapestrG sX Asia/JakartarH }rI j
X JakartarJ sX Asia/PontianakrK }rL j
X PontianakrM sX
Asia/MakassarrN }rO j
X MakassarrP sX
Asia/JayapurarQ }rR j
X JayapurarS sX
Europe/DublinrT }rU (j
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Asia/Calcuttara }rb j
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X BaghdÄdri sX Asia/Tehranrj }rk j
X TehrÄnrl sX Atlantic/Reykjavikrm }rn j
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ReykjavÃkro sX Europe/Romerp }rq j
X An Ròimhrr sX
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Phnom Penhr sX Pacific/Enderburyr }r j
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Kiritimatir sX Pacific/Tarawar }r j
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Indian/Comoror }r j
X Comoror sX America/St_Kittsr }r j
X Naomh Crìsteanr sX Asia/Pyongyangr }r j
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Asia/Seoulr }r j
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X Cuibhèitr sX America/Caymanr }r¡ j
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Asia/Aqtaur£ }r¤ j
X Aqtaur¥ sX Asia/Oralr¦ }r§ j
X Oralr¨ sX Asia/Atyraur© }rª j
X Atyraur« sX Asia/Aqtober¬ }r j
X Aqtöber® sX
Asia/Qostanayr¯ }r° j
X Qostanaır± sX Asia/Qyzylordar² }r³ j
X Qızılordar´ sX Asia/Almatyrµ }r¶ j
X Almatyr· sX Asia/Vientianer¸ }r¹ j
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Viang Chanrº sX Asia/Beirutr» }r¼ j
X Beirutr½ sX America/St_Luciar¾ }r¿ j
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Naomh LùisearÀ sX Europe/VaduzrÁ }r j
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X ColomborÆ sX Africa/MonroviarÇ }rÈ j
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Africa/MaserurÊ }rË j
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X VilniusrÏ sX Europe/LuxembourgrÐ }rÑ j
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LugsamburgrÒ sX Europe/RigarÓ }rÔ j
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CasablancarÛ sX
Europe/MonacorÜ }rÝ j
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ChiÈinÄurá sX Europe/Podgoricarâ }rã j
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X Marigotrç sX Indian/Antananarivorè }ré j
X Antananarivorê sX Pacific/Kwajaleinrë }rì j
X Kwajaleinrí sX Pacific/Majurorî }rï j
X Majurorð sX
Europe/Skopjerñ }rò j
X Skopjeró sX
Africa/Bamakorô }rõ j
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X Irkutskré
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X Magadanrþ
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X Kamchatkar sX Asia/Anadyrr }r j
X Anadyrr sX
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X Kigalir
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X Riyadhr
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X Guadalcanalr sX Indian/Maher }r j
X Mahér sX Africa/Khartoumr }r j
X Khartoumr sX Europe/Stockholmr }r j
X Stockholmr sX Asia/Singaporer }r j
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Singeapòrr sX Atlantic/St_Helenar }r j
X Eilean Naomh Eilidhr sX Europe/Ljubljanar }r! j
X Ljubljanar" sX Arctic/Longyearbyenr# }r$ j
X Longyearbyenr% sX Europe/Bratislavar& }r' j
X
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X Freetownr+ sX Europe/San_Marinor, }r- j
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X Dakarr1 sX Africa/Mogadishur2 }r3 j
X Mogadishur4 sX America/Paramaribor5 }r6 j
X
Paramaribor7 sX Africa/Jubar8 }r9 j
X Jubar: sX Africa/Sao_Tomer; }r< j
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X DamascusrF sX Africa/MbabanerG }rH j
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An Turc MhòrrL sX Africa/NdjamenarM }rN j
X NâDjaménarO sX Indian/KerguelenrP }rQ j
X KergelennrR sX Africa/LomerS }rT j
X LomérU sX Asia/BangkokrV }rW j
X BangkokrX sX
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X Fakaofor^ sX Asia/Dilir_ }r` j
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X AÅgabatrd sX Africa/Tunisre }rf j
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X Istanbulrm sX America/Port_of_Spainrn }ro j
X Port na Spà innerp sX Pacific/Funafutirq }rr j
X Funafutirs sX Asia/Taipeirt }ru j
X Taipeirv sX Africa/Dar_es_Salaamrw }rx j
X Dà r as-Salà mry sX Europe/Uzhgorodrz }r{ j
X Uzhgorodr| sX Europe/Kievr} }r~ j
X Kievr sX Europe/Simferopolr }r j
X
Simferopolr sX Europe/Zaporozhyer }r j
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X Kampalar sX Pacific/Midwayr }r j
X Midwayr sX Pacific/Waker }r j
X Waker sX America/Adakr }r j
X Adakr sX America/Nomer }r j
X Nomer sX Pacific/Honolulur }r (j
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X HSTr jù X HDTr uuX Pacific/Johnstonr }r j
X Johnstonr sX America/Anchorager }r¡ j
X Anchorager¢ sX America/Yakutatr£ }r¤ j
X Yakutatr¥ sX
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X Sitkar¨ sX America/Juneaur© }rª j
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X Los Angelesr± sX
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X Boiser´ sX America/Phoenixrµ }r¶ j
X Phoenixr· sX America/Denverr¸ }r¹ j
X Denverrº sX America/North_Dakota/Beulahr» }r¼ j
X Beulah, North Dakotar½ sX America/North_Dakota/New_Salemr¾ }r¿ j
X New Salem, North DakotarÀ sX America/North_Dakota/CenterrÁ }r j
X Center, North Dakotarà sX America/ChicagorÄ }rÅ j
X ChicagorÆ sX America/MenomineerÇ }rÈ j
X MenomineerÉ sX America/Indiana/VincennesrÊ }rË j
X Vincennes, IndianarÌ sX America/Indiana/PetersburgrÍ }rÎ j
X Petersburg, IndianarÏ sX America/Indiana/Tell_CityrÐ }rÑ j
X Tell City, IndianarÒ sX America/Indiana/KnoxrÓ }rÔ j
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X Winamac, IndianarØ sX America/Indiana/MarengorÙ }rÚ j
X Marengo, IndianarÛ sX America/IndianapolisrÜ }rÝ j
X IndianapolisrÞ sX America/Louisvillerß }rà j
X
Louisvillerá sX America/Indiana/Vevayrâ }rã j
X Vevay, Indianarä sX America/Kentucky/Monticellorå }ræ j
X Monticello, Kentuckyrç sX America/Detroitrè }ré j
X Detroitrê sX America/New_Yorkrë }rì j
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X Samarkandró sX
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X ToÅ¡kentrö sX Europe/Vaticanr÷ }rø j
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X Naomh Bhionsantrü sX America/Caracasrý }rþ j
X Caracasrÿ sX America/Tortolar }r j
X Tortolar sX America/St_Thomasr }r j
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X Cathair Ho Chi Minhr sX
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}rQ (j X Ãm AmasoinrR j
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}rW (j X Ãm Meadhan Aimeireaga a TuathrX j
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X Dà mhr K X Samhr K X Dùbhr uX narrowr }r (KX Fr KX Gr KX Mr Kj KX Cr KX Ãr KX Ir KX Lr K X Sr K
X Dr K j K j uX wider }r (KX dhen Fhaoilleachr KX
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dhen Ghibleanr KX dhen Chèiteanr KX
dhen Ãgmhiosr KX dhen Iucharr KX dhen Lùnastalr K X dhen t-Sultainr K
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X Dà mhr¯ K X Samhr° K X Dùbhr± uX narrowr² }r³ (Kj Kj Kj Kj Kj Kj Kj Kj K j K
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Am Faoilleachr¶ KX
An Gearranr· KX Am MÃ rtr¸ KX
An Gibleanr¹ KX An Cèiteanrº KX
An t-Ãgmhiosr» KX An t-Iucharr¼ KX An Lùnastalr½ K X An t-Sultainr¾ K
X An DÃ mhairr¿ K X An t-SamhainrÀ K X
An DùbhlachdrÁ uuuX daysr }rà (X formatrÄ }rÅ (X abbreviatedrÆ }rÇ (KX DiDrÈ K X DiLrÉ KX DiMrÊ KX DiCrË KX DiarÌ KX DihrÍ KX DiSrÎ uX narrowrÏ }rÐ (Kj K j Kj Kj KX ArÑ KX HrÒ Kj uX shortrÓ }rÔ (KX DòrÕ K X LurÖ KX Mà r× KX CirØ KX DarÙ KX hArÚ KX SarÛ uX widerÜ }rÝ (KX DiDòmhnaichrÞ K X DiLuainrß KX DiMà irtrà KX DiCiadainrá KX DiarDaoinrâ KX DihAoinerã KX DiSathairnerä uuX stand-alonerå }ræ (X abbreviatedrç }rè (KX DiDré K X DiLrê KX DiMrë KX DiCrì KX Diarí KX Dihrî KX DiSrï uX narrowrð }rñ (Kj K j Kj Kj KjÑ KjÒ Kj uX shortrò }ró (KX Dòrô K X Lurõ KX Mà rö KX Cir÷ KX Darø KX hArù KX Sarú uX widerû }rü (KX DiDòmhnaichrý K X DiLuainrþ KX DiMà irtrÿ KX DiCiadainr KX DiarDaoinr KX DihAoiner KX DiSathairner uuuX quartersr }r (X formatr }r (X abbreviatedr }r (KX C1r
KX C2r KX C3r KX C4r
uX narrowr }r (KX 1r Kj½ KX 3r KX 4r uX wider }r (KX 1d chairtealr KX 2na cairtealr KX 3s cairtealr KX 4mh cairtealr uuX stand-aloner }r (X abbreviatedr }r (KX C1r KX C2r KX C3r KX C4r uX narrowr! }r" (Kj Kj½ Kj Kj uX wider# }r$ (KX 1d chairtealr% KX 2na cairtealr& KX 3s cairtealr' KX 4mh cairtealr( uuuX erasr) }r* (X wider+ }r, (K X Ro Chrìostar- KX An dèidh Chrìostar. uX abbreviatedr/ }r0 (K X RCr1 KX ADr2 uX narrowr3 }r4 (K X Rr5 KjÑ uuX day_periodsr6 }r7 (X formatr8 }r9 (X abbreviatedr: }r; (X amr< X mr= X pmr> X fr? uX narrowr@ }rA (X amrB j= X pmrC j? uX widerD }rE (X amrF j= X pmrG j? uuX stand-alonerH }rI (X abbreviatedrJ }rK (X amrL j= X pmrM j? uX narrowrN }rO (X amrP j= X pmrQ j? uX widerR }rS (X amrT j= X pmrU j? uuuX date_formatsrV }rW (X fullrX cbabel.dates
DateTimePattern
rY )rZ }r[ (X patternr\ X EEEE, d'mh' MMMM yr] X formatr^ X %(EEEE)s, %(d)smh %(MMMM)s %(y)sr_ ubX longr` jY )ra }rb (j\ X d'mh' MMMM yrc j^ X %(d)smh %(MMMM)s %(y)srd ubX mediumre jY )rf }rg (j\ X d MMM yrh j^ X %(d)s %(MMM)s %(y)sri ubX shortrj jY )rk }rl (j\ X dd/MM/yrm j^ X %(dd)s/%(MM)s/%(y)srn ubuX time_formatsro }rp (X fullrq jY )rr }rs (j\ X
HH:mm:ss zzzzrt j^ X %(HH)s:%(mm)s:%(ss)s %(zzzz)sru ubX longrv jY )rw }rx (j\ X
HH:mm:ss zry j^ X %(HH)s:%(mm)s:%(ss)s %(z)srz ubX mediumr{ jY )r| }r} (j\ X HH:mm:ssr~ j^ X %(HH)s:%(mm)s:%(ss)sr ubX shortr jY )r }r (j\ X HH:mmr j^ X
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}r (X fullr X {1} {0}r X longr X {1} {0}r X mediumr X {1} {0}r X shortr X {1} {0}r uX datetime_skeletonsr }r (X Bhr jY )r }r (j\ X hBr j^ X
%(h)s%(B)sr ubX Bhmr jY )r }r (j\ X h:mmBr j^ X %(h)s:%(mm)s%(B)sr ubX Bhmsr jY )r }r (j\ X h:mm:ssBr j^ X %(h)s:%(mm)s:%(ss)s%(B)sr ubX dr jY )r¡ }r¢ (j\ j j^ X %(d)sr£ ubX Er¤ jY )r¥ }r¦ (j\ X cccr§ j^ X %(ccc)sr¨ ubX EBhmr© jY )rª }r« (j\ X E h:mmBr¬ j^ X %(E)s %(h)s:%(mm)s%(B)sr ubX EBhmsr® jY )r¯ }r° (j\ X
E h:mm:ssBr± j^ X %(E)s %(h)s:%(mm)s:%(ss)s%(B)sr² ubX Edr³ jY )r´ }rµ (j\ X E, dr¶ j^ X %(E)s, %(d)sr· ubX Ehmr¸ jY )r¹ }rº (j\ X E h:mmar» j^ X %(E)s %(h)s:%(mm)s%(a)sr¼ ubX EHmr½ jY )r¾ }r¿ (j\ X E HH:mmrÀ j^ X %(E)s %(HH)s:%(mm)srÁ ubX Ehmsr jY )rà }rÄ (j\ X E h:mm:ss arÅ j^ X %(E)s %(h)s:%(mm)s:%(ss)s %(a)srÆ ubX EHmsrÇ jY )rÈ }rÉ (j\ X
E HH:mm:ssrÊ j^ X %(E)s %(HH)s:%(mm)s:%(ss)srË ubX GyrÌ jY )rÍ }rÎ (j\ X y GrÏ j^ X %(y)s %(G)srÐ ubX GyMdrÑ jY )rÒ }rÓ (j\ X d/M/y GGGGGrÔ j^ X %(d)s/%(M)s/%(y)s %(GGGGG)srÕ ubX GyMMMrÖ jY )r× }rØ (j\ X LLL y GrÙ j^ X %(LLL)s %(y)s %(G)srÚ ubX GyMMMdrÛ jY )rÜ }rÝ (j\ X d MMM y GrÞ j^ X %(d)s %(MMM)s %(y)s %(G)srß ubX GyMMMEdrà jY )rá }râ (j\ X E, d MMM y Grã j^ X %(E)s, %(d)s %(MMM)s %(y)s %(G)srä ubX hrå jY )ræ }rç (j\ X harè j^ X
%(h)s%(a)sré ubjÒ jY )rê }rë (j\ X HHrì j^ X %(HH)srí ubX hmrî jY )rï }rð (j\ X h:mmarñ j^ X %(h)s:%(mm)s%(a)srò ubX Hmró j X hmsrô jY )rõ }rö (j\ X h:mm:ss ar÷ j^ X %(h)s:%(mm)s:%(ss)s %(a)srø ubX Hmsrù j| X hmsvrú jY )rû }rü (j\ X h:mm:ss a vrý j^ X %(h)s:%(mm)s:%(ss)s %(a)s %(v)srþ ubX Hmsvrÿ jY )r }r (j\ X
HH:mm:ss vr j^ X %(HH)s:%(mm)s:%(ss)s %(v)sr ubX hmvr jY )r }r (j\ X h:mma vr j^ X %(h)s:%(mm)s%(a)s %(v)sr ubX Hmvr jY )r
}r (j\ X HH:mm vr j^ X %(HH)s:%(mm)s %(v)sr
ubj jY )r }r (j\ j j^ X %(L)sr ubX Mdr jY )r }r (j\ X d/Mr j^ X %(d)s/%(M)sr ubX MEdr jY )r }r (j\ X E, d/Mr j^ X %(E)s, %(d)s/%(M)sr ubX MMddr jY )r }r (j\ X dd/MMr j^ X
%(dd)s/%(MM)sr ubX MMMr jY )r! }r" (j\ X LLLr# j^ X %(LLL)sr$ ubX MMMdr% jY )r& }r' (j\ X d MMMr( j^ X
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d'mh' MMMMr2 j^ X %(d)smh %(MMMM)sr3 ubX MMMMWr4 jY )r5 }r6 (j\ X 'seachdain' W MMMMr7 j^ X seachdain %(W)s %(MMMM)sr8 ubX msr9 jY )r: }r; (j\ X mm:ssr< j^ X
%(mm)s:%(ss)sr= ubX yr> jY )r? }r@ (j\ j> j^ X %(y)srA ubX yMrB jY )rC }rD (j\ X L/yrE j^ X %(L)s/%(y)srF ubX yMdrG jY )rH }rI (j\ X d/M/yrJ j^ X %(d)s/%(M)s/%(y)srK ubX yMEdrL jY )rM }rN (j\ X E, d/M/yrO j^ X %(E)s, %(d)s/%(M)s/%(y)srP ubX yMMrQ jY )rR }rS (j\ X LL/yrT j^ X %(LL)s/%(y)srU ubX yMMMrV jY )rW }rX (j\ X LLL YrY j^ X
%(LLL)s %(Y)srZ ubX yMMMdr[ jf X yMMMEdr\ jY )r] }r^ (j\ X
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%(QQQ)s %(y)srj ubX yQQQQrk jY )rl }rm (j\ X QQQQ yrn j^ X %(QQQQ)s %(y)sro ubX ywrp jY )rq }rr (j\ X 'seachdain' w 'dhe' Yrs j^ X seachdain %(w)s dhe %(Y)srt ubuX interval_formatsru }rv (NX {0} â {1}rw X Bhrx }ry (X Brz ]r{ (X h B â r| X h Br} ejå ]r~ (X h â r X h Br euX Bhmr }r (jz ]r (X h:mm B â r X h:mm Br
ejå ]r (X h:mm â r X h:mm Br ej= ]r (X h:mm â r X h:mm Br euj }r j ]r (X d â r j esX Gyr }r (j ]r (X y G â r X y Gr ej> ]r (X y â r X y Gr euX GyMr }r (j ]r (X L/y GGGGG â r X L/y GGGGGr ej ]r (X L/y â r X L/y GGGGGr ej> ]r (X L/y â r X L/y GGGGGr¡ euX GyMdr¢ }r£ (j ]r¤ (X
d/M/y â r¥ X d/M/y GGGGGr¦ ej ]r§ (X d/M/y GGGGG â r¨ X d/M/y GGGGGr© ej ]rª (X
d/M/y â r« X d/M/y GGGGGr¬ ej> ]r (X
d/M/y â r® X d/M/y GGGGGr¯ euX GyMEdr° }r± (j ]r² (X
E, d/M/y â r³ X E, d/M/y GGGGGr´ ej ]rµ (X E, d/M/y GGGGG â r¶ X E, d/M/y GGGGGr· ej ]r¸ (X
E, d/M/y â r¹ X E, d/M/y GGGGGrº ej> ]r» (X
E, d/M/y â r¼ X E, d/M/y GGGGGr½ euX GyMMMr¾ }r¿ (j ]rÀ (X LLL y G â rÁ X LLL y Gr ej ]rà (X LLL â rÄ X LLL y GrÅ ej> ]rÆ (X
LLL y â rÇ X LLL y GrÈ euX GyMMMdrÉ }rÊ (j ]rË (X d â rÌ X d MMM y GrÍ ej ]rÎ (X d MMM y G â rÏ X d MMM y GrÐ ej ]rÑ (X
d MMM â rÒ X d MMM y GrÓ ej> ]rÔ (X d MMM y â rÕ X d MMM y GrÖ euX GyMMMEdr× }rØ (j ]rÙ (X
E, d MMM â rÚ X E, d MMM y GrÛ ej ]rÜ (X E, d MMM y G â rÝ X E, d MMM y GrÞ ej ]rß (X
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h:mma â rô X h:mmarõ ejå ]rö (X h:mm â r÷ X h:mmarø ej= ]rù (X h:mm â rú X h:mmarû euX Hmrü }rý (jÒ ]rþ (X
HH:mm â rÿ X HH:mmr ej= ]r (X
HH:mm â r X HH:mmr euX hmvr }r (jæ ]r (X
h:mma â r X h:mma vr ejå ]r (X h:mm â r
X h:mma vr ej= ]r (X h:mm â r
X h:mma vr euX Hmvr }r (jÒ ]r (X
HH:mm â r X HH:mm vr ej= ]r (X
HH:mm â r X HH:mm vr euX hvr }r (jæ ]r (X ha â r X ha vr ejå ]r (X h â r X ha vr euX Hvr }r jÒ ]r! (X HH â r" X HH vr# esj }r$ j ]r% (X L â r& j esX Mdr' }r( (j ]r) (X d/M â r* X d/Mr+ ej ]r, (X d/M â r- X d/Mr. euX MEdr/ }r0 (j ]r1 (X E, d/M â r2 X E, d/Mr3 ej ]r4 (X E, d/M â r5 X E, d/Mr6 euX MMMr7 }r8 j ]r9 (X LLL â r: X LLLr; esX MMMdr< }r= (j ]r> (X d â r? X d MMMr@ ej ]rA (X
d MMM â rB X d MMMrC euX MMMEdrD }rE (j ]rF (X E, d â rG X E, d MMMrH ej ]rI (X
E, d MMM â rJ X E, d MMMrK euj> }rL j> ]rM (X y â rN j> esX yMrO }rP (j ]rQ (X L/y â rR X L/yrS ej> ]rT (X L/y â rU X L/yrV euX yMdrW }rX (j ]rY (X
d/M/y â rZ X d/M/yr[ ej ]r\ (X
d/M/y â r] X d/M/yr^ ej> ]r_ (X
d/M/y â r` X d/M/yra euX yMEdrb }rc (j ]rd (X
E, d/M/y â re X E, d/M/yrf ej ]rg (X
E, d/M/y â rh X E, d/M/yri ej> ]rj (X
E, d/M/y â rk X E, d/M/yrl euX yMMMrm }rn (j ]ro (X LLL â rp X LLL yrq ej> ]rr (X
LLL y â rs X LLL yrt euX yMMMdru }rv (j ]rw (X d â rx X d MMM yry ej ]rz (X
d MMM â r{ X d MMM yr| ej> ]r} (X d MMM y â r~ X d MMM yr euX yMMMEdr }r (j ]r (X E, d â r X
E, d MMM yr ej ]r
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E, d MMM yr euX yMMMMr }r (j ]r (X LLLL â r X LLLL yr ej> ]r (X LLLL y â r X LLLL yr euuX number_symbolsr }r (X decimalr X .r X groupr X ,r X listr X ;r X percentSignr X %r X plusSignr X +r X minusSignr X -r X exponentialr¡ j¤ X superscriptingExponentr¢ X Ãr£ X perMiller¤ X â°r¥ X infinityr¦ X âr§ X nanr¨ X NaNr© uX decimal_formatsrª }r« Ncbabel.numbers
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r¬ )r }r® (j\ X #,##0.###r¯ X prefixr° X r± j r² X suffixr³ j± j± r´ X groupingrµ KKr¶ X int_precr· KKr¸ X frac_precr¹ K Krº X exp_precr» NX exp_plusr¼ NX scaler½ K ubsX compact_decimal_formatsr¾ }r¿ (X longrÀ }rÁ (X oner }rà (X 1000rÄ j¬ )rÅ }rÆ (j\ X 0 mhìlerÇ j° j± j rÈ j³ X mhìlerÉ jÉ rÊ jµ MèMèrË j· KKrÌ j¹ K K rÍ j» Nj¼ Nj½ K ubX 10000rÎ j¬ )rÏ }rÐ (j\ X 00 mhìlerÑ j° j± j rÒ j³ X mhìlerÓ jÓ rÔ jµ jË j· KKrÕ j¹ K K rÖ j» Nj¼ Nj½ K ubX 100000r× j¬ )rØ }rÙ (j\ X
000 mhìlerÚ j° j± j rÛ j³ X mhìlerÜ jÜ rÝ jµ jË j· KKrÞ j¹ K K rß j» Nj¼ Nj½ K ubX 1000000rà j¬ )rá }râ (j\ X
0 mhilleanrã j° j± j rä j³ X mhilleanrå jå ræ jµ jË j· KKrç j¹ K K rè j» Nj¼ Nj½ K ubX 10000000ré j¬ )rê }rë (j\ X 00 mhilleanrì j° j± j rí j³ X mhilleanrî jî rï jµ jË j· KKrð j¹ K K rñ j» Nj¼ Nj½ K ubX 100000000rò j¬ )ró }rô (j\ X 000 mhilleanrõ j° j± j rö j³ X mhilleanr÷ j÷ rø jµ jË j· KKrù j¹ K K rú j» Nj¼ Nj½ K ubX
1000000000rû j¬ )rü }rý (j\ X
0 bhilleanrþ j° j± j rÿ j³ X bhilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX 10000000000r j¬ )r }r (j\ X 00 bhilleanr j° j± j r j³ X bhilleanr j r
jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX 100000000000r
j¬ )r }r (j\ X 000 bhilleanr j° j± j r j³ X bhilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX
1000000000000r j¬ )r }r (j\ X
0 trilleanr j° j± j r j³ X trilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX 10000000000000r j¬ )r }r! (j\ X 00 trilleanr" j° j± j r# j³ X trilleanr$ j$ r% jµ jË j· KKr& j¹ K K r' j» Nj¼ Nj½ K ubX 100000000000000r( j¬ )r) }r* (j\ X 000 trilleanr+ j° j± j r, j³ X trilleanr- j- r. jµ jË j· KKr/ j¹ K K r0 j» Nj¼ Nj½ K ubuX twor1 }r2 (X 1000r3 j¬ )r4 }r5 (j\ X 0 mhìler6 j° j± j r7 j³ X mhìler8 j8 r9 jµ jË j· KKr: j¹ K K r; j» Nj¼ Nj½ K ubX 10000r< j¬ )r= }r> (j\ X 00 mhìler? j° j± j r@ j³ X mhìlerA jA rB jµ jË j· KKrC j¹ K K rD j» Nj¼ Nj½ K ubX 100000rE j¬ )rF }rG (j\ X
000 mhìlerH j° j± j rI j³ X mhìlerJ jJ rK jµ jË j· KKrL j¹ K K rM j» Nj¼ Nj½ K ubX 1000000rN j¬ )rO }rP (j\ X
0 mhilleanrQ j° j± j rR j³ X mhilleanrS jS rT jµ jË j· KKrU j¹ K K rV j» Nj¼ Nj½ K ubX 10000000rW j¬ )rX }rY (j\ X 00 mhilleanrZ j° j± j r[ j³ X mhilleanr\ j\ r] jµ jË j· KKr^ j¹ K K r_ j» Nj¼ Nj½ K ubX 100000000r` j¬ )ra }rb (j\ X 000 mhilleanrc j° j± j rd j³ X mhilleanre je rf jµ jË j· KKrg j¹ K K rh j» Nj¼ Nj½ K ubX
1000000000ri j¬ )rj }rk (j\ X
0 bhilleanrl j° j± j rm j³ X bhilleanrn jn ro jµ jË j· KKrp j¹ K K rq j» Nj¼ Nj½ K ubX 10000000000rr j¬ )rs }rt (j\ X 00 bhilleanru j° j± j rv j³ X bhilleanrw jw rx jµ jË j· KKry j¹ K K rz j» Nj¼ Nj½ K ubX 100000000000r{ j¬ )r| }r} (j\ X 000 bhilleanr~ j° j± j r j³ X bhilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX
1000000000000r j¬ )r
}r (j\ X 0 thrilleanr j° j± j r j³ X
thrilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX 10000000000000r j¬ )r }r (j\ X 00 thrilleanr j° j± j r j³ X
thrilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubX 100000000000000r j¬ )r }r (j\ X
000 thrilleanr j° j± j r j³ X
thrilleanr j r jµ jË j· KKr j¹ K K r j» Nj¼ Nj½ K ubuX fewr }r (X 1000r¡ j¬ )r¢ }r£ (j\ X
0 mìlteanr¤ j° j± j r¥ j³ X mìlteanr¦ j¦ r§ jµ jË j· KKr¨ j¹ K K r© j» Nj¼ Nj½ K ubX 10000rª j¬ )r« }r¬ (j\ X 00 mìlteanr j° j± j r® j³ X mìlteanr¯ j¯ r° jµ jË j· KKr± j¹ K K r² j» Nj¼ Nj½ K ubX 100000r³ j¬ )r´ }rµ (j\ X 000 mìlteanr¶ j° j± j r· j³ X mìlteanr¸ j¸ r¹ jµ jË j· KKrº j¹ K K r» j» Nj¼ Nj½ K ubX 1000000r¼ j¬ )r½ }r¾ (j\ X 0 milleananr¿ j° j± j rÀ j³ X
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milleananrÊ jÊ rË jµ jË j· KKrÌ j¹ K K rÍ j» Nj¼ Nj½ K ubX 100000000rÎ j¬ )rÏ }rÐ (j\ X
000 milleananrÑ j° j± j rÒ j³ X
milleananrÓ jÓ rÔ jµ jË j· KKrÕ j¹ K K rÖ j» Nj¼ Nj½ K ubX
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X BGMr X Lev sòisealach Bulgarachr X BGNr X
Lev Bulgarachr X BGOr X Lev Bulgarach (1879â1952)r X BHDr X Dinar Bachraineachr X BIFr X Franc Burundaidheachr X BMDr X Dolar Bearmùdachr X BNDr X Dolar Brùnaigheachr X BOBr X Boliviano Boilibhiachr X BOLr X# Boliviano Boilibhiach (1863â1963)r X BOPr X Peso Boilibhiachr X BOVr X Mvdol Boilibhiachr X BRBr X& Cruzeiro ùr Braisileach (1967â1986)r X BRCr X! Cruzado Braisileach (1986â1989)r X BREr X" Cruzeiro Braisileach (1990â1993)r¡ X BRLr¢ X Real Braisileachr£ X BRNr¤ X% Cruzado ùr Braisileach (1989â1990)r¥ X BRRr¦ X" Cruzeiro Braisileach (1993â1994)r§ X BRZr¨ X" Cruzeiro Braisileach (1942â1967)r© X BSDrª X Dolar Bathamachr« X BTNr¬ X Ngultrum Butà nachr X BUKr® X Kyat Burmachr¯ X BWPr° X Pula Botsuanachr± X BYBr² X& Rùbal ùr Bealaruiseach (1994â1999)r³ X BYNr´ X Rùbal Bealaruiseachrµ X BYRr¶ X" Rùbal Bealaruiseach (2000â2016)r· X BZDr¸ X Dolar Beilìseachr¹ X CADrº X Dolar Canadachr» X CDFr¼ X Franc Congothachr½ X CHEr¾ X Eòro WIRr¿ X CHFrÀ X Franc EilbheiseachrÁ X CHWr X Franc WIRrà X CLErÄ X Escudo SileachrÅ X CLFrÆ X Aonad cunntasachd Sileach (UF)rÇ X CLPrÈ X Peso SileachrÉ X CNHrÊ X Yuan Sìneach (far-thìreach)rË X CNXrÌ X! Dolar an t-sluagh-bhanca ShìnichrÍ X CNYrÎ X
Yuan SìneachrÏ X COPrÐ X Peso ColoimbeachrÑ X COUrÒ X Aonad fìor-luach ColoimbeachrÓ X CRCrÔ X Colón Costa RìceachrÕ X CSDrÖ X Dinar Sèirbeach (2002â2006)r× X CSKrØ X Koruna cruaidh Seic-SlòbhacachrÙ X CUCrÚ X Peso iompachail CùbachrÛ X CUPrÜ X Peso CùbachrÝ X CVErÞ X Escudo aâ Chip Uainerß X CYPrà X Punnd Cìoprasachrá X CZKrâ X Koruna Seiceachrã X DDMrä X Mark na Gearmailte an Earrå X DEMræ X Mark Gearmailteachrç X DJFrè X Franc Diobùtaidheachré X DKKrê X Krone Danmhairgeachrë X DOPrì X Peso Doiminiceachrí X DZDrî X Dinar Aildireachrï X ECSrð X Sucre Eacuadorachrñ X ECVrò X$ Aonad luach chunbhalaich Eacuadorachró X EEKrô X Kroon Eastoineachrõ X EGPrö X Punnd Ãipheiteachr÷ X ERNrø X Nakfa Eartrachrù X ESArú X Peseta Spà innteach (cunntas A)rû X ESBrü X( Peseta Spà innteach (cunntas iompachail)rý X ESPrþ X Peseta Spà innteachrÿ X ETBr X
Birr Itiopachr X EURr X Eòror X FIMr X Markka Fionnlannachr X FJDr X Dolar Fìditheachr X FKPr X Punnd Fà clannachr X FRFr
X Franc Frangachr X GBPr X Punnd Sasannachr
X GEKr X Kupon larit Cairtbheileachr X GELr X Lari Cairtbheileachr X GHCr X Cedi Gà nach (1979â2007)r X GHSr X Cedi Gà nachr X GIPr X Punnd Diobraltarachr X GMDr X Dalasi Gaimbitheachr X GNFr X Franc Ginitheachr X GNSr X Syli Ginitheachr X GQEr X Ekwele Gini Meadhan-Chriosaichr X GRDr X Drachma Greugachr! X GTQr" X Quetzal Guatamalachr# X GWEr$ X Escudo Gini na Portagailer% X GWPr& X Peso Gini-Biosothachr' X GYDr( X Dolar Guidheà nachr) X HKDr* X Dolar Hong Kongr+ X HNLr, X Lempira Hondùrachr- X HRDr. X Dinar Cròthaiseachr/ X HRKr0 X Kuna Cròthaiseachr1 X HTGr2 X Gourde Haidhteachr3 X HUFr4 X Forint Ungaireachr5 X IDRr6 X Rupiah Innd-Innseachr7 X IEPr8 X Punnd Ãireannachr9 X ILPr: X Punnd Iosraeleachr; X ILRr< X Sheqel Iosraeleach (1980â1985)r= X ILSr> X Sheqel ùr Iosraeleachr? X INRr@ X Rupee InnseanachrA X IQDrB X Dinar Iorà cachrC X IRRrD X Rial Iorà nachrE X ISJrF X# Króna Innis Tìleach (1918â1981)rG X ISKrH X Króna Innis TìleachrI X ITLrJ X Lira EadailteachrK X JMDrL X Dolar DiameugachrM X JODrN X Dinar IòrdanachrO X JPYrP X
Yen SeapanachrQ X KESrR X Shilling CeineachrS X KGSrT X Som CìorgasachrU X KHRrV X Riel CambuideachrW X KMFrX X Franc ComorosachrY X KPWrZ X Won Choirèa a Tuathr[ X KRHr\ X" Hwan Choirèa a Deas (1953â1962)r] X KROr^ X! Won Choirèa a Deas (1945â1953)r_ X KRWr` X Won Choirèa a Deasra X KWDrb X Dinar Cuibhèiteachrc X KYDrd X Dolar Caimeanachre X KZTrf X Tenge Casachachrg X LAKrh X Kip Là thosachri X LBPrj X Punnd Leabanachrk X LKRrl X Rupee Sri Lancachrm X LRDrn X Dolar Libèireachro X LSLrp X Loti Leasotachrq X LTLrr X Litas Liotuaineachrs X LTTrt X Talonas Liotuaineachru X LUCrv X Franc iompachail Lugsamburgachrw X LUFrx X Franc Lugsamburgachry X LULrz X Franc ionmhasail Lugsamburgachr{ X LVLr| X Lats Laitbheachr} X LVRr~ X Rùbal Laitbheachr X LYDr X Dinar Libitheachr X MADr X Dirham Morocachr X MAFr X Franc Morocachr
X MCFr X Franc Monacachr X MDCr X Cupon Moldobhachr X MDLr X Leu Moldobhachr X MGAr X Ariary Madagasgarachr X MGFr X Franc Madagasgarachr X MKDr X Denar Masadonachr X MKNr X Denar Masadonach (1992â1993)r X MLFr X Franc Mà ilitheachr X MMKr X Kyat Mià nmarachr X MNTr X Tugrik Mongolachr X MOPr X Pataca Macà thuachr X MROr X# Ouguiya Moratà ineach (1973â2017)r X MRUr X Ouguiya Moratà ineachr X MTLr X Lira Maltachr¡ X MTPr¢ X
Punnd Maltachr£ X MURr¤ X Rupee Moiriseasachr¥ X MVPr¦ X Rupee Maladaibheachr§ X MVRr¨ X Rufiyaa Maladaibheachr© X MWKrª X Kwacha Malabhaidheachr« X MXNr¬ X Peso Meagsagachr X MXPr® X$ Peso airgid Meagsagach (1861â1992)r¯ X MXVr° X Aonad inbheistidh Meagsagachr± X MYRr² X Ringgit Malaidheachr³ X MZEr´ X Escudo Mòsaimbiceachrµ X MZMr¶ X$ Metical Mòsaimbiceach (1980â2006)r· X MZNr¸ X Metical Mòsaimbiceachr¹ X NADrº X Dolar Naimibitheachr» X NGNr¼ X Naira Nigèiriachr½ X NICr¾ X" Córdoba Niocaragach (1988â1991)r¿ X NIOrÀ X Córdoba NiocaragachrÁ X NLGr X Gulden Duitseachrà X NOKrÄ X Krone NirribheachrÅ X NPRrÆ X Rupee Neapà lachrÇ X NZDrÈ X Dolar Shealainn NuaidhrÉ X OMRrÊ X
Rial Omà nachrË X PABrÌ X Balboa PanamachrÍ X PEIrÎ X Inti PearùthachrÏ X PENrÐ X Sol PearùthachrÑ X PESrÒ X Sol Pearùthach (1863â1965)rÓ X PGKrÔ X Kina Ghini Nuaidh PaputhaicherÕ X PHPrÖ X Peso Filipineachr× X PKRrØ X Rupee Pagastà nachrÙ X PLNrÚ X ZÅoty PòlainneachrÛ X PLZrÜ X! ZÅoty Pòlainneach (1950â1995)rÝ X PTErÞ X Escudo Portagaileachrß X PYGrà X Guaranà Paraguaidheachrá X QARrâ X
Rial Catarachrã X RHDrä X Dolar Rhodesiachrå X ROLræ X Leu Romà ineach (1952â2006)rç X RONrè X Leu Romà ineachré X RSDrê X Dinar Sèirbeachrë X RUBrì X Rùbal Ruiseachrí X RURrî X Rùbal Ruiseach (1991â1998)rï X RWFrð X Franc Rubhandachrñ X SARrò X Riyal Sabhdachró X SBDrô X Dolar Eileanan Sholaimhrõ X SCRrö X Rupee Seiseallachr÷ X SDDrø X Dinar Sudà nach (1992â2007)rù X SDGrú X Punnd Sudà nachrû X SDPrü X Punnd Sudà nach (1957â1998)rý X SEKrþ X Krona Suaineachrÿ X SGDr X Dolar Singeapòrachr X SHPr X Punnd Eilean Naomh Eilidhr X SITr X Tolar Slòbhaineachr X SKKr X Koruna Slòbhacachr X SLLr X Leone Siarra Leòmhannachr X SOSr
X Shilling Somà ilitheachr X SRDr X Dolar Suranamachr
X SRGr X Gulden Suranamachr X SSPr X Punnd Sudà in a Deasr X STDr X- Dobra São Tomé agus PrÃncipe (1977â2017)r X STNr X Dobra São Tomé agus PrÃnciper X SURr X Rùbal Sovietachr X SVCr X Colón Salbhadorachr X SYPr X Punnd Siridheachr X SZLr X Lilangeni Suasaidheachr X THBr X Baht Tà idheachr X TJRr X Rùbal Taidigeachr! X TJSr" X Somoni Taidigeachr# X TMMr$ X Manat Turcmanach (1993â2009)r% X TMTr& X Manat Turcmanachr' X TNDr( X Dinar Tuiniseachr) X TOPr* X PaÊ»anga Tongachr+ X TPEr, X Escudo Tìomorachr- X TRLr. X Lira Turcach (1922â2005)r/ X TRYr0 X Lira Turcachr1 X TTDr2 X Dolar Thrianaid agus Thobagor3 X TWDr4 X Dolar ùr Taidh-Bhà nachr5 X TZSr6 X Shilling Tansanaidheachr7 X UAHr8 X Hryvnia Ucrà ineachr9 X UAKr: X Karbovanets Ucrà ineachr; X UGSr< X Shilling Ugandach (1966â1987)r= X UGXr> X Shilling Ugandachr? X USDr@ X Dolar nan Stà itean AonaichterA X USNrB X Dolar nan SA (an athâlatha)rC X USSrD X Dolar nan SA (an aon latha)rE X UYIrF X* Peso Uruguaidheach (aonadan inneacsaichte)rG X UYPrH X Peso Uruguaidheach (1975â1993)rI X UYUrJ X Peso UruguaidheachrK X UYWrL X+ Aonad inneacs tuarastail ainmeach UruguaidhrM X UZSrN X Som UsbagachrO X VEBrP X$ BolÃvar Bheinisealach (1871â2008)rQ X VEFrR X$ BolÃvar Bheinisealach (2008â2018)rS X VESrT X BolÃvar BheinisealachrU X VNDrV X Dong Bhiet-NamachrW X VNNrX X Dong Bhiet-Namach (1978â1985)rY X VUVrZ X Vatu Vanuatuthachr[ X WSTr\ X Tala Samothachr] X XAFr^ X Franc CFA Meadhan-Afragachr_ X XAGr` X Airgeadra X XAUrb X Ãrrc X XBArd X Aonad co-dhèanta Eòrpachre X XBBrf X Aonad airgid Eòrpachrg X XBCrh X Aonad cunntasachd Eòrpach (XBC)ri X XBDrj X Aonad cunntasachd Eòrpach (XBD)rk X XCDrl X Dolar Caraibeach earachrm X XDRrn X Còir tarraing shònraichtero X XEUrp X Aonad airgeadra Eòrpachrq X XFOrr X Franc òir Frangachrs X XFUrt X Franc UIC Frangachru X XOFrv X Franc CFA Afraga an Iarrw X XPDrx X
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X XXXr X Airgeadra neo-aithnichter X YDDr X Dinar Eamanachr X YERr X
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! X franc Mà ilitheachr! uj }r! (X oner! X kyat Mià nmarachr! X twor! X kyat Mià nmarachr! X fewr! X kyat Mià nmarachr! X otherr! X kyat Mià nmarachr! uj }r! (X oner! X tugrik Mongolachr! X twor! X thugrik Mongolachr! X fewr! X tugrik Mongolachr! X otherr! X tugrik Mongolachr! uj }r! (X oner! X phataca Macà thuachr! X twor! X phataca Macà thuachr! X fewr! X pataca Macà thuachr! X otherr ! X pataca Macà thuachr¡! uj }r¢! (X oner£! X# ouguiya Moratà ineach (1973â2017)r¤! X twor¥! X# ouguiya Moratà ineach (1973â2017)r¦! X fewr§! X# ouguiya Moratà ineach (1973â2017)r¨! X otherr©! X# ouguiya Moratà ineach (1973â2017)rª! uj }r«! (X oner¬! X ouguiya Moratà ineachr! X twor®! X ouguiya Moratà ineachr¯! X fewr°! X ouguiya Moratà ineachr±! X otherr²! X ouguiya Moratà ineachr³! uj }r´! (X onerµ! X lira Maltachr¶! X twor·! X lira Maltachr¸! X fewr¹! X lira Maltachrº! X otherr»! X lira Maltachr¼! uj¢ }r½! (X oner¾! X phunnd Maltachr¿! X tworÀ! X phunnd MaltachrÁ! X fewrÂ! X puinnd MhaltachrÃ! X otherrÄ! X
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" X twor" X inti Pearùthachr" X fewr" X inti Pearùthachr" X otherr" X inti Pearùthachr" ujÐ }r" (X oner" X sol Pearùthachr" X twor" X shol Pearùthachr" X fewr" X sol Pearùthachr" X otherr" X sol Pearùthachr" ujÒ }r" (X oner" X sol Pearùthach (1863â1965)r" X twor" X shol Pearùthach (1863â1965)r" X fewr" X sol Pearùthach (1863â1965)r" X otherr" X sol Pearùthach (1863â1965)r" ujÔ }r" (X oner" X kina Ghini Nuaidh Paputhaicher " X twor¡" X kina Ghini Nuaidh Paputhaicher¢" X fewr£" X kina Ghini Nuaidh Paputhaicher¤" X otherr¥" X kina Ghini Nuaidh Paputhaicher¦" ujÖ }r§" (X oner¨" X pheso Filipineachr©" X tworª" X pheso Filipineachr«" X fewr¬" X pesothan Filipineachr" X otherr®" X peso Filipineachr¯" ujØ }r°" (X oner±" X rupee Pagastà nachr²" X twor³" X rupee Pagastà nachr´" X fewrµ" X rupee Pagastà nachr¶" X otherr·" X rupee Pagastà nachr¸" ujÚ }r¹" (X onerº" X zÅoty Pòlainneachr»" X twor¼" X zÅoty Pòlainneachr½" X fewr¾" X zÅoty Pòlainneachr¿" X otherrÀ" X zÅoty PòlainneachrÁ" ujÜ }rÂ" (X onerÃ" X! zÅoty Pòlainneach (1950â1995)rÄ" X tworÅ" X! zÅoty Pòlainneach (1950â1995)rÆ" X fewrÇ" X! zÅoty Pòlainneach (1950â1995)rÈ" X otherrÉ" X! zÅoty Pòlainneach (1950â1995)rÊ" ujÞ }rË" (X onerÌ" X escudo PortagaileachrÍ" X tworÎ" X escudo PortagaileachrÏ" X fewrÐ" X escudo PortagaileachrÑ" X otherrÒ" X escudo PortagaileachrÓ" ujà }rÔ" (X onerÕ" X ghuaranà ParaguaidheachrÖ" X twor×" X ghuaranà ParaguaidheachrØ" X fewrÙ" X guaranà ParaguaidheachrÚ" X otherrÛ" X guaranà ParaguaidheachrÜ" ujâ }rÝ" (X onerÞ" X
rial Catarachrß" X tworà" X
rial Catarachrá" X fewrâ" X
rial Catarachrã" X otherrä" X
rial Catarachrå" ujä }ræ" (X onerç" X dolar Rhodesiachrè" X tworé" X dholar Rhodesiachrê" X fewrë" X dolaran Rhodesiachrì" X otherrí" X dolar Rhodesiachrî" ujæ }rï" (X onerð" X leu Romà ineach (1952â2006)rñ" X tworò" X leu Romà ineach (1952â2006)ró" X fewrô" X leu Romà ineach (1952â2006)rõ" X otherrö" X leu Romà ineach (1952â2006)r÷" ujè }rø" (X onerù" X leu Romà ineachrú" X tworû" X leu Romà ineachrü" X fewrý" X leu Romà ineachrþ" X otherrÿ" X leu Romà ineachr # ujê }r# (X oner# X dinar Sèirbeachr# X twor# X dhinar Sèirbeachr# X fewr# X dinar Sèirbeachr# X otherr# X dinar Sèirbeachr # ujì }r
# (X oner # X rùbal Ruiseachr # X twor
# X rùbal Ruiseachr# X fewr# X rùbalan Ruiseachr# X otherr# X rùbal Ruiseachr# ujî }r# (X oner# X rùbal Ruiseach (1991â1998)r# X twor# X rùbal Ruiseach (1991â1998)r# X fewr# X rùbalan Ruiseach (1991â1998)r# X otherr# X rùbal Ruiseach (1991â1998)r# ujð }r # (X oner # X fhranc Rubhandachr # X twor # X fhranc Rubhandachr # X fewr!# X franc Rubhandachr"# X otherr## X franc Rubhandachr$# ujò }r%# (X oner&# X riyal Sabhdachr'# X twor(# X riyal Sabhdachr)# X fewr*# X riyal Sabhdachr+# X otherr,# X riyal Sabhdachr-# ujô }r.# (X oner/# X dolar Eileanan Sholaimhr0# X twor1# X dholar Eileanan Sholaimhr2# X fewr3# X dolaran Eileanan Sholaimhr4# X otherr5# X dolar Eileanan Sholaimhr6# ujö }r7# (X oner8# X rupee Seiseallachr9# X twor:# X rupee Seiseallachr;# X fewr<# X rupee Seiseallachr=# X otherr># X rupee Seiseallachr?# ujø }r@# (X onerA# X dinar Sudà nach (1992â2007)rB# X tworC# X dhinar Sudà nach (1992â2007)rD# X fewrE# X dinar Sudà nach (1992â2007)rF# X otherrG# X dinar Sudà nach (1992â2007)rH# ujú }rI# (X onerJ# X phunnd Sudà nachrK# X tworL# X phunnd Sudà nachrM# X fewrN# X puinnd Shudà nachrO# X otherrP# X punnd Sudà nachrQ# ujü }rR# (X onerS# X phunnd Sudà nach (1957â1998)rT# X tworU# X phunnd Sudà nach (1957â1998)rV# X fewrW# X puinnd Shudà nach (1957â1998)rX# X otherrY# X punnd Sudà nach (1957â1998)rZ# ujþ }r[# (X oner\# X krona Suaineachr]# X twor^# X krona Suaineachr_# X fewr`# X kronor Suaineachra# X otherrb# X krona Suaineachrc# uj }rd# (X onere# X dolar Singeapòrachrf# X tworg# X dholar Singeapòrachrh# X fewri# X dolaran Singeapòrachrj# X otherrk# X dolar Singeapòrachrl# uj }rm# (X onern# X phunnd Eilean Naomh Eilidhro# X tworp# X phunnd Eilean Naomh Eilidhrq# X fewrr# X puinnd Eilean Naomh Eilidhrs# X otherrt# X punnd Eilean Naomh Eilidhru# uj }rv# (X onerw# X tolar Slòbhaineachrx# X twory# X tholar Slòbhaineachrz# X fewr{# X tolar Slòbhaineachr|# X otherr}# X tolar Slòbhaineachr~# uj }r# (X oner# X koruna Slòbhacachr# X twor# X koruna Slòbhacachr# X fewr# X koruna Slòbhacachr
# X otherr# X koruna Slòbhacachr# uj }r# (X oner# X leone Siarra Leòmhannachr# X twor# X leone Siarra Leòmhannachr# X fewr# X leone Siarra Leòmhannachr# X otherr# X leone Siarra Leòmhannachr# uj
}r# (X oner# X shilling Somà ilitheachr# X twor# X shilling Somà ilitheachr# X fewr# X shilling Somà ilitheachr# X otherr# X shilling Somà ilitheachr# uj }r# (X oner# X dolar Suranamachr# X twor# X dholar Suranamachr# X fewr# X dolaran Suranamachr # X otherr¡# X dolar Suranamachr¢# uj }r£# (X oner¤# X ghulden Suranamachr¥# X twor¦# X ghulden Suranamachr§# X fewr¨# X gulden Suranamachr©# X otherrª# X gulden Suranamachr«# uj }r¬# (X oner# X phunnd Sudà in a Deasr®# X twor¯# X phunnd Sudà in a Deasr°# X fewr±# X puinnd Shudà in a Deasr²# X otherr³# X punnd Sudà in a Deasr´# uj }rµ# (X oner¶# X- dobra São Tomé agus PrÃncipe (1977â2017)r·# X twor¸# X. dhobra São Tomé agus PrÃncipe (1977â2017)r¹# X fewrº# X- dobra São Tomé agus PrÃncipe (1977â2017)r»# X otherr¼# X- dobra São Tomé agus PrÃncipe (1977â2017)r½# uj }r¾# (X oner¿# X dobra São Tomé agus PrÃnciperÀ# X tworÁ# X dhobra São Tomé agus PrÃnciperÂ# X fewrÃ# X dobra São Tomé agus PrÃnciperÄ# X otherrÅ# X dobra São Tomé agus PrÃnciperÆ# uj }rÇ# (X onerÈ# X rùbal SovietachrÉ# X tworÊ# X rùbal SovietachrË# X fewrÌ# X rùbalan SovietachrÍ# X otherrÎ# X rùbal SovietachrÏ# uj }rÐ# (X onerÑ# X cholón SalbhadorachrÒ# X tworÓ# X cholón SalbhadorachrÔ# X fewrÕ# X colón SalbhadorachrÖ# X otherr×# X colón SalbhadorachrØ# uj }rÙ# (X onerÚ# X phunnd SiridheachrÛ# X tworÜ# X phunnd SiridheachrÝ# X fewrÞ# X puinnd Shiridheachrß# X otherrà# X punnd Siridheachrá# uj }râ# (X onerã# X lilangeni Suasaidheachrä# X tworå# X lilangeni Suasaidheachræ# X fewrç# X lilangeni Suasaidheachrè# X otherré# X lilangeni Suasaidheachrê# uj }rë# (X onerì# X bhaht Tà idheachrí# X tworî# X bhaht Tà idheachrï# X fewrð# X baht Tà idheachrñ# X otherrò# X baht Tà idheachró# uj }rô# (X onerõ# X rùbal Taidigeachrö# X twor÷# X rùbal Taidigeachrø# X fewrù# X rùbalan Taidigeachrú# X otherrû# X rùbal Taidigeachrü# uj" }rý# (X onerþ# X somoni Taidigeachrÿ# X twor $ X shomoni Taidigeachr$ X fewr$ X somoni Taidigeachr$ X otherr$ X somoni Taidigeachr$ uj$ }r$ (X oner$ X mhanat Turcmanach (1993â2009)r$ X twor $ X mhanat Turcmanach (1993â2009)r
$ X fewr $ X manat Turcmanach (1993â2009)r $ X otherr
$ X manat Turcmanach (1993â2009)r$ uj& }r$ (X oner$ X mhanat Turcmanachr$ X twor$ X mhanat Turcmanachr$ X fewr$ X manat Turcmanachr$ X otherr$ X manat Turcmanachr$ uj( }r$ (X oner$ X dinar Tuiniseachr$ X twor$ X dhinar Tuiniseachr $ X fewr $ X dinar Tuiniseachr $ X otherr $ X dinar Tuiniseachr $ uj* }r!$ (X oner"$ X phaÊ»anga Tongachr#$ X twor$$ X phaÊ»anga Tongachr%$ X fewr&$ X paÊ»anga Tongachr'$ X otherr($ X paÊ»anga Tongachr)$ uj, }r*$ (X oner+$ X escudo Tìomorachr,$ X twor-$ X escudo Tìomorachr.$ X fewr/$ X escudo Tìomorachr0$ X otherr1$ X escudo Tìomorachr2$ uj. }r3$ (X oner4$ X lira Turcach (1922â2005)r5$ X twor6$ X lira Turcach (1922â2005)r7$ X fewr8$ X lira Turcach (1922â2005)r9$ X otherr:$ X lira Turcach (1922â2005)r;$ uj0 }r<$ (X oner=$ X lira Turcachr>$ X twor?$ X lira Turcachr@$ X fewrA$ X lira TurcachrB$ X otherrC$ X lira TurcachrD$ uj2 }rE$ (X onerF$ X dolar Thrianaid agus ThobagorG$ X tworH$ X dholar Thrianaid agus ThobagorI$ X fewrJ$ X dolaran Thrianaid agus ThobagorK$ X otherrL$ X dolar Thrianaid agus ThobagorM$ uj4 }rN$ (X onerO$ X dolar ùr Taidh-Bhà nachrP$ X tworQ$ X dholar ùr Taidh-Bhà nachrR$ X fewrS$ X dolaran ùra Taidh-Bhà nachrT$ X otherrU$ X dolar ùr Taidh-Bhà nachrV$ uj6 }rW$ (X onerX$ X shilling TansanaidheachrY$ X tworZ$ X shilling Tansanaidheachr[$ X fewr\$ X shilling Tansanaidheachr]$ X otherr^$ X shilling Tansanaidheachr_$ uj8 }r`$ (X onera$ X hryvnia Ucrà ineachrb$ X tworc$ X hryvnia Ucrà ineachrd$ X fewre$ X hryvnia Ucrà ineachrf$ X otherrg$ X hryvnia Ucrà ineachrh$ uj: }ri$ (X onerj$ X karbovanets Ucrà ineachrk$ X tworl$ X karbovanets Ucrà ineachrm$ X fewrn$ X karbovanets Ucrà ineachro$ X otherrp$ X karbovanets Ucrà ineachrq$ uj< }rr$ (X oners$ X shilling Ugandach (1966â1987)rt$ X tworu$ X shilling Ugandach (1966â1987)rv$ X fewrw$ X shilling Ugandach (1966â1987)rx$ X otherry$ X shilling Ugandach (1966â1987)rz$ uj> }r{$ (X oner|$ X shilling Ugandachr}$ X twor~$ X shilling Ugandachr$ X fewr$ X shilling Ugandachr$ X otherr$ X shilling Ugandachr$ uj@ }r$ (X oner
$ X dolar nan Stà itean Aonaichter$ X twor$ X dholar nan Stà itean Aonaichter$ X fewr$ X dolaran nan Stà itean Aonaichter$ X otherr$ X dolar nan Stà itean Aonaichter$ ujB }r$ (X oner$ X dolar nan SA (an athâlatha)r$ X twor$ X dholar nan SA (an athâlatha)r$ X fewr$ X dolaran nan SA (an athâlatha)r$ X otherr$ X dolar nan SA (an athâlatha)r$ ujD }r$ (X oner$ X dolar nan SA (an aon latha)r$ X twor$ X dholar nan SA (an aon latha)r$ X fewr$ X dolaran nan SA (an aon latha)r$ X otherr$ X dolar nan SA (an aon latha)r$ ujF }r$ (X oner $ X+ pheso Uruguaidheach (aonadan inneacsaichte)r¡$ X twor¢$ X+ pheso Uruguaidheach (aonadan inneacsaichte)r£$ X fewr¤$ X. pesothan Uruguaidheach (aonadan inneacsaichte)r¥$ X otherr¦$ X* peso Uruguaidheach (aonadan inneacsaichte)r§$ ujH }r¨$ (X oner©$ X! pheso Uruguaidheach (1975â1993)rª$ X twor«$ X! pheso Uruguaidheach (1975â1993)r¬$ X fewr$ X$ pesothan Uruguaidheach (1975â1993)r®$ X otherr¯$ X peso Uruguaidheach (1975â1993)r°$ ujJ }r±$ (X oner²$ X pheso Uruguaidheachr³$ X twor´$ X pheso Uruguaidheachrµ$ X fewr¶$ X pesothan Uruguaidheachr·$ X otherr¸$ X peso Uruguaidheachr¹$ ujL }rº$ (X oner»$ X+ aonad inneacs tuarastail ainmeach Uruguaidhr¼$ X twor½$ X+ aonad inneacs tuarastail ainmeach Uruguaidhr¾$ X fewr¿$ X- aonadan inneacs tuarastail ainmeach UruguaidhrÀ$ X otherrÁ$ X+ aonad inneacs tuarastail ainmeach UruguaidhrÂ$ ujN }rÃ$ (X onerÄ$ X som UsbagachrÅ$ X tworÆ$ X
shom UsbagachrÇ$ X fewrÈ$ X som UsbagachrÉ$ X otherrÊ$ X som UsbagachrË$ ujP }rÌ$ (X onerÍ$ X% bholÃvar Bheinisealach (1871â2008)rÎ$ X tworÏ$ X% bholÃvar Bheinisealach (1871â2008)rÐ$ X fewrÑ$ X$ bolÃvar Bheinisealach (1871â2008)rÒ$ X otherrÓ$ X$ bolÃvar Bheinisealach (1871â2008)rÔ$ ujR }rÕ$ (X onerÖ$ X% bholÃvar Bheinisealach (2008â2018)r×$ X tworØ$ X% bholÃvar Bheinisealach (2008â2018)rÙ$ X fewrÚ$ X$ bolÃvar Bheinisealach (2008â2018)rÛ$ X otherrÜ$ X$ bolÃvar Bheinisealach (2008â2018)rÝ$ ujT }rÞ$ (X onerß$ X bholÃvar Bheinisealachrà$ X tworá$ X bholÃvar Bheinisealachrâ$ X fewrã$ X bolÃvar Bheinisealachrä$ X otherrå$ X bolÃvar Bheinisealachræ$ ujV }rç$ (X onerè$ X dong Bhiet-Namachré$ X tworê$ X dhong Bhiet-Namachrë$ X fewrì$ X dong Bhiet-Namachrí$ X otherrî$ X dong Bhiet-Namachrï$ ujX }rð$ (X onerñ$ X dong Bhiet-Namach (1978â1985)rò$ X tworó$ X dhong Bhiet-Namach (1978â1985)rô$ X fewrõ$ X dong Bhiet-Namach (1978â1985)rö$ X otherr÷$ X dong Bhiet-Namach (1978â1985)rø$ ujZ }rù$ (X onerú$ X vatu Vanuatuthachrû$ X tworü$ X vatu Vanuatuthachrý$ X fewrþ$ X vatu Vanuatuthachrÿ$ X otherr % X vatu Vanuatuthachr% uj\ }r% (X oner% X tala Samothachr% X twor% X thala Samothachr% X fewr% X tala Samothachr% X otherr % X tala Samothachr
% uj^ }r % (X oner % X fhranc CFA Meadhan-Afragachr
% X twor% X fhranc CFA Meadhan-Afragachr% X fewr% X franc CFA Meadhan-Afragachr% X otherr% X franc CFA Meadhan-Afragachr% uj` }r% (X oner% X unnsa tròidh airgidr% X twor% X unnsa tròidh airgidr% X fewr% X unnsachan tròidh airgidr% X otherr% X unnsa tròidh airgidr % ujb }r % (X oner % X unnsa tròidh òirr % X twor % X unnsa tròidh òirr!% X fewr"% X unnsachan tròidh òirr#% X otherr$% X unnsa tròidh òirr%% ujd }r&% (X oner'% X aonad co-dhèanta Eòrpachr(% X twor)% X aonad co-dhèanta Eòrpachr*% X fewr+% X aonadan co-dhèanta Eòrpachr,% X otherr-% X aonad co-dhèanta Eòrpachr.% ujf }r/% (X oner0% X aonad airgid Eòrpachr1% X twor2% X aonad airgid Eòrpachr3% X fewr4% X aonadan airgid Eòrpachr5% X otherr6% X aonad airgid Eòrpachr7% ujh }r8% (X oner9% X aonad cunntasachd Eòrpach (XBC)r:% X twor;% X aonad cunntasachd Eòrpach (XBC)r<% X fewr=% X" aonadan cunntasachd Eòrpach (XBC)r>% X otherr?% X aonad cunntasachd Eòrpach (XBC)r@% ujj }rA% (X onerB% X aonad cunntasachd Eòrpach (XBD)rC% X tworD% X aonad cunntasachd Eòrpach (XBD)rE% X fewrF% X" aonadan cunntasachd Eòrpach (XBD)rG% X otherrH% X aonad cunntasachd Eòrpach (XBD)rI% ujl }rJ% (X onerK% X dolar Caraibeach earachrL% X tworM% X dholar Caraibeach earachrN% X fewrO% X dolaran Caraibeach earachrP% X otherrQ% X dolar Caraibeach earachrR% ujn }rS% (X onerT% X chòir tarraing shònraichterU% X tworV% X chòir tarraing shònraichterW% X fewrX% X còirichean tarraing sònraichterY% X otherrZ% X còir tarraing shònraichter[% ujp }r\% (X oner]% X aonad airgeadra Eòrpachr^% X twor_% X aonad airgeadra Eòrpachr`% X fewra% X aonadan airgeadra Eòrpachrb% X otherrc% X aonad airgeadra Eòrpachrd% ujr }re% (X onerf% X fhranc òir Frangachrg% X tworh% X fhranc òir Frangachri% X fewrj% X franc òir Frangachrk% X otherrl% X franc òir Frangachrm% ujt }rn% (X onero% X fhranc UIC Frangachrp% X tworq% X fhranc UIC Frangachrr% X fewrs% X franc UIC Frangachrt% X otherru% X franc UIC Frangachrv% ujv }rw% (X onerx% X fhranc CFA Afraga an Iarry% X tworz% X fhranc CFA Afraga an Iarr{% X fewr|% X franc CFA Afraga an Iarr}% X otherr~% X franc CFA Afraga an Iarr% ujx }r% (X oner% X unnsa tròidh pallaideimr% X twor% X unnsa tròidh pallaideimr% X fewr
% X unnsachan tròidh pallaideimr% X otherr% X unnsa tròidh pallaideimr% ujz }r% (X oner% X
fhranc CFPr% X twor% X
fhranc CFPr% X fewr% X franc CFPr% X otherr% X franc CFPr% uj| }r% (X oner% X unnsa tròidh platanaimr% X twor% X unnsa tròidh platanaimr% X fewr% X unnsachan tròidh platanaimr% X otherr% X unnsa tròidh platanaimr% uj~ }r% (X oner% X aonad maoine RINETr% X twor% X aonad maoine RINETr% X fewr % X aonadan maoine RINETr¡% X otherr¢% X aonad maoine RINETr£% uj }r¤% (X oner¥% X sucrer¦% X twor§% X sucrer¨% X fewr©% X sucrerª% X otherr«% X sucrer¬% uj }r% (X oner®% X aonad airgeadra fo dheuchainnr¯% X twor°% X aonad airgeadra fo dheuchainnr±% X fewr²% X aonadan airgeadra fo dheuchainnr³% X otherr´% X aonad airgeadra fo dheuchainnrµ% uj }r¶% (X oner·% X aonad cunntasachd ADBr¸% X twor¹% X aonad cunntasachd ADBrº% X fewr»% X aonadan cunntasachd ADBr¼% X otherr½% X aonad cunntasachd ADBr¾% uj }r¿% (X onerÀ% X" (aonad airgeadra neoâaithnichte)rÁ% X tworÂ% X" (aonad airgeadra neoâaithnichte)rÃ% X fewrÄ% X$ (aonadan airgeadra neoâaithnichte)rÅ% X otherrÆ% X" (aonad airgeadra neoâaithnichte)rÇ% uj }rÈ% (X onerÉ% X dinar EamanachrÊ% X tworË% X dhinar EamanachrÌ% X fewrÍ% X dinar EamanachrÎ% X otherrÏ% X dinar EamanachrÐ% uj }rÑ% (X onerÒ% X
rial EamanachrÓ% X tworÔ% X
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rial EamanachrÙ% uj }rÚ% (X onerÛ% X) dinar cruaidh Iùgoslabhach (1966â1990)rÜ% X tworÝ% X* dhinar cruaidh Iùgoslabhach (1966â1990)rÞ% X fewrß% X) dinar cruaidh Iùgoslabhach (1966â1990)rà% X otherrá% X) dinar cruaidh Iùgoslabhach (1966â1990)râ% uj }rã% (X onerä% X% dinar ùr Iùgoslabhach (1994â2002)rå% X tworæ% X& dhinar ùr Iùgoslabhach (1994â2002)rç% X fewrè% X% dinar ùr Iùgoslabhach (1994â2002)ré% X otherrê% X% dinar ùr Iùgoslabhach (1994â2002)rë% uj }rì% (X onerí% X, dinar iompachail Iùgoslabhach (1990â1992)rî% X tworï% X- dhinar iompachail Iùgoslabhach (1990â1992)rð% X fewrñ% X, dinar iompachail Iùgoslabhach (1990â1992)rò% X otherró% X, dinar iompachail Iùgoslabhach (1990â1992)rô% uj }rõ% (X onerö% X0 dinar ath-leasaichte Iùgoslabhach (1992â1993)r÷% X tworø% X1 dhinar ath-leasaichte Iùgoslabhach (1992â1993)rù% X fewrú% X0 dinar ath-leasaichte Iùgoslabhach (1992â1993)rû% X otherrü% X0 dinar ath-leasaichte Iùgoslabhach (1992â1993)rý% uj }rþ% (X onerÿ% X rand Afraga a Deas (ionmhasail)r & X twor& X rand Afraga a Deas (ionmhasail)r& X fewr& X rand Afraga a Deas (ionmhasail)r& X otherr& X rand Afraga a Deas (ionmhasail)r& uj }r& (X oner& X rand Afraga a Deasr & X twor
& X rand Afraga a Deasr & X fewr & X rand Afraga a Deasr
& X otherr& X rand Afraga a Deasr& uj }r& (X oner& X" kwacha Sà imbitheach (1968â2012)r& X twor& X" kwacha Sà imbitheach (1968â2012)r& X fewr& X" kwacha Sà imbitheach (1968â2012)r& X otherr& X" kwacha Sà imbitheach (1968â2012)r& uj }r& (X oner& X kwacha Sà imbitheachr& X twor & X kwacha Sà imbitheachr & X fewr & X kwacha Sà imbitheachr & X otherr & X kwacha Sà imbitheachr!& uj }r"& (X oner#& X" zaïre ùr Zaïreach (1993â1998)r$& X twor%& X" zaïre ùr Zaïreach (1993â1998)r&& X fewr'& X" zaïre ùr Zaïreach (1993â1998)r(& X otherr)& X" zaïre ùr Zaïreach (1993â1998)r*& uj }r+& (X oner,& X zaïre Zaïreach (1971â1993)r-& X twor.& X zaïre Zaïreach (1971â1993)r/& X fewr0& X zaïre Zaïreach (1971â1993)r1& X otherr2& X zaïre Zaïreach (1971â1993)r3& uj }r4& (X oner5& X" dolar Sìombabuthach (1980â2008)r6& X twor7& X# dholar Sìombabuthach (1980â2008)r8& X fewr9& X$ dolaran Sìombabuthach (1980â2008)r:& X otherr;& X" dolar Sìombabuthach (1980â2008)r<& uj¢ }r=& (X oner>& X dolar Sìombabuthach (2009)r?& X twor@& X dholar Sìombabuthach (2009)rA& X fewrB& X dolaran Sìombabuthach (2009)rC& X otherrD& X dolar Sìombabuthach (2009)rE& uj¤ }rF& (X onerG& X dolar Sìombabuthach (2008)rH& X tworI& X dholar Sìombabuthach (2008)rJ& X fewrK& X dolaran Sìombabuthach (2008)rL& X otherrM& X dolar Sìombabuthach (2008)rN& uuX currency_symbolsrO& }rP& (j X ฿rQ& j@ X $rR& j X XXXrS& uX
unit_patternsrT& }rU& (X acceleration-g-forcerV& }rW& (X longrX& }rY& (X onerZ& X {0} fhorsa-gr[& X twor\& X {0} fhorsa-gr]& X fewr^& X {0} forsan-gr_& X otherr`& X {0} forsa-gra& uX shortrb& }rc& (X onerd& X {0} Gre& X tworf& X {0} Grg& X fewrh& X {0} Gri& X otherrj& X {0} Grk& uX narrowrl& }rm& (X onern& X {0}Gro& X tworp& X {0}Grq& X fewrr& X {0}Grs& X otherrt& X {0}Gru& uuX$ acceleration-meter-per-square-secondrv& }rw& (jX& }rx& (X onery& X" {0} mheatair san diog cheà rnagachrz& X twor{& X" {0} mheatair san diog cheà rnagachr|& X fewr}& X$ {0} meatairean san diog cheà rnagachr~& X otherr& X! {0} meatair san diog cheà rnagachr& ujb& }r& (X oner& X {0} m/s²r& X twor& X {0} m/s²r
& X fewr& X {0} m/s²r& X otherr& X {0} m/s²r& ujl& }r& (X oner& X {0}m/s²r& X twor& X {0}m/s²r& X fewr& X {0}m/s²r& X otherr& X {0}m/s²r& uuX angle-revolutionr& }r& (jX& }r& (X oner& X {0} chuairtr& X twor& X {0} chuairtr& X fewr& X
{0} cuairteanr& X otherr& X
{0} cuairtr& ujb& }r& (X oner& X {0} chuairtr & X twor¡& X {0} chuairtr¢& X fewr£& X
{0} cuairteanr¤& X otherr¥& X
{0} cuairtr¦& ujl& }r§& (X oner¨& X {0}cuairtr©& X tworª& X {0}cuairtr«& X fewr¬& X {0}cuairtr& X otherr®& X {0}cuairtr¯& uuX angle-radianr°& }r±& (jX& }r²& (X oner³& X {0} rèideanr´& X tworµ& X {0} rèideanr¶& X fewr·& X {0} rèideananr¸& X otherr¹& X {0} rèideanrº& ujb& }r»& (X oner¼& X {0} radr½& X twor¾& X {0} radr¿& X fewrÀ& X {0} radrÁ& X otherrÂ& X {0} radrÃ& ujl& }rÄ& (X onerÅ& X {0}radrÆ& X tworÇ& X {0}radrÈ& X fewrÉ& X {0}radrÊ& X otherrË& X {0}radrÌ& uuX angle-degreerÍ& }rÎ& (jX& }rÏ& (X onerÐ& X {0} cheumrÑ& X tworÒ& X {0} cheumrÓ& X fewrÔ& X
{0} ceumanrÕ& X otherrÖ& X {0} ceumr×& ujb& }rØ& (X onerÙ& X {0}°rÚ& X tworÛ& X {0}°rÜ& X fewrÝ& X {0}°rÞ& X otherrß& X {0}°rà& ujl& }rá& (X onerâ& X {0}°rã& X tworä& X {0}°rå& X fewræ& X {0}°rç& X otherrè& X {0}°ré& uuX angle-arc-minuterê& }rë& (jX& }rì& (X onerí& X {0} à rc-mhionaidrî& X tworï& X {0} à rc-mhionaidrð& X fewrñ& X {0} à rc-mhionaideanrò& X otherró& X {0} à rc-mhionaidrô& ujb& }rõ& (X onerö& X {0}â²r÷& X tworø& X {0}â²rù& X fewrú& X {0}â²rû& X otherrü& X {0}â²rý& ujl& }rþ& (X onerÿ& X {0}â²r ' X twor' X {0}â²r' X fewr' X {0}â²r' X otherr' X {0}â²r' uuX angle-arc-secondr' }r' (jX& }r ' (X oner
' X {0} Ã rc-dhiogr ' X twor ' X {0} Ã rc-dhiogr
' X fewr' X {0} à rc-dhioganr' X otherr' X {0} à rc-dhiogr' ujb& }r' (X oner' X {0}â³r' X twor' X {0}â³r' X fewr' X {0}â³r' X otherr' X {0}â³r' ujl& }r' (X oner ' X {0}â³r ' X twor ' X {0}â³r ' X fewr ' X {0}â³r!' X otherr"' X {0}â³r#' uuX area-square-kilometerr$' }r%' (jX& }r&' (X oner'' X {0} chilemeatair ceà rnagachr(' X twor)' X {0} chilemeatair ceà rnagachr*' X fewr+' X {0} cilemeatairean ceà rnagachr,' X otherr-' X {0} cilemeatair ceà rnagachr.' X perr/' X {0} sa chilemeatair cheà rnagachr0' ujb& }r1' (X oner2' X {0} km²r3' X twor4' X {0} km²r5' X fewr6' X {0} km²r7' X otherr8' X {0} km²r9' j/' X {0}/km²r:' ujl& }r;' (X oner<' X {0}km²r=' X twor>' X {0}km²r?' X fewr@' X {0}km²rA' X otherrB' X {0}km²rC' j/' X {0}/km²rD' uuX area-hectarerE' }rF' (jX& }rG' (X onerH' X {0} heactairrI' X tworJ' X {0} heactairrK' X fewrL' X {0} heactaireanrM' X otherrN' X {0} heactairrO' ujb& }rP' (X onerQ' X {0} harR' X tworS' X {0} harT' X fewrU' X {0} harV' X otherrW' X {0} harX' ujl& }rY' (X onerZ' X {0}har[' X twor\' X {0}har]' X fewr^' X {0}har_' X otherr`' X {0}hara' uuX area-square-meterrb' }rc' (jX& }rd' (X onere' X {0} mheatair ceà rnagachrf' X tworg' X {0} mheatair ceà rnagachrh' X fewri' X {0} meatairean ceà rnagachrj' X otherrk' X {0} meatair ceà rnagachrl' j/' X {0} sa mheatair cheà rnagachrm' ujb& }rn' (X onero' X {0} m²rp' X tworq' X {0} m²rr' X fewrs' X {0} m²rt' X otherru' X {0} m²rv' j/' X {0}/m²rw' ujl& }rx' (X onery' X {0}m²rz' X twor{' X {0}m²r|' X fewr}' X {0}m²r~' X otherr' X {0}m²r' j/' X {0}/m²r' uuX area-square-centimeterr' }r' (jX& }r' (X oner
' X {0} cheudameatair ceà rnagachr' X twor' X {0} cheudameatair ceà rnagachr' X fewr' X {0} ceudameatairean ceà rnagachr' X otherr' X {0} ceudameatair ceà rnagachr' j/' X! {0} sa cheudameatair cheà rnagachr' ujb& }r' (X oner' X {0} cm²r' X twor' X {0} cm²r' X fewr' X {0} cm²r' X otherr' X {0} cm²r' j/' X {0}/cm²r' ujl& }r' (X oner' X {0}cm²r' X twor' X {0}cm²r' X fewr' X {0}cm²r' X otherr' X {0}cm²r ' j/' X {0}/cm²r¡' uuX area-square-miler¢' }r£' (jX& }r¤' (X oner¥' X {0} mhìle cheà rnagachr¦' X twor§' X {0} mhìle cheà rnagachr¨' X fewr©' X {0} mìltean ceà rnagachrª' X otherr«' X {0} mìle cheà rnagachr¬' j/' X {0} sa mhìle cheà rnagachr' ujb& }r®' (X oner¯' X {0} mì²r°' X twor±' X {0} mì²r²' X fewr³' X {0} mì²r´' X otherrµ' X {0} mì²r¶' j/' X {0}/mì²r·' ujl& }r¸' (X oner¹' X {0}mì²rº' X twor»' X {0}mì²r¼' X fewr½' X {0}mì²r¾' X otherr¿' X {0}mì²rÀ' j/' X {0}/mì²rÁ' uuX area-acrerÂ' }rÃ' (jX& }rÄ' (X onerÅ' X {0} acairrÆ' X tworÇ' X {0} acairrÈ' X fewrÉ' X {0} acraicheanrÊ' X otherrË' X {0} acairrÌ' ujb& }rÍ' (X onerÎ' X {0} acrÏ' X tworÐ' X {0} acrÑ' X fewrÒ' X {0} acrÓ' X otherrÔ' X {0} acrÕ' ujl& }rÖ' (X oner×' X {0}acrØ' X tworÙ' X {0}acrÚ' X fewrÛ' X {0}acrÜ' X otherrÝ' X {0}acrÞ' uuX area-square-yardrß' }rà' (jX& }rá' (X onerâ' X {0} shlat cheà rnagachrã' X tworä' X {0} shlat cheà rnagachrå' X fewræ' X {0} slatan ceà rnagachrç' X otherrè' X {0} slat cheà rnagachré' ujb& }rê' (X onerë' X {0} shlat²rì' X tworí' X {0} shlat²rî' X fewrï' X
{0} slat²rð' X otherrñ' X
{0} slat²rò' ujl& }ró' (X onerô' X {0}yd²rõ' X tworö' X {0}yd²r÷' X fewrø' X {0}yd²rù' X otherrú' X {0}yd²rû' uuX area-square-footrü' }rý' (jX& }rþ' (X onerÿ' X {0} troigh cheà rnagachr ( X twor( X {0} throigh cheà rnagachr( X fewr( X {0} troighean ceà rnagachr( X otherr( X {0} troigh cheà rnagachr( ujb& }r( (X oner( X {0} troigh²r ( X twor
( X
{0} throigh²r ( X fewr ( X {0} troigh²r
( X otherr( X {0} troigh²r( ujl& }r( (X oner( X {0}ft²r( X twor( X {0}ft²r( X fewr( X {0}ft²r( X otherr( X {0}ft²r( uuX area-square-inchr( }r( (jX& }r( (X oner ( X {0} òirleach cheà rnagachr ( X twor ( X {0} òirleach cheà rnagachr ( X fewr ( X {0} òirlich cheà rnagachr!( X otherr"( X {0} òirleach cheà rnagachr#( j/' X {0} san òirleach cheà rnagachr$( ujb& }r%( (X oner&( X {0} òirl²r'( X twor(( X {0} òirl²r)( X fewr*( X {0} òirl²r+( X otherr,( X {0} òirl²r-( j/' X {0}/òirl²r.( ujl& }r/( (X oner0( X {0}in²r1( X twor2( X {0}in²r3( X fewr4( X {0}in²r5( X otherr6( X {0}in²r7( j/' X {0}/in²r8( uuX
area-dunamr9( }r:( (jX& }r;( (X oner<( X {0} dönümr=( X twor>( X {0} dhönümr?( X fewr@( X {0} dönümrA( X otherrB( X {0} dönümrC( ujb& }rD( (X onerE( X {0} dönümrF( X tworG( X {0} dhönümrH( X fewrI( X {0} dönümrJ( X otherrK( X {0} dönümrL( ujl& }rM( (X onerN( X
{0}dönümrO( X tworP( X {0}dhönümrQ( X fewrR( X
{0}dönümrS( X otherrT( X
{0}dönümrU( uuX concentr-karatrV( }rW( (jX& }rX( (X onerY( X {0} karatrZ( X twor[( X {0} karatr\( X fewr]( X {0} karatr^( X otherr_( X {0} karatr`( ujb& }ra( (X onerb( X {0} ktrc( X tword( X {0} ktre( X fewrf( X {0} ktrg( X otherrh( X {0} ktri( ujl& }rj( (X onerk( X {0}ktrl( X tworm( X {0}ktrn( X fewro( X {0}ktrp( X otherrq( X {0}ktrr( uuX* concentr-milligram-ofglucose-per-deciliterrs( }rt( (jX& }ru( (X onerv( X# {0} mhiligram san deicheamh-liotairrw( X tworx( X# {0} mhiligram san deicheamh-liotairry( X fewrz( X) {0} miligramaichean san deicheamh-liotairr{( X otherr|( X" {0} miligram san deicheamh-liotairr}( ujb& }r~( (X oner( X {0} mg/dLr( X twor( X {0} mg/dLr( X fewr( X {0} mg/dLr( X otherr
( X {0} mg/dLr( ujl& }r( (X oner( X {0}mg/dLr( X twor( X {0}mg/dLr( X fewr( X {0}mg/dLr( X otherr( X {0}mg/dLr( uuX concentr-millimole-per-literr( }r( (jX& }r( (X oner( X {0} mhilimòl san liotairr( X twor( X {0} mhilimòl san liotairr( X fewr( X {0} milimòlaichean san liotairr( X otherr( X {0} milimòl san liotairr( ujb& }r( (X oner( X {0} mmòl/Lr( X twor( X {0} mmòl/Lr( X fewr ( X {0} mmòl/Lr¡( X otherr¢( X {0} mmòl/Lr£( ujl& }r¤( (X oner¥( X
{0}mmòl/Lr¦( X twor§( X
{0}mmòl/Lr¨( X fewr©( X
{0}mmòl/Lrª( X otherr«( X
{0}mmòl/Lr¬( uuX
concentr-itemr( }r®( (jX& }r¯( (X oner°( X {0} nìr±( X twor²( X {0} nìr³( X fewr´( X {0} nitheanrµ( X otherr¶( X {0} nìr·( ujb& }r¸( (X oner¹( X {0} nìrº( X twor»( X {0} nìr¼( X fewr½( X {0} nithr¾( X otherr¿( X {0} nìrÀ( ujl& }rÁ( (X onerÂ( X {0}nìrÃ( X tworÄ( X {0}nìrÅ( X fewrÆ( X {0}nithrÇ( X otherrÈ( X {0}nìrÉ( uuX concentr-permillionrÊ( }rË( (jX& }rÌ( (X onerÍ( X {0} phà irt sa mhilleanrÎ( X tworÏ( X {0} phà irt sa mhilleanrÐ( X fewrÑ( X {0} pà irtean sa mhilleanrÒ( X otherrÓ( X {0} pà irt sa mhilleanrÔ( ujb& }rÕ( (X onerÖ( X {0} ppmr×( X tworØ( X {0} ppmrÙ( X fewrÚ( X {0} ppmrÛ( X otherrÜ( X {0} ppmrÝ( ujl& }rÞ( (X onerß( X {0}ppmrà( X tworá( X {0}ppmrâ( X fewrã( X {0}ppmrä( X otherrå( X {0}ppmræ( uuX concentr-percentrç( }rè( (jX& }ré( (X onerê( X {0} sa cheudrë( X tworì( X {0} sa cheudrí( X fewrî( X {0} sa cheudrï( X otherrð( X {0} sa cheudrñ( ujb& }rò( (X oneró( X {0}%rô( X tworõ( X {0}%rö( X fewr÷( X {0}%rø( X otherrù( X {0}%rú( ujl& }rû( (X onerü( X {0}%rý( X tworþ( X {0}%rÿ( X fewr ) X {0}%r) X otherr) X {0}%r) uuX concentr-permiller) }r) (jX& }r) (X oner) X
{0} sa mhìler) X twor ) X
{0} sa mhìler
) X fewr ) X
{0} sa mhìler ) X otherr
) X
{0} sa mhìler) ujb& }r) (X oner) X {0}â°r) X twor) X {0}â°r) X fewr) X {0}â°r) X otherr) X {0}â°r) ujl& }r) (X oner) X {0}â°r) X twor) X {0}â°r ) X fewr ) X {0}â°r ) X otherr ) X {0}â°r ) uuX concentr-permyriadr!) }r") (jX& }r#) (X oner$) X {0} sna deich mìlteanr%) X twor&) X {0} sna deich mìlteanr') X fewr() X {0} sna deich mìlteanr)) X otherr*) X {0} sna deich mìlteanr+) ujb& }r,) jl& }r-) (X oner.) X {0}â±r/) X twor0) X {0}â±r1) X fewr2) X {0}â±r3) X otherr4) X {0}â±r5) uuX
concentr-moler6) }r7) (jX& }r8) (X oner9) X {0} mhòlr:) X twor;) X {0} mhòlr<) X fewr=) X {0} mòlaicheanr>) X otherr?) X {0} mòlr@) ujb& }rA) (X onerB) X {0} mòlrC) X tworD) X {0} mòlrE) X fewrF) X {0} mòlrG) X otherrH) X {0} mòlrI) ujl& }rJ) (X onerK) X {0}mòlrL) X tworM) X {0}mòlrN) X fewrO) X {0}mòlrP) X otherrQ) X {0}mòlrR) uuX consumption-liter-per-kilometerrS) }rT) (jX& }rU) (X onerV) X {0} liotair sa chilemeatairrW) X tworX) X {0} liotair sa chilemeatairrY) X fewrZ) X {0} liotairean sa chilemeatairr[) X otherr\) X {0} liotair sa chilemeatairr]) ujb& }r^) (X oner_) X {0} L/kmr`) X twora) X {0} L/kmrb) X fewrc) X {0} L/kmrd) X otherre) X {0} L/kmrf) ujl& }rg) (X onerh) X {0}L/kmri) X tworj) X {0}L/kmrk) X fewrl) X {0}L/kmrm) X otherrn) X {0}L/kmro) uuX# consumption-liter-per-100-kilometerrp) }rq) (jX& }rr) (X oners) X {0} liotair sa 100 chilemeatairrt) X tworu) X {0} liotair sa 100 chilemeatairrv) X fewrw) X" {0} liotairean sa 100 chilemeatairrx) X otherry) X {0} liotair sa 100 chilemeatairrz) ujb& }r{) (X oner|) X {0} L/100kmr}) X twor~) X {0} L/100kmr) X fewr) X {0} L/100kmr) X otherr) X {0} L/100kmr) ujl& }r) (X oner
) X
{0}L/100kmr) X twor) X
{0}L/100kmr) X fewr) X
{0}L/100kmr) X otherr) X
{0}L/100kmr) uuX consumption-mile-per-gallonr) }r) (jX& }r) (X oner) X {0} mhìle sa ghalanr) X twor) X {0} mhìle sa ghalanr) X fewr) X {0} mìltean sa ghalanr) X otherr) X {0} mìle sa ghalanr) ujb& }r) (X oner) X {0} mì/gr) X twor) X {0} mì/gr) X fewr) X {0} mì/gr) X otherr) X {0} mì/gr ) ujl& }r¡) (X oner¢) X {0}mì/gr£) X twor¤) X {0}mì/gr¥) X fewr¦) X {0}mì/gr§) X otherr¨) X {0}mì/gr©) uuX$ consumption-mile-per-gallon-imperialrª) }r«) (jX& }r¬) (X oner) X {0} mhìle sa ghalan ìmpireilr®) X twor¯) X {0} mhìle sa ghalan ìmpireilr°) X fewr±) X {0} mìltean sa ghalan ìmpireilr²) X otherr³) X {0} mìle sa ghalan ìmpireilr´) ujb& }rµ) (X oner¶) X {0} mhì/gal ìmp.r·) X twor¸) X {0} mhì/gal ìmp.r¹) X fewrº) X {0} mì/gal ìmp.r») X otherr¼) X {0} mì/gal ìmp.r½) ujl& }r¾) (X oner¿) X {0}m/gRArÀ) X tworÁ) X {0}m/gRArÂ) X fewrÃ) X {0}m/gRArÄ) X otherrÅ) X {0}m/gRArÆ) uuX digital-petabyterÇ) }rÈ) (jX& }rÉ) (X onerÊ) X {0} pheta-baidhtrË) X tworÌ) X {0} pheta-baidhtrÍ) X fewrÎ) X {0} peta-baidhteanrÏ) X otherrÐ) X {0} peta-baidhtrÑ) ujb& }rÒ) (X onerÓ) X {0} PBrÔ) X tworÕ) X {0} PBrÖ) X fewr×) X {0} PBrØ) X otherrÙ) X {0} PBrÚ) ujl& }rÛ) (X onerÜ) X {0}PBrÝ) X tworÞ) X {0}PBrß) X fewrà) X {0}PBrá) X otherrâ) X {0}PBrã) uuX digital-terabyterä) }rå) (jX& }ræ) (X onerç) X {0} tera-baidhtrè) X tworé) X {0} thera-baidhtrê) X fewrë) X {0} tera-baidhteanrì) X otherrí) X {0} tera-baidhtrî) ujb& }rï) (X onerð) X {0} TBrñ) X tworò) X {0} TBró) X fewrô) X {0} TBrõ) X otherrö) X {0} TBr÷) ujl& }rø) (X onerù) X {0}TBrú) X tworû) X {0}TBrü) X fewrý) X {0}TBrþ) X otherrÿ) X {0}TBr * uuX digital-terabitr* }r* (jX& }r* (X oner* X
{0} tera-biodr* X twor* X {0} thera-biodr* X fewr* X {0} tera-biodanr * X otherr
* X
{0} tera-biodr * ujb& }r * (X oner
* X {0} Tbr* X twor* X {0} Tbr* X fewr* X {0} Tbr* X otherr* X {0} Tbr* ujl& }r* (X oner* X {0}Tbr* X twor* X {0}Tbr* X fewr* X {0}Tbr* X otherr * X {0}Tbr * uuX digital-gigabyter * }r * (jX& }r * (X oner!* X {0} ghiga-baidhtr"* X twor#* X {0} ghiga-baidhtr$* X fewr%* X {0} giga-baidhteanr&* X otherr'* X {0} giga-baidhtr(* ujb& }r)* (X oner** X {0} GBr+* X twor,* X {0} GBr-* X fewr.* X {0} GBr/* X otherr0* X {0} GBr1* ujl& }r2* (X oner3* X {0}GBr4* X twor5* X {0}GBr6* X fewr7* X {0}GBr8* X otherr9* X {0}GBr:* uuX digital-gigabitr;* }r<* (jX& }r=* (X oner>* X {0} ghiga-biodr?* X twor@* X {0} ghiga-biodrA* X fewrB* X {0} giga-biodanrC* X otherrD* X
{0} giga-biodrE* ujb& }rF* (X onerG* X {0} GbrH* X tworI* X {0} GbrJ* X fewrK* X {0} GbrL* X otherrM* X {0} GbrN* ujl& }rO* (X onerP* X {0}GbrQ* X tworR* X {0}GbrS* X fewrT* X {0}GbrU* X otherrV* X {0}GbrW* uuX digital-megabyterX* }rY* (jX& }rZ* (X oner[* X {0} mheaga-baidhtr\* X twor]* X {0} mheaga-baidhtr^* X fewr_* X {0} meaga-baidhteanr`* X otherra* X {0} meaga-baidhtrb* ujb& }rc* (X onerd* X {0} MBre* X tworf* X {0} MBrg* X fewrh* X {0} MBri* X otherrj* X {0} MBrk* ujl& }rl* (X onerm* X {0}MBrn* X tworo* X {0}MBrp* X fewrq* X {0}MBrr* X otherrs* X {0}MBrt* uuX digital-megabitru* }rv* (jX& }rw* (X onerx* X {0} mheaga-biodry* X tworz* X {0} mheaga-biodr{* X fewr|* X {0} meaga-biodanr}* X otherr~* X {0} meaga-biodr* ujb& }r* (X oner* X {0} Mbr* X twor* X {0} Mbr* X fewr
* X {0} Mbr* X otherr* X {0} Mbr* ujl& }r* (X oner* X {0}Mbr* X twor* X {0}Mbr* X fewr* X {0}Mbr* X otherr* X {0}Mbr* uuX digital-kilobyter* }r* (jX& }r* (X oner* X {0} chileabaidhtr* X twor* X {0} chileabaidhtr* X fewr* X {0} cileabaidhteanr* X otherr* X {0} cileabaidhtr* ujb& }r* (X oner* X {0} kBr* X twor * X {0} kBr¡* X fewr¢* X {0} kBr£* X otherr¤* X {0} kBr¥* ujl& }r¦* (X oner§* X {0}kBr¨* X twor©* X {0}kBrª* X fewr«* X {0}kBr¬* X otherr* X {0}kBr®* uuX digital-kilobitr¯* }r°* (jX& }r±* (X oner²* X
{0} chilebiodr³* X twor´* X
{0} chilebiodrµ* X fewr¶* X {0} cilebiodanr·* X otherr¸* X {0} cilebiodr¹* ujb& }rº* (X oner»* X {0} kbr¼* X twor½* X {0} kbr¾* X fewr¿* X {0} kbrÀ* X otherrÁ* X {0} kbrÂ* ujl& }rÃ* (X onerÄ* X {0}kbrÅ* X tworÆ* X {0}kbrÇ* X fewrÈ* X {0}kbrÉ* X otherrÊ* X {0}kbrË* uuX digital-byterÌ* }rÍ* (jX& }rÎ* (X onerÏ* X {0} bhaidhtrÐ* X tworÑ* X {0} bhaidhtrÒ* X fewrÓ* X
{0} baidhteanrÔ* X otherrÕ* X
{0} baidhtrÖ* ujb& }r×* (X onerØ* X {0} BrÙ* X tworÚ* X {0} BrÛ* X fewrÜ* X {0} BrÝ* X otherrÞ* X {0} Brß* ujl& }rà* (X onerá* X {0}Brâ* X tworã* X {0}Brä* X fewrå* X {0}Bræ* X otherrç* X {0}Brè* uuX digital-bitré* }rê* (jX& }rë* (X onerì* X {0} bhiodrí* X tworî* X {0} bhiodrï* X fewrð* X
{0} biodanrñ* X otherrò* X {0} biodró* ujb& }rô* (X onerõ* X {0} brö* X twor÷* X {0} brø* X fewrù* X {0} brú* X otherrû* X {0} brü* ujl& }rý* (X onerþ* X {0}brÿ* X twor + X {0}br+ X fewr+ X {0}br+ X otherr+ X {0}br+ uuX duration-centuryr+ }r+ (jX& }r+ (X oner + X {0} linnr
+ X twor + X {0} linnr + X fewr
+ X {0} linnteanr+ X otherr+ X {0} linnr+ ujb& }r+ (X oner+ X {0} lir+ X twor+ X {0} lir+ X fewr+ X {0} lir+ X otherr+ X {0} lir+ ujl& }r+ (X oner+ X {0}lir + X twor + X {0}lir + X fewr + X {0}lir + X otherr!+ X {0}lir"+ uuX duration-decader#+ }r$+ (jX& }r%+ (X oner&+ X {0} deicheadr'+ X twor(+ X
{0} dheicheadr)+ X fewr*+ X {0} deicheadanr++ X otherr,+ X {0} deicheadr-+ ujb& }r.+ (X oner/+ X {0} deichr0+ X twor1+ X
{0} dheichr2+ X fewr3+ X {0} deichr4+ X otherr5+ X {0} deichr6+ ujl& }r7+ (X oner8+ X {0}deichr9+ X twor:+ X {0}dheichr;+ X fewr<+ X {0}deichr=+ X otherr>+ X {0}deichr?+ uuX
duration-yearr@+ }rA+ (jX& }rB+ (X onerC+ X
{0} bhliadhnarD+ X tworE+ X
{0} bhliadhnarF+ X fewrG+ X {0} bliadhnaicheanrH+ X otherrI+ X {0} bliadhnarJ+ j/' X {0} sa bhliadhnarK+ ujb& }rL+ (X onerM+ X {0} bhliarN+ X tworO+ X {0} bhliarP+ X fewrQ+ X {0} bliarR+ X otherrS+ X {0} bliarT+ j/' X {0}/blrU+ ujl& }rV+ (X onerW+ X {0}blrX+ X tworY+ X {0}blrZ+ X fewr[+ X {0}blr\+ X otherr]+ X {0}blr^+ j/' X {0}/blr_+ uuX duration-monthr`+ }ra+ (jX& }rb+ (X onerc+ X
{0} mhìosrd+ X twore+ X
{0} mhìosrf+ X fewrg+ X {0} mìosanrh+ X otherri+ X {0} mìosrj+ j/' X
{0} sa mhìosrk+ ujb& }rl+ (X onerm+ X
{0} mhìosrn+ X tworo+ X
{0} mhìosrp+ X fewrq+ X {0} mìosrr+ X otherrs+ X {0} mìosrt+ j/' X {0}/mru+ ujl& }rv+ (X onerw+ X {0}mrx+ X twory+ X {0}mrz+ X fewr{+ X {0}mr|+ X otherr}+ X {0}mr~+ j/' X {0}/mr+ uuX
duration-weekr+ }r+ (jX& }r+ (X oner+ X
{0} seachdainr+ X twor
+ X {0} sheachdainr+ X fewr+ X {0} seachdaineanr+ X otherr+ X
{0} seachdainr+ j/' X {0} san t-seachdainr+ ujb& }r+ (X oner+ X {0} shnr+ X twor+ X {0} shnr+ X fewr+ X {0} snr+ X otherr+ X {0} snr+ j/' X {0}/snr+ ujl& }r+ (X oner+ X {0}sr+ X twor+ X {0}sr+ X fewr+ X {0}sr+ X otherr+ X {0}sr+ j/' X {0}/sr+ uuX duration-dayr + }r¡+ (jX& }r¢+ (X oner£+ X {0} lathar¤+ X twor¥+ X {0} lathar¦+ X fewr§+ X
{0} là itheanr¨+ X otherr©+ X {0} latharª+ j/' X
{0} san lathar«+ ujb& }r¬+ (X oner+ X {0} là r®+ X twor¯+ X {0} là r°+ X fewr±+ X {0} là r²+ X otherr³+ X {0} là r´+ j/' X {0}/là rµ+ ujl& }r¶+ (X oner·+ X {0}là r¸+ X twor¹+ X {0}là rº+ X fewr»+ X {0}là r¼+ X otherr½+ X {0}là r¾+ j/' X {0}/là r¿+ uuX
duration-hourrÀ+ }rÁ+ (jX& }rÂ+ (X onerÃ+ X {0} uair a thìderÄ+ X tworÅ+ X {0} uair a thìderÆ+ X fewrÇ+ X {0} uairean a thìderÈ+ X otherrÉ+ X {0} uair a thìderÊ+ j/' X {0} san uairrË+ ujb& }rÌ+ (X onerÍ+ X {0} uairrÎ+ X tworÏ+ X {0} uairrÐ+ X fewrÑ+ X {0} uairrÒ+ X otherrÓ+ X {0} uairrÔ+ j/' X {0}/uairrÕ+ ujl& }rÖ+ (X oner×+ X {0}urØ+ X tworÙ+ X {0}urÚ+ X fewrÛ+ X {0}urÜ+ X otherrÝ+ X {0}urÞ+ j/' X {0}/urß+ uuX duration-minuterà+ }rá+ (jX& }râ+ (X onerã+ X {0} mhionaidrä+ X tworå+ X {0} mhionaidræ+ X fewrç+ X {0} mionaideanrè+ X otherré+ X {0} mionaidrê+ j/' X {0} sa mhionaidrë+ ujb& }rì+ (X onerí+ X {0} mhionrî+ X tworï+ X {0} mhionrð+ X fewrñ+ X {0} mionrò+ X otherró+ X {0} mionrô+ j/' X {0}/mionrõ+ ujl& }rö+ (X oner÷+ X {0}mrø+ X tworù+ X {0}mrú+ X fewrû+ X {0}mrü+ X otherrý+ X {0}mrþ+ j/' X {0}/mionrÿ+ uuX duration-secondr , }r, (jX& }r, (X oner, X {0} diogr, X twor, X {0} dhiogr, X fewr, X
{0} dioganr, X otherr , X {0} diogr
, j/' X {0} san diogr , ujb& }r , (X oner
, X {0} diogr, X twor, X {0} dhiogr, X fewr, X {0} diogr, X otherr, X {0} diogr, j/' X {0}/dr, ujl& }r, (X oner, X {0}dr, X twor, X {0}dr, X fewr, X {0}dr , X otherr , X {0}dr , j/' X {0}/dr , uuX duration-millisecondr , }r!, (jX& }r", (X oner#, X {0} mhili-diogr$, X twor%, X {0} mhili-diogr&, X fewr', X {0} mili-dioganr(, X otherr), X
{0} mili-diogr*, ujb& }r+, (X oner,, X {0} msr-, X twor., X {0} msr/, X fewr0, X {0} msr1, X otherr2, X {0} msr3, ujl& }r4, (X oner5, X {0}msr6, X twor7, X {0}msr8, X fewr9, X {0}msr:, X otherr;, X {0}msr<, uuX duration-microsecondr=, }r>, (jX& }r?, (X oner@, X {0} mhicreo-diogrA, X tworB, X {0} mhicreo-diogrC, X fewrD, X {0} micreo-dioganrE, X otherrF, X {0} micreo-diogrG, ujb& }rH, (X onerI, X {0} μsrJ, X tworK, X {0} μsrL, X fewrM, X {0} μsrN, X otherrO, X {0} μsrP, ujl& }rQ, (X onerR, X {0}μsrS, X tworT, X {0}μsrU, X fewrV, X {0}μsrW, X otherrX, X {0}μsrY, uuX duration-nanosecondrZ, }r[, (jX& }r\, (X oner], X
{0} nano-diogr^, X twor_, X
{0} nano-diogr`, X fewra, X {0} nano-dioganrb, X otherrc, X
{0} nano-diogrd, ujb& }re, (X onerf, X {0} nsrg, X tworh, X {0} nsri, X fewrj, X {0} nsrk, X otherrl, X {0} nsrm, ujl& }rn, (X onero, X {0}nsrp, X tworq, X {0}nsrr, X fewrs, X {0}nsrt, X otherru, X {0}nsrv, uuX electric-ampererw, }rx, (jX& }ry, (X onerz, X {0} ampèrer{, X twor|, X {0} ampèrer}, X fewr~, X {0} ampèrer, X otherr, X {0} ampèrer, ujb& }r, (X oner, X {0} Ar, X twor
, X {0} Ar, X fewr, X {0} Ar, X otherr, X {0} Ar, ujl& }r, (X oner, X {0}Ar, X twor, X {0}Ar, X fewr, X {0}Ar, X otherr, X {0}Ar, uuX electric-milliamperer, }r, (jX& }r, (X oner, X {0} mhille-ampèrer, X twor, X {0} mhille-ampèrer, X fewr, X {0} mille-ampèrer, X otherr, X {0} mille-ampèrer, ujb& }r, (X oner , X {0} mAr¡, X twor¢, X {0} mAr£, X fewr¤, X {0} mAr¥, X otherr¦, X {0} mAr§, ujl& }r¨, (X oner©, X {0}mArª, X twor«, X {0}mAr¬, X fewr, X {0}mAr®, X otherr¯, X {0}mAr°, uuX electric-ohmr±, }r², (jX& }r³, (X oner´, X {0} ohmrµ, X twor¶, X {0} ohmr·, X fewr¸, X {0} ohmr¹, X otherrº, X {0} ohmr», ujb& }r¼, (X oner½, X {0} Ωr¾, X twor¿, X {0} ΩrÀ, X fewrÁ, X {0} ΩrÂ, X otherrÃ, X {0} ΩrÄ, ujl& }rÅ, (X onerÆ, X {0}ΩrÇ, X tworÈ, X {0}ΩrÉ, X fewrÊ, X {0}ΩrË, X otherrÌ, X {0}ΩrÍ, uuX
electric-voltrÎ, }rÏ, (jX& }rÐ, (X onerÑ, X {0} voltrÒ, X tworÓ, X {0} voltrÔ, X fewrÕ, X {0} voltrÖ, X otherr×, X {0} voltrØ, ujb& }rÙ, (X onerÚ, X {0} VrÛ, X tworÜ, X {0} VrÝ, X fewrÞ, X {0} Vrß, X otherrà, X {0} Vrá, ujl& }râ, (X onerã, X {0}Vrä, X tworå, X {0}Vræ, X fewrç, X {0}Vrè, X otherré, X {0}Vrê, uuX energy-kilocalorierë, }rì, (jX& }rí, (X onerî, X {0} chileacalaraidhrï, X tworð, X {0} chileacalaraidhrñ, X fewrò, X {0} cileacalaraidheanró, X otherrô, X {0} cileacalaraidhrõ, ujb& }rö, (X oner÷, X {0} kcalrø, X tworù, X {0} kcalrú, X fewrû, X {0} kcalrü, X otherrý, X {0} kcalrþ, ujl& }rÿ, (X oner - X {0}kcalr- X twor- X {0}kcalr- X fewr- X {0}kcalr- X otherr- X {0}kcalr- uuX energy-calorier- }r - (jX& }r
- (X oner - X {0} chalaraidhr - X twor
- X {0} chalaraidhr- X fewr- X {0} calaraidheanr- X otherr- X
{0} calaraidhr- ujb& }r- (X oner- X {0} calr- X twor- X {0} calr- X fewr- X {0} calr- X otherr- X {0} calr- ujl& }r - (X oner - X {0}calr - X twor - X {0}calr - X fewr!- X {0}calr"- X otherr#- X {0}calr$- uuX energy-foodcalorier%- }r&- (jX& }r'- (X oner(- X {0} chalaraidh bidher)- X twor*- X {0} chalaraidh bidher+- X fewr,- X {0} calaraidhean bidher-- X otherr.- X {0} calaraidh bidher/- ujb& }r0- (X oner1- X {0} Calr2- X twor3- X {0} Calr4- X fewr5- X {0} Calr6- X otherr7- X {0} Calr8- ujl& }r9- (X oner:- X {0}Calr;- X twor<- X {0}Calr=- X fewr>- X {0}Calr?- X otherr@- X {0}CalrA- uuX energy-kilojoulerB- }rC- (jX& }rD- (X onerE- X {0} chilea-joulerF- X tworG- X {0} chilea-joulerH- X fewrI- X {0} cilea-joulerJ- X otherrK- X {0} cilea-joulerL- ujb& }rM- (X onerN- X {0} kJrO- X tworP- X {0} kJrQ- X fewrR- X {0} kJrS- X otherrT- X {0} kJrU- ujl& }rV- (X onerW- X {0}kJrX- X tworY- X {0}kJrZ- X fewr[- X {0}kJr\- X otherr]- X {0}kJr^- uuX energy-jouler_- }r`- (jX& }ra- (X onerb- X {0} joulerc- X tword- X {0} joulere- X fewrf- X {0} joulerg- X otherrh- X {0} jouleri- ujb& }rj- (X onerk- X {0} Jrl- X tworm- X {0} Jrn- X fewro- X {0} Jrp- X otherrq- X {0} Jrr- ujl& }rs- (X onert- X {0}Jru- X tworv- X {0}Jrw- X fewrx- X {0}Jry- X otherrz- X {0}Jr{- uuX energy-kilowatt-hourr|- }r}- (jX& }r~- (X oner- X {0} chilea-watt-uairr- X twor- X {0} chilea-watt-uairr- X fewr- X {0} cilea-watt-uairr- X otherr
- X {0} cilea-watt-uairr- ujb& }r- (X oner- X {0} kWhr- X twor- X {0} kWhr- X fewr- X {0} kWhr- X otherr- X {0} kWhr- ujl& }r- (X oner- X {0}kWhr- X twor- X {0}kWhr- X fewr- X {0}kWhr- X otherr- X {0}kWhr- uuX energy-electronvoltr- }r- (jX& }r- (X oner- X {0} volt-eleactroinr- X twor- X {0} volt-eleactroinr- X fewr - X {0} voltaichean-eleactroinr¡- X otherr¢- X {0} volt-eleactroinr£- ujb& }r¤- jl& }r¥- (X oner¦- X {0}eVr§- X twor¨- X {0}eVr©- X fewrª- X {0}eVr«- X otherr¬- X {0}eVr- uuX energy-british-thermal-unitr®- }r¯- (jX& }r°- (X oner±- X {0} aonad-teasa Breatannachr²- X twor³- X {0} aonad-teasa Breatannachr´- X fewrµ- X {0} aonadan-teasa Breatannachr¶- X otherr·- X {0} aonad-teasa Breatannachr¸- ujb& }r¹- jl& }rº- (X oner»- X {0}Btur¼- X twor½- X {0}Btur¾- X fewr¿- X {0}BturÀ- X otherrÁ- X {0}BturÂ- uuX energy-therm-usrÃ- }rÄ- (jX& }rÅ- (X onerÆ- X {0} aonad-teasa nan SArÇ- X tworÈ- X {0} aonad-teasa nan SArÉ- X fewrÊ- X {0} aonadan-teasa nan SArË- X otherrÌ- X {0} aonad-teasa nan SArÍ- ujb& }rÎ- jl& }rÏ- (X onerÐ- X {0}US thermrÑ- X tworÒ- X {0}US thermrÓ- X fewrÔ- X {0}US thermrÕ- X otherrÖ- X {0}US thermr×- uuX force-pound-forcerØ- }rÙ- (jX& }rÚ- (X onerÛ- X {0} phunnd de dhâfhorsarÜ- X tworÝ- X {0} phunnd de dhâfhorsarÞ- X fewrß- X {0} puinnd de dhâfhorsarà- X otherrá- X {0} punnd de dhâfhorsarâ- ujb& }rã- jl& }rä- (X onerå- X {0}lbfræ- X tworç- X {0}lbfrè- X fewré- X {0}lbfrê- X otherrë- X {0}lbfrì- uuX force-newtonrí- }rî- (jX& }rï- (X onerð- X
{0} newtonrñ- X tworò- X
{0} newtonró- X fewrô- X {0} newtonaicheanrõ- X otherrö- X
{0} newtonr÷- ujb& }rø- jl& }rù- (X onerú- X {0}Nrû- X tworü- X {0}Nrý- X fewrþ- X {0}Nrÿ- X otherr . X {0}Nr. uuX% force-kilowatt-hour-per-100-kilometerr. }r. (jX& }r. (X oner. X* {0} chilea-watt-uair sa cheud chilemeatairr. X twor. X* {0} chilea-watt-uair sa cheud chilemeatairr. X fewr . X, {0} cilea-watt-uairean sa cheud chilemeatairr
. X otherr . X) {0} cilea-watt-uair sa cheud chilemeatairr . ujl& }r
. (X oner. X {0}kWh/100kmr. X twor. X {0}kWh/100kmr. X fewr. X {0}kWh/100kmr. X otherr. X {0}kWh/100kmr. uuX frequency-gigahertzr. }r. (jX& }r. (X oner. X {0} ghiga-hertzr. X twor. X {0} ghiga-hertzr . X fewr . X {0} giga-hertzr . X otherr . X {0} giga-hertzr . ujb& }r!. (X oner". X {0} GHzr#. X twor$. X {0} GHzr%. X fewr&. X {0} GHzr'. X otherr(. X {0} GHzr). ujl& }r*. (X oner+. X {0}GHzr,. X twor-. X {0}GHzr.. X fewr/. X {0}GHzr0. X otherr1. X {0}GHzr2. uuX frequency-megahertzr3. }r4. (jX& }r5. (X oner6. X {0} mheaga-hertzr7. X twor8. X {0} mheaga-hertzr9. X fewr:. X {0} meaga-hertzr;. X otherr<. X {0} meaga-hertzr=. ujb& }r>. (X oner?. X {0} MHzr@. X tworA. X {0} MHzrB. X fewrC. X {0} MHzrD. X otherrE. X {0} MHzrF. ujl& }rG. (X onerH. X {0}MHzrI. X tworJ. X {0}MHzrK. X fewrL. X {0}MHzrM. X otherrN. X {0}MHzrO. uuX frequency-kilohertzrP. }rQ. (jX& }rR. (X onerS. X {0} chile-hertzrT. X tworU. X {0} chile-hertzrV. X fewrW. X {0} cile-hertzrX. X otherrY. X {0} cile-hertzrZ. ujb& }r[. (X oner\. X {0} kHzr]. X twor^. X {0} kHzr_. X fewr`. X {0} kHzra. X otherrb. X {0} kHzrc. ujl& }rd. (X onere. X {0}kHzrf. X tworg. X {0}kHzrh. X fewri. X {0}kHzrj. X otherrk. X {0}kHzrl. uuX frequency-hertzrm. }rn. (jX& }ro. (X onerp. X {0} hertzrq. X tworr. X {0} hertzrs. X fewrt. X {0} hertzru. X otherrv. X {0} hertzrw. ujb& }rx. (X onery. X {0} Hzrz. X twor{. X {0} Hzr|. X fewr}. X {0} Hzr~. X otherr. X {0} Hzr. ujl& }r. (X oner. X {0}Hzr. X twor. X {0}Hzr
. X fewr. X {0}Hzr. X otherr. X {0}Hzr. uuX graphics-emr. }r. (jX& }r. jl& }r. (X oner. X {0}emr. X twor. X {0}emr. X fewr. X {0}emr. X otherr. X {0}emr. uuX graphics-pixelr. }r. (jX& }r. (X oner. X
{0} phiogsailr. X twor. X
{0} phiogsailr. X fewr. X {0} piogsaileanr. X otherr. X {0} piogsailr . ujb& }r¡. jl& }r¢. (X oner£. X {0}pxr¤. X twor¥. X {0}pxr¦. X fewr§. X {0}pxr¨. X otherr©. X {0}pxrª. uuX graphics-megapixelr«. }r¬. (jX& }r. (X oner®. X {0} mheaga-piogsailr¯. X twor°. X {0} mheaga-piogsailr±. X fewr². X {0} meaga-piogsaileanr³. X otherr´. X {0} meaga-piogsailrµ. ujb& }r¶. jl& }r·. (X oner¸. X {0}MPr¹. X tworº. X {0}MPr». X fewr¼. X {0}MPr½. X otherr¾. X {0}MPr¿. uuX graphics-pixel-per-centimeterrÀ. }rÁ. (jX& }rÂ. (X onerÃ. X {0} phiogsail sa cheudameatairrÄ. X tworÅ. X {0} phiogsail sa cheudameatairrÆ. X fewrÇ. X {0} piogsailean sa cheudameatairrÈ. X otherrÉ. X {0} piogsail sa cheudameatairrÊ. ujl& }rË. (X onerÌ. X {0}ppcmrÍ. X tworÎ. X {0}ppcmrÏ. X fewrÐ. X {0}ppcmrÑ. X otherrÒ. X {0}ppcmrÓ. uuX graphics-pixel-per-inchrÔ. }rÕ. (jX& }rÖ. (X oner×. X {0} phiogsail san òirleachrØ. X tworÙ. X {0} phiogsail san òirleachrÚ. X fewrÛ. X {0} piogsailean san òirleachrÜ. X otherrÝ. X {0} piogsail san òirleachrÞ. ujl& }rß. (X onerà. X {0}ppirá. X tworâ. X {0}ppirã. X fewrä. X {0}ppirå. X otherræ. X {0}ppirç. uuX graphics-dot-per-centimeterrè. }ré. (jX& }rê. (X onerë. X {0} dotag sa cheudameatairrì. X tworí. X {0} dhotag sa cheudameatairrî. X fewrï. X {0} dotagan sa cheudameatairrð. X otherrñ. X {0} dotag sa cheudameatairrò. ujb& }ró. (X onerô. X {0} dpcmrõ. X tworö. X {0} dpcmr÷. X fewrø. X {0} dpcmrù. X otherrú. X {0} dpcmrû. ujl& }rü. (X onerý. X {0}dpcmrþ. X tworÿ. X {0}dpcmr / X fewr/ X {0}dpcmr/ X otherr/ X {0}dpcmr/ uuX graphics-dot-per-inchr/ }r/ (jX& }r/ (X oner/ X {0} dotag san òirleachr / X twor
/ X {0} dhotag san òirleachr / X fewr / X {0} dotagan san òirleachr
/ X otherr/ X {0} dotag san òirleachr/ ujb& }r/ (X oner/ X {0} dpir/ X twor/ X {0} dpir/ X fewr/ X {0} dpir/ X otherr/ X {0} dpir/ ujl& }r/ (X oner/ X {0}dpir/ X twor / X {0}dpir / X fewr / X {0}dpir / X otherr / X {0}dpir!/ uuX graphics-dotr"/ }r#/ (jX& }r$/ (X oner%/ X {0} dotagr&/ X twor'/ X
{0} dhotagr(/ X fewr)/ X {0} dotaganr*/ X otherr+/ X {0} dotagr,/ ujb& }r-/ (X oner./ X {0} dotr// X twor0/ X {0} dotr1/ X fewr2/ X {0} dotr3/ X otherr4/ X {0} dotr5/ ujl& }r6/ (X oner7/ X {0}dotr8/ X twor9/ X {0}dhotr:/ X fewr;/ X {0}dotr</ X otherr=/ X {0}dotr>/ uuX length-earth-radiusr?/ }r@/ (jX& }rA/ (X onerB/ X {0} rèideas-talmhainnrC/ X tworD/ X {0} rèideas-talmhainnrE/ X fewrF/ X {0} rèideasan-talmhainnrG/ X otherrH/ X {0} rèideas-talmhainnrI/ ujl& }rJ/ (X onerK/ X {0}RârL/ X tworM/ X {0}RârN/ X fewrO/ X {0}RârP/ X otherrQ/ X {0}RârR/ uuX length-kilometerrS/ }rT/ (jX& }rU/ (X onerV/ X {0} chilemeatairrW/ X tworX/ X {0} chilemeatairrY/ X fewrZ/ X {0} cilemeataireanr[/ X otherr\/ X {0} cilemeatairr]/ j/' X {0} sa chilemeatairr^/ ujb& }r_/ (X oner`/ X {0} kmra/ X tworb/ X {0} kmrc/ X fewrd/ X {0} kmre/ X otherrf/ X {0} kmrg/ j/' X {0}/kmrh/ ujl& }ri/ (X onerj/ X {0}kmrk/ X tworl/ X {0}kmrm/ X fewrn/ X {0}kmro/ X otherrp/ X {0}kmrq/ j/' X {0}/kmrr/ uuX length-meterrs/ }rt/ (jX& }ru/ (X onerv/ X {0} mheatairrw/ X tworx/ X {0} mheatairry/ X fewrz/ X {0} meataireanr{/ X otherr|/ X {0} meatairr}/ j/' X {0} sa mheatairr~/ ujb& }r/ (X oner/ X {0} mr/ X twor/ X {0} mr/ X fewr/ X {0} mr
/ X otherr/ X {0} mr/ j/' X {0}/mr/ ujl& }r/ (X oner/ X {0}mr/ X twor/ X {0}mr/ X fewr/ X {0}mr/ X otherr/ X {0}mr/ j/' X {0}/mr/ uuX length-decimeterr/ }r/ (jX& }r/ (X oner/ X {0} deicheamh-meatairr/ X twor/ X {0} dheicheamh-meatairr/ X fewr/ X {0} deicheamh-meataireanr/ X otherr/ X {0} deicheamh-meatairr/ ujb& }r/ (X oner/ X {0} dmr / X twor¡/ X {0} dmr¢/ X fewr£/ X {0} dmr¤/ X otherr¥/ X {0} dmr¦/ ujl& }r§/ (X oner¨/ X {0}dmr©/ X tworª/ X {0}dmr«/ X fewr¬/ X {0}dmr/ X otherr®/ X {0}dmr¯/ uuX length-centimeterr°/ }r±/ (jX& }r²/ (X oner³/ X {0} cheudameatairr´/ X tworµ/ X {0} cheudameatairr¶/ X fewr·/ X {0} ceudameataireanr¸/ X otherr¹/ X {0} ceudameatairrº/ j/' X {0} sa cheudameatairr»/ ujb& }r¼/ (X oner½/ X {0} cmr¾/ X twor¿/ X {0} cmrÀ/ X fewrÁ/ X {0} cmrÂ/ X otherrÃ/ X {0} cmrÄ/ j/' X {0}/cmrÅ/ ujl& }rÆ/ (X onerÇ/ X {0}cmrÈ/ X tworÉ/ X {0}cmrÊ/ X fewrË/ X {0}cmrÌ/ X otherrÍ/ X {0}cmrÎ/ j/' X {0}/cmrÏ/ uuX length-millimeterrÐ/ }rÑ/ (jX& }rÒ/ (X onerÓ/ X {0} mhili-meatairrÔ/ X tworÕ/ X {0} mhili-meatairrÖ/ X fewr×/ X {0} mili-meataireanrØ/ X otherrÙ/ X {0} mili-meatairrÚ/ ujb& }rÛ/ (X onerÜ/ X {0} mmrÝ/ X tworÞ/ X {0} mmrß/ X fewrà/ X {0} mmrá/ X otherrâ/ X {0} mmrã/ ujl& }rä/ (X onerå/ X {0}mmræ/ X tworç/ X {0}mmrè/ X fewré/ X {0}mmrê/ X otherrë/ X {0}mmrì/ uuX length-micrometerrí/ }rî/ (jX& }rï/ (X onerð/ X {0} mhicreo-meatairrñ/ X tworò/ X {0} mhicreo-meatairró/ X fewrô/ X {0} micreo-meataireanrõ/ X otherrö/ X {0} micreo-meatairr÷/ ujb& }rø/ (X onerù/ X {0} μmrú/ X tworû/ X {0} μmrü/ X fewrý/ X {0} μmrþ/ X otherrÿ/ X {0} μmr 0 ujl& }r0 (X oner0 X {0}μmr0 X twor0 X {0}μmr0 X fewr0 X {0}μmr0 X otherr0 X {0}μmr 0 uuX length-nanometerr
0 }r 0 (jX& }r 0 (X oner
0 X {0} nano-meatairr0 X twor0 X {0} nano-meatairr0 X fewr0 X {0} nano-meataireanr0 X otherr0 X {0} nano-meatairr0 ujb& }r0 (X oner0 X {0} nmr0 X twor0 X {0} nmr0 X fewr0 X {0} nmr0 X otherr 0 X {0} nmr 0 ujl& }r 0 (X oner 0 X {0}nmr 0 X twor!0 X {0}nmr"0 X fewr#0 X {0}nmr$0 X otherr%0 X {0}nmr&0 uuX length-picometerr'0 }r(0 (jX& }r)0 (X oner*0 X {0} phiceo-meatairr+0 X twor,0 X {0} phiceo-meatairr-0 X fewr.0 X {0} piceo-meataireanr/0 X otherr00 X {0} piceo-meatairr10 ujb& }r20 (X oner30 X {0} pmr40 X twor50 X {0} pmr60 X fewr70 X {0} pmr80 X otherr90 X {0} pmr:0 ujl& }r;0 (X oner<0 X {0}pmr=0 X twor>0 X {0}pmr?0 X fewr@0 X {0}pmrA0 X otherrB0 X {0}pmrC0 uuX length-milerD0 }rE0 (jX& }rF0 (X onerG0 X
{0} mhìlerH0 X tworI0 X
{0} mhìlerJ0 X fewrK0 X {0} mìlteanrL0 X otherrM0 X {0} mìlerN0 ujb& }rO0 (X onerP0 X {0} mìrQ0 X tworR0 X {0} mìrS0 X fewrT0 X {0} mìrU0 X otherrV0 X {0} mìrW0 ujl& }rX0 (X onerY0 X {0}mìrZ0 X twor[0 X {0}mìr\0 X fewr]0 X {0}mìr^0 X otherr_0 X {0}mìr`0 uuX length-yardra0 }rb0 (jX& }rc0 (X onerd0 X {0} slatre0 X tworf0 X {0} shlatrg0 X fewrh0 X
{0} slatanri0 X otherrj0 X {0} slatrk0 ujb& }rl0 (X onerm0 X {0} slatrn0 X tworo0 X {0} shlatrp0 X fewrq0 X {0} slatrr0 X otherrs0 X {0} slatrt0 ujl& }ru0 (X onerv0 X {0}ydrw0 X tworx0 X {0}ydry0 X fewrz0 X {0}ydr{0 X otherr|0 X {0}ydr}0 uuX length-footr~0 }r0 (jX& }r0 (X oner0 X
{0} troighr0 X twor0 X {0} throighr0 X fewr
0 X
{0} troigheanr0 X otherr0 X
{0} troighr0 j/' X {0} san troighr0 ujb& }r0 (X oner0 X
{0} troighr0 X twor0 X {0} throighr0 X fewr0 X
{0} troighr0 X otherr0 X
{0} troighr0 j/' X
{0}/troighr0 ujl& }r0 (X oner0 X {0}â²r0 X twor0 X {0}â²r0 X fewr0 X {0}â²r0 X otherr0 X {0}â²r0 j/' X
{0}/troighr0 uuX length-inchr0 }r0 (jX& }r 0 (X oner¡0 X
{0} òirleachr¢0 X twor£0 X
{0} òirleachr¤0 X fewr¥0 X {0} òirlichr¦0 X otherr§0 X
{0} òirleachr¨0 j/' X {0} san òirleachr©0 ujb& }rª0 (X oner«0 X {0} òirlr¬0 X twor0 X {0} òirlr®0 X fewr¯0 X {0} òirlr°0 X otherr±0 X {0} òirlr²0 j/' X {0}/òirlr³0 ujl& }r´0 (X onerµ0 X {0}â³r¶0 X twor·0 X {0}â³r¸0 X fewr¹0 X {0}â³rº0 X otherr»0 X {0}â³r¼0 j/' X {0}/òirlr½0 uuX
length-parsecr¾0 }r¿0 (jX& }rÀ0 (X onerÁ0 X {0} pharsecrÂ0 X tworÃ0 X {0} pharsecrÄ0 X fewrÅ0 X
{0} parsecrÆ0 X otherrÇ0 X
{0} parsecrÈ0 ujb& }rÉ0 (X onerÊ0 X {0} pcrË0 X tworÌ0 X {0} pcrÍ0 X fewrÎ0 X {0} pcrÏ0 X otherrÐ0 X {0} pcrÑ0 ujl& }rÒ0 (X onerÓ0 X {0}pcrÔ0 X tworÕ0 X {0}pcrÖ0 X fewr×0 X {0}pcrØ0 X otherrÙ0 X {0}pcrÚ0 uuX length-light-yearrÛ0 }rÜ0 (jX& }rÝ0 (X onerÞ0 X {0} bhliadhna solaisrß0 X tworà0 X {0} bhliadhna solaisrá0 X fewrâ0 X {0} bliadhnaichean solaisrã0 X otherrä0 X {0} bliadhna solaisrå0 ujb& }ræ0 (X onerç0 X {0} lyrè0 X tworé0 X {0} lyrê0 X fewrë0 X {0} lyrì0 X otherrí0 X {0} lyrî0 ujl& }rï0 (X onerð0 X {0}lyrñ0 X tworò0 X {0}lyró0 X fewrô0 X {0}lyrõ0 X otherrö0 X {0}lyr÷0 uuX length-astronomical-unitrø0 }rù0 (jX& }rú0 (X onerû0 X {0} aonad reul-eòlachrü0 X tworý0 X {0} aonad reul-eòlachrþ0 X fewrÿ0 X {0} aonadan reul-eòlachr 1 X otherr1 X {0} aonad reul-eòlachr1 ujb& }r1 (X oner1 X {0} aur1 X twor1 X {0} aur1 X fewr1 X {0} aur 1 X otherr
1 X {0} aur 1 ujl& }r 1 (X oner
1 X {0}aur1 X twor1 X {0}aur1 X fewr1 X {0}aur1 X otherr1 X {0}aur1 uuX length-furlongr1 }r1 (jX& }r1 (X oner1 X {0} stà id Shasannachr1 X twor1 X {0} stà id Shasannachr1 X fewr 1 X {0} stà idean Sasannachr 1 X otherr 1 X {0} stà id Shasannachr 1 ujb& }r 1 (X oner!1 X
{0} stà idr"1 X twor#1 X
{0} stà idr$1 X fewr%1 X
{0} stà idr&1 X otherr'1 X
{0} stà idr(1 ujl& }r)1 (X oner*1 X {0}stà idr+1 X twor,1 X {0}stà idr-1 X fewr.1 X {0}stà idr/1 X otherr01 X {0}stà idr11 uuX
length-fathomr21 }r31 (jX& }r41 (X oner51 X {0} aitheamhr61 X twor71 X {0} aitheamhr81 X fewr91 X {0} aitheamhanr:1 X otherr;1 X {0} aitheamhr<1 ujb& }r=1 (X oner>1 X {0} aithr?1 X twor@1 X {0} aithrA1 X fewrB1 X {0} aithrC1 X otherrD1 X {0} aithrE1 ujl& }rF1 (X onerG1 X {0}aithrH1 X tworI1 X {0}aithrJ1 X fewrK1 X {0}aithrL1 X otherrM1 X {0}aithrN1 uuX length-nautical-milerO1 }rP1 (jX& }rQ1 (X onerR1 X {0} mhìle mararS1 X tworT1 X {0} mhìle mararU1 X fewrV1 X {0} mìltean mararW1 X otherrX1 X {0} mìle mararY1 ujb& }rZ1 (X oner[1 X {0} nmir\1 X twor]1 X {0} nmir^1 X fewr_1 X {0} nmir`1 X otherra1 X {0} nmirb1 ujl& }rc1 (X onerd1 X {0}nmire1 X tworf1 X {0}nmirg1 X fewrh1 X {0}nmiri1 X otherrj1 X {0}nmirk1 uuX length-mile-scandinavianrl1 }rm1 (jX& }rn1 (X onero1 X {0} mhìle Lochlannachrp1 X tworq1 X {0} mhìle Lochlannachrr1 X fewrs1 X {0} mìltean Lochlannachrt1 X otherru1 X {0} mìle Lochlannachrv1 ujb& }rw1 (X onerx1 X {0} smiry1 X tworz1 X {0} smir{1 X fewr|1 X {0} smir}1 X otherr~1 X {0} smir1 ujl& }r1 (X oner1 X {0}smir1 X twor1 X {0}smir1 X fewr
1 X {0}smir1 X otherr1 X {0}smir1 uuX length-pointr1 }r1 (jX& }r1 (X oner1 X
{0} phuingr1 X twor1 X
{0} phuingr1 X fewr1 X {0} puingeanr1 X otherr1 X {0} puingr1 ujb& }r1 (X oner1 X {0} ptr1 X twor1 X {0} ptr1 X fewr1 X {0} ptr1 X otherr1 X {0} ptr1 ujl& }r1 (X oner1 X {0}ptr1 X twor 1 X {0}ptr¡1 X fewr¢1 X {0}ptr£1 X otherr¤1 X {0}ptr¥1 uuX length-solar-radiusr¦1 }r§1 (jX& }r¨1 (X oner©1 X {0} rèideas-grèinerª1 X twor«1 X {0} rèideas-grèiner¬1 X fewr1 X {0} rèideasan-grèiner®1 X otherr¯1 X {0} rèideas-grèiner°1 ujb& }r±1 jl& }r²1 (X oner³1 X {0}Râr´1 X tworµ1 X {0}Râr¶1 X fewr·1 X {0}Râr¸1 X otherr¹1 X {0}Rârº1 uuX light-luxr»1 }r¼1 (jX& }r½1 (X oner¾1 X {0} luxr¿1 X tworÀ1 X {0} luxrÁ1 X fewrÂ1 X {0} luxrÃ1 X otherrÄ1 X {0} luxrÅ1 ujb& }rÆ1 (X onerÇ1 X {0} lxrÈ1 X tworÉ1 X {0} lxrÊ1 X fewrË1 X {0} lxrÌ1 X otherrÍ1 X {0} lxrÎ1 ujl& }rÏ1 (X onerÐ1 X {0}lxrÑ1 X tworÒ1 X {0}lxrÓ1 X fewrÔ1 X {0}lxrÕ1 X otherrÖ1 X {0}lxr×1 uuX
light-candelarØ1 }rÙ1 (jX& }rÚ1 (X onerÛ1 X {0} chandelarÜ1 X tworÝ1 X {0} chandelarÞ1 X fewrß1 X {0} candelarà1 X otherrá1 X {0} candelarâ1 ujb& }rã1 jl& }rä1 (X onerå1 X {0}cdræ1 X tworç1 X {0}cdrè1 X fewré1 X {0}cdrê1 X otherrë1 X {0}cdrì1 uuX light-lumenrí1 }rî1 (jX& }rï1 (X onerð1 X {0} lumenrñ1 X tworò1 X {0} lumenró1 X fewrô1 X {0} lumenrõ1 X otherrö1 X {0} lumenr÷1 ujb& }rø1 jl& }rù1 (X onerú1 X {0}lmrû1 X tworü1 X {0}lmrý1 X fewrþ1 X {0}lmrÿ1 X otherr 2 X {0}lmr2 uuX light-solar-luminosityr2 }r2 (jX& }r2 (X oner2 X {0} bhoillsgeachd-ghrèiner2 X twor2 X {0} bhoillsgeachd-ghrèiner2 X fewr 2 X {0} boillsgeachdan-grèiner
2 X otherr 2 X {0} boillsgeachd-ghrèiner 2 ujb& }r
2 jl& }r2 (X oner2 X {0}Lâr2 X twor2 X {0}Lâr2 X fewr2 X {0}Lâr2 X otherr2 X {0}Lâr2 uuX mass-metric-tonr2 }r2 (jX& }r2 (X oner2 X {0} tunna meatrachr2 X twor 2 X {0} thunna meatrachr 2 X fewr 2 X {0} tunnaichean meatrachr 2 X otherr 2 X {0} tunna meatrachr!2 ujb& }r"2 (X oner#2 X {0} tr$2 X twor%2 X {0} tr&2 X fewr'2 X {0} tr(2 X otherr)2 X {0} tr*2 ujl& }r+2 (X oner,2 X {0}tr-2 X twor.2 X {0}tr/2 X fewr02 X {0}tr12 X otherr22 X {0}tr32 uuX
mass-kilogramr42 }r52 (jX& }r62 (X oner72 X {0} chileagramr82 X twor92 X {0} chileagramr:2 X fewr;2 X {0} cileagramaicheanr<2 X otherr=2 X
{0} cileagramr>2 j/' X {0} sa chileagramr?2 ujb& }r@2 (X onerA2 X {0} kgrB2 X tworC2 X {0} kgrD2 X fewrE2 X {0} kgrF2 X otherrG2 X {0} kgrH2 j/' X {0}/kgrI2 ujl& }rJ2 (X onerK2 X {0}kgrL2 X tworM2 X {0}kgrN2 X fewrO2 X {0}kgrP2 X otherrQ2 X {0}kgrR2 j/' X {0}/kgrS2 uuX mass-gramrT2 }rU2 (jX& }rV2 (X onerW2 X {0} ghramrX2 X tworY2 X {0} ghramrZ2 X fewr[2 X {0} gramaicheanr\2 X otherr]2 X {0} gramr^2 j/' X {0} sa ghramr_2 ujb& }r`2 (X onera2 X {0} grb2 X tworc2 X {0} grd2 X fewre2 X {0} grf2 X otherrg2 X {0} grh2 j/' X {0}/gri2 ujl& }rj2 (X onerk2 X {0}grl2 X tworm2 X {0}grn2 X fewro2 X {0}grp2 X otherrq2 X {0}grr2 j/' X {0}/grs2 uuX mass-milligramrt2 }ru2 (jX& }rv2 (X onerw2 X
{0} mhiligramrx2 X twory2 X
{0} mhiligramrz2 X fewr{2 X {0} miligramaicheanr|2 X otherr}2 X {0} miligramr~2 ujb& }r2 (X oner2 X {0} mgr2 X twor2 X {0} mgr2 X fewr2 X {0} mgr
2 X otherr2 X {0} mgr2 ujl& }r2 (X oner2 X {0}mgr2 X twor2 X {0}mgr2 X fewr2 X {0}mgr2 X otherr2 X {0}mgr2 uuX mass-microgramr2 }r2 (jX& }r2 (X oner2 X {0} mhicreo-gramr2 X twor2 X {0} mhicreo-gramr2 X fewr2 X {0} micreo-gramaicheanr2 X otherr2 X {0} micreo-gramr2 ujb& }r2 (X oner2 X {0} μgr2 X twor2 X {0} μgr 2 X fewr¡2 X {0} μgr¢2 X otherr£2 X {0} μgr¤2 ujl& }r¥2 (X oner¦2 X {0}μgr§2 X twor¨2 X {0}μgr©2 X fewrª2 X {0}μgr«2 X otherr¬2 X {0}μgr2 uuX mass-tonr®2 }r¯2 (jX& }r°2 (X oner±2 X {0} tunnar²2 X twor³2 X
{0} thunnar´2 X fewrµ2 X {0} tunnaicheanr¶2 X otherr·2 X {0} tunnar¸2 ujb& }r¹2 (X onerº2 X {0} tnr»2 X twor¼2 X {0} tnr½2 X fewr¾2 X {0} tnr¿2 X otherrÀ2 X {0} tnrÁ2 ujl& }rÂ2 (X onerÃ2 X {0}tnrÄ2 X tworÅ2 X {0}tnrÆ2 X fewrÇ2 X {0}tnrÈ2 X otherrÉ2 X {0}tnrÊ2 uuX
mass-stonerË2 }rÌ2 (jX& }rÍ2 (X onerÎ2 X
{0} chlachrÏ2 X tworÐ2 X
{0} chlachrÑ2 X fewrÒ2 X {0} clachanrÓ2 X otherrÔ2 X {0} clachrÕ2 ujb& }rÖ2 (X oner×2 X
{0} chlachrØ2 X tworÙ2 X
{0} chlachrÚ2 X fewrÛ2 X {0} clachrÜ2 X otherrÝ2 X {0} clachrÞ2 ujl& }rß2 (X onerà2 X {0}clachrá2 X tworâ2 X {0}clachrã2 X fewrä2 X {0}clachrå2 X otherræ2 X {0}clachrç2 uuX
mass-poundrè2 }ré2 (jX& }rê2 (X onerë2 X
{0} phunndrì2 X tworí2 X
{0} phunndrî2 X fewrï2 X
{0} puinndrð2 X otherrñ2 X {0} punndrò2 j/' X
{0} sa phunndró2 ujb& }rô2 (X onerõ2 X {0} lbrö2 X twor÷2 X {0} lbrø2 X fewrù2 X {0} lbrú2 X otherrû2 X {0} lbrü2 j/' X {0}/lbrý2 ujl& }rþ2 (X onerÿ2 X {0}lbr 3 X twor3 X {0}lbr3 X fewr3 X {0}lbr3 X otherr3 X {0}lbr3 j/' X {0}/lbr3 uuX
mass-ouncer3 }r 3 (jX& }r
3 (X oner 3 X {0} unnsar 3 X twor
3 X {0} unnsar3 X fewr3 X
{0} unnsachanr3 X otherr3 X {0} unnsar3 j/' X
{0} san unnsar3 ujb& }r3 (X oner3 X {0} unnsar3 X twor3 X {0} unnsar3 X fewr3 X {0} unnsar3 X otherr3 X {0} unnsar 3 j/' X {0}/ozr 3 ujl& }r 3 (X oner 3 X {0}ozr 3 X twor!3 X {0}ozr"3 X fewr#3 X {0}ozr$3 X otherr%3 X {0}ozr&3 j/' X {0}/ozr'3 uuX mass-ounce-troyr(3 }r)3 (jX& }r*3 (X oner+3 X {0} unnsa tròidhr,3 X twor-3 X {0} unnsa tròidhr.3 X fewr/3 X {0} unnsachan tròidhr03 X otherr13 X {0} unnsa tròidhr23 ujb& }r33 (X oner43 X {0} oz tr53 X twor63 X {0} oz tr73 X fewr83 X {0} oz tr93 X otherr:3 X {0} oz tr;3 ujl& }r<3 (X oner=3 X {0}oz tr>3 X twor?3 X {0}oz tr@3 X fewrA3 X {0}oz trB3 X otherrC3 X {0}oz trD3 uuX
mass-caratrE3 }rF3 (jX& }rG3 (X onerH3 X
{0} charatrI3 X tworJ3 X
{0} charatrK3 X fewrL3 X {0} carataicheanrM3 X otherrN3 X {0} caratrO3 ujb& }rP3 (X onerQ3 X {0} CDrR3 X tworS3 X {0} CDrT3 X fewrU3 X {0} CDrV3 X otherrW3 X {0} CDrX3 ujl& }rY3 (X onerZ3 X {0}CDr[3 X twor\3 X {0}CDr]3 X fewr^3 X {0}CDr_3 X otherr`3 X {0}CDra3 uuX mass-daltonrb3 }rc3 (jX& }rd3 (X onere3 X
{0} daltonrf3 X tworg3 X {0} dhaltonrh3 X fewri3 X {0} daltonaicheanrj3 X otherrk3 X
{0} daltonrl3 ujb& }rm3 (X onern3 X {0} Daro3 X tworp3 X {0} Darq3 X fewrr3 X {0} Dars3 X otherrt3 X {0} Daru3 ujl& }rv3 (X onerw3 X {0}Darx3 X twory3 X {0}Darz3 X fewr{3 X {0}Dar|3 X otherr}3 X {0}Dar~3 uuX mass-earth-massr3 }r3 (jX& }r3 (X oner3 X {0} tomad-talmhainnr3 X twor3 X {0} thomad-talmhainnr
3 X fewr3 X {0} tomadan-talmhainnr3 X otherr3 X {0} tomad-talmhainnr3 ujb& }r3 jl& }r3 (X oner3 X {0}Mâr3 X twor3 X {0}Mâr3 X fewr3 X {0}Mâr3 X otherr3 X {0}Mâr3 uuX mass-solar-massr3 }r3 (jX& }r3 (X oner3 X {0} tomad-grèiner3 X twor3 X {0} thomad-grèiner3 X fewr3 X {0} tomadan-grèiner3 X otherr3 X {0} tomad-grèiner3 ujb& }r3 jl& }r 3 (X oner¡3 X {0}Mâr¢3 X twor£3 X {0}Mâr¤3 X fewr¥3 X {0}Mâr¦3 X otherr§3 X {0}Mâr¨3 uuX
mass-grainr©3 }rª3 (jX& }r«3 (X oner¬3 X
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{0} ghrà inner¶3 X twor·3 X
{0} ghrà inner¸3 X fewr¹3 X {0} grà innerº3 X otherr»3 X {0} grà inner¼3 ujl& }r½3 (X oner¾3 X {0}ghrr¿3 X tworÀ3 X {0}ghrrÁ3 X fewrÂ3 X {0}grrÃ3 X otherrÄ3 X {0}grrÅ3 uuX power-gigawattrÆ3 }rÇ3 (jX& }rÈ3 (X onerÉ3 X {0} ghiga-wattrÊ3 X tworË3 X {0} ghiga-wattrÌ3 X fewrÍ3 X
{0} giga-wattrÎ3 X otherrÏ3 X
{0} giga-wattrÐ3 ujb& }rÑ3 (X onerÒ3 X {0} GWrÓ3 X tworÔ3 X {0} GWrÕ3 X fewrÖ3 X {0} GWr×3 X otherrØ3 X {0} GWrÙ3 ujl& }rÚ3 (X onerÛ3 X {0}GWrÜ3 X tworÝ3 X {0}GWrÞ3 X fewrß3 X {0}GWrà3 X otherrá3 X {0}GWrâ3 uuX power-megawattrã3 }rä3 (jX& }rå3 (X oneræ3 X {0} mheaga-wattrç3 X tworè3 X {0} mheaga-wattré3 X fewrê3 X {0} meaga-wattrë3 X otherrì3 X {0} meaga-wattrí3 ujb& }rî3 (X onerï3 X {0} MWrð3 X tworñ3 X {0} MWrò3 X fewró3 X {0} MWrô3 X otherrõ3 X {0} MWrö3 ujl& }r÷3 (X onerø3 X {0}MWrù3 X tworú3 X {0}MWrû3 X fewrü3 X {0}MWrý3 X otherrþ3 X {0}MWrÿ3 uuX power-kilowattr 4 }r4 (jX& }r4 (X oner4 X {0} chilea-wattr4 X twor4 X {0} chilea-wattr4 X fewr4 X {0} cilea-wattr4 X otherr 4 X {0} cilea-wattr
4 ujb& }r 4 (X oner 4 X {0} kWr
4 X twor4 X {0} kWr4 X fewr4 X {0} kWr4 X otherr4 X {0} kWr4 ujl& }r4 (X oner4 X {0}kWr4 X twor4 X {0}kWr4 X fewr4 X {0}kWr4 X otherr4 X {0}kWr 4 uuX
power-wattr 4 }r 4 (jX& }r 4 (X oner 4 X {0} wattr!4 X twor"4 X {0} wattr#4 X fewr$4 X {0} wattr%4 X otherr&4 X {0} wattr'4 ujb& }r(4 (X oner)4 X {0} Wr*4 X twor+4 X {0} Wr,4 X fewr-4 X {0} Wr.4 X otherr/4 X {0} Wr04 ujl& }r14 (X oner24 X {0}Wr34 X twor44 X {0}Wr54 X fewr64 X {0}Wr74 X otherr84 X {0}Wr94 uuX power-milliwattr:4 }r;4 (jX& }r<4 (X oner=4 X {0} mhili-wattr>4 X twor?4 X {0} mhili-wattr@4 X fewrA4 X
{0} mili-wattrB4 X otherrC4 X
{0} mili-wattrD4 ujb& }rE4 (X onerF4 X {0} mWrG4 X tworH4 X {0} mWrI4 X fewrJ4 X {0} mWrK4 X otherrL4 X {0} mWrM4 ujl& }rN4 (X onerO4 X {0}mWrP4 X tworQ4 X {0}mWrR4 X fewrS4 X {0}mWrT4 X otherrU4 X {0}mWrV4 uuX power-horsepowerrW4 }rX4 (jX& }rY4 (X onerZ4 X {0} chumhachd-eichr[4 X twor\4 X {0} chumhachd-eichr]4 X fewr^4 X {0} cumhachdan-eichr_4 X otherr`4 X {0} cumhachd-eichra4 ujb& }rb4 (X onerc4 X {0} hprd4 X twore4 X {0} hprf4 X fewrg4 X {0} hprh4 X otherri4 X {0} hprj4 ujl& }rk4 (X onerl4 X {0}hprm4 X tworn4 X {0}hpro4 X fewrp4 X {0}hprq4 X otherrr4 X {0}hprs4 uuX pressure-millimeter-ofhgrt4 }ru4 (jX& }rv4 (X onerw4 X% {0} mhilimeatair de dhâairgead-beòrx4 X twory4 X% {0} mhilimeatair de dhâairgead-beòrz4 X fewr{4 X' {0} milimeatairean de dhâairgead-beòr|4 X otherr}4 X$ {0} milimeatair de dhâairgead-beòr~4 ujb& }r4 (X oner4 X {0} mm Hgr4 X twor4 X {0} mm Hgr4 X fewr4 X {0} mm Hgr
4 X otherr4 X {0} mm Hgr4 ujl& }r4 (X oner4 X {0}mm Hgr4 X twor4 X {0}mm Hgr4 X fewr4 X {0}mm Hgr4 X otherr4 X {0}mm Hgr4 uuX$ pressure-pound-force-per-square-inchr4 }r4 (jX& }r4 (X oner4 X% {0} phunnd san òirleach cheà rnagachr4 X twor4 X% {0} phunnd san òirleach cheà rnagachr4 X fewr4 X% {0} puinnd san òirleach cheà rnagachr4 X otherr4 X$ {0} punnd san òirleach cheà rnagachr4 ujb& }r4 (X oner4 X {0} psir4 X twor4 X {0} psir 4 X fewr¡4 X {0} psir¢4 X otherr£4 X {0} psir¤4 ujl& }r¥4 (X oner¦4 X {0}psir§4 X twor¨4 X {0}psir©4 X fewrª4 X {0}psir«4 X otherr¬4 X {0}psir4 uuX pressure-inch-ofhgr®4 }r¯4 (jX& }r°4 (X oner±4 X" {0} òirleach de dhâairgead-beòr²4 X twor³4 X" {0} òirleach de dhâairgead-beòr´4 X fewrµ4 X! {0} òirlich de dhâairgead-beòr¶4 X otherr·4 X" {0} òirleach de dhâairgead-beòr¸4 ujb& }r¹4 (X onerº4 X {0} inHgr»4 X twor¼4 X {0} inHgr½4 X fewr¾4 X {0} inHgr¿4 X otherrÀ4 X {0} inHgrÁ4 ujl& }rÂ4 (X onerÃ4 X {0}â³ HgrÄ4 X tworÅ4 X {0}â³ HgrÆ4 X fewrÇ4 X {0}â³ HgrÈ4 X otherrÉ4 X {0}â³ HgrÊ4 uuX pressure-barrË4 }rÌ4 (jX& }rÍ4 (X onerÎ4 X {0} bharrÏ4 X tworÐ4 X {0} bhà rrÑ4 X fewrÒ4 X {0} bà raicheanrÓ4 X otherrÔ4 X {0} bà rrÕ4 ujb& }rÖ4 (X oner×4 X {0} bhà rrØ4 X tworÙ4 X {0} bhà rrÚ4 X fewrÛ4 X {0} bà rrÜ4 X otherrÝ4 X {0} bà rrÞ4 ujl& }rß4 (X onerà4 X {0}bhà rrá4 X tworâ4 X {0}bhà rrã4 X fewrä4 X {0}bà rrå4 X otherræ4 X {0}bà rrç4 uuX pressure-millibarrè4 }ré4 (jX& }rê4 (X onerë4 X
{0} mhilibà rrì4 X tworí4 X
{0} mhilibà rrî4 X fewrï4 X {0} milibà raicheanrð4 X otherrñ4 X {0} milibà rrò4 ujb& }ró4 (X onerô4 X {0} mbà rrõ4 X tworö4 X {0} mbà rr÷4 X fewrø4 X {0} mbà rrù4 X otherrú4 X {0} mbà rrû4 ujl& }rü4 (X onerý4 X {0}mbrþ4 X tworÿ4 X {0}mbr 5 X fewr5 X {0}mbr5 X otherr5 X {0}mbr5 uuX pressure-atmospherer5 }r5 (jX& }r5 (X oner5 X {0} bhrùthadh-à iler 5 X twor
5 X {0} bhrùthadh-à iler 5 X fewr 5 X {0} brùthadh-à iler
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{0} pascalr*5 X otherr+5 X
{0} pascalr,5 ujl& }r-5 (X oner.5 X {0}Par/5 X twor05 X {0}Par15 X fewr25 X {0}Par35 X otherr45 X {0}Par55 uuX pressure-hectopascalr65 }r75 (jX& }r85 (X oner95 X {0} heacta-pascalr:5 X twor;5 X {0} heacta-pascalr<5 X fewr=5 X {0} heacta-pascalr>5 X otherr?5 X {0} heacta-pascalr@5 ujb& }rA5 (X onerB5 X {0} hParC5 X tworD5 X {0} hParE5 X fewrF5 X {0} hParG5 X otherrH5 X {0} hParI5 ujl& }rJ5 (X onerK5 X {0}hParL5 X tworM5 X {0}hParN5 X fewrO5 X {0}hParP5 X otherrQ5 X {0}hParR5 uuX pressure-kilopascalrS5 }rT5 (jX& }rU5 (X onerV5 X {0} chileapascalrW5 X tworX5 X {0} chileapascalrY5 X fewrZ5 X {0} cileapascalr[5 X otherr\5 X {0} cileapascalr]5 ujb& }r^5 (X oner_5 X {0} kPar`5 X twora5 X {0} kParb5 X fewrc5 X {0} kPard5 X otherre5 X {0} kParf5 ujl& }rg5 (X onerh5 X {0}kPari5 X tworj5 X {0}kPark5 X fewrl5 X {0}kParm5 X otherrn5 X {0}kParo5 uuX pressure-megapascalrp5 }rq5 (jX& }rr5 (X oners5 X {0} mheaga-pascalrt5 X tworu5 X {0} mheaga-pascalrv5 X fewrw5 X {0} meaga-pascalrx5 X otherry5 X {0} meaga-pascalrz5 ujl& }r{5 (X oner|5 X {0}MPar}5 X twor~5 X {0}MPar5 X fewr5 X {0}MPar5 X otherr5 X {0}MPar5 uuX speed-kilometer-per-hourr5 }r
5 (jX& }r5 (X oner5 X {0} chilemeatair san uairr5 X twor5 X {0} chilemeatair san uairr5 X fewr5 X {0} cilemeatairean san uairr5 X otherr5 X {0} cilemeatair san uairr5 ujb& }r5 (X oner5 X {0} km/hr5 X twor5 X {0} km/hr5 X fewr5 X {0} km/hr5 X otherr5 X {0} km/hr5 ujl& }r5 (X oner5 X {0}km/hr5 X twor5 X {0}km/hr5 X fewr5 X {0}km/hr5 X otherr5 X {0}km/hr 5 uuX speed-meter-per-secondr¡5 }r¢5 (jX& }r£5 (X oner¤5 X {0} mheatair san diogr¥5 X twor¦5 X {0} mheatair san diogr§5 X fewr¨5 X {0} meatairean san diogr©5 X otherrª5 X {0} meatair san diogr«5 ujb& }r¬5 (X oner5 X {0} m/sr®5 X twor¯5 X {0} m/sr°5 X fewr±5 X {0} m/sr²5 X otherr³5 X {0} m/sr´5 ujl& }rµ5 (X oner¶5 X {0}m/sr·5 X twor¸5 X {0}m/sr¹5 X fewrº5 X {0}m/sr»5 X otherr¼5 X {0}m/sr½5 uuX speed-mile-per-hourr¾5 }r¿5 (jX& }rÀ5 (X onerÁ5 X {0} mhìle san uairrÂ5 X tworÃ5 X {0} mhìle san uairrÄ5 X fewrÅ5 X {0} mìltean san uairrÆ5 X otherrÇ5 X {0} mìle san uairrÈ5 ujb& }rÉ5 (X onerÊ5 X {0} mì/hrË5 X tworÌ5 X {0} mì/hrÍ5 X fewrÎ5 X {0} mì/hrÏ5 X otherrÐ5 X {0} mì/hrÑ5 ujl& }rÒ5 (X onerÓ5 X {0}mì/hrÔ5 X tworÕ5 X {0}mì/hrÖ5 X fewr×5 X {0}mì/hrØ5 X otherrÙ5 X {0}mì/hrÚ5 uuX
speed-knotrÛ5 }rÜ5 (jX& }rÝ5 (X onerÞ5 X {0} mhìle mara san uairrß5 X tworà5 X {0} mhìle mara san uairrá5 X fewrâ5 X {0} mìltean mara san uairrã5 X otherrä5 X {0} mìle mara san uairrå5 ujb& }ræ5 (X onerç5 X {0} knrè5 X tworé5 X {0} knrê5 X fewrë5 X {0} knrì5 X otherrí5 X {0} knrî5 ujl& }rï5 (X onerð5 X {0}knrñ5 X tworò5 X {0}knró5 X fewrô5 X {0}knrõ5 X otherrö5 X {0}knr÷5 uuX temperature-genericrø5 }rù5 (jX& }rú5 (X onerû5 X {0}°rü5 X tworý5 X {0}°rþ5 X fewrÿ5 X {0}°r 6 X otherr6 X {0}°r6 ujb& }r6 (X oner6 X {0}°r6 X twor6 X {0}°r6 X fewr6 X {0}°r 6 X otherr
6 X {0}°r 6 ujl& }r 6 (X oner
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mr6 X twor6 X {0}Nâ
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: }r : (jX& }r : (X oner
: X {0} dramar: X twor: X
{0} dhramar: X fewr: X {0} dramaicheanr: X otherr: X {0} dramar: ujb& }r: (X oner: X {0} dramar: X twor: X
{0} dhramar: X fewr: X {0} dramar: X otherr : X {0} dramar : ujl& }r : (X oner : X {0}dramar : X twor!: X {0}dhramar": X fewr#: X {0}dramar$: X otherr%: X {0}dramar&: uuX
volume-jiggerr': }r(: (jX& }r): (X oner*: X
{0} sigirer+: X twor,: X
{0} sigirer-: X fewr.: X {0} sigireanr/: X otherr0: X
{0} sigirer1: ujb& }r2: (X oner3: X
{0} sigirer4: X twor5: X
{0} sigirer6: X fewr7: X
{0} sigirer8: X otherr9: X
{0} sigirer:: ujl& }r;: (X oner<: X {0}sigirer=: X twor>: X {0}sigirer?: X fewr@: X {0}sigirerA: X otherrB: X {0}sigirerC: uuX volume-pinchrD: }rE: (jX& }rF: (X onerG: X {0} chrudhaganrH: X tworI: X {0} chrudhaganrJ: X fewrK: X {0} crudhagainrL: X otherrM: X
{0} crudhaganrN: ujb& }rO: (X onerP: X {0} chrudhagrQ: X tworR: X {0} chrudhagrS: X fewrT: X {0} crudhagrU: X otherrV: X {0} crudhagrW: ujl& }rX: (X onerY: X
{0}chrudh.rZ: X twor[: X
{0}chrudh.r\: X fewr]: X {0}crudh.r^: X otherr_: X {0}crudh.r`: uuX volume-quart-imperialra: }rb: (jX& }rc: (X onerd: X {0} chà rt ìmpireilre: X tworf: X {0} chà rt ìmpireilrg: X fewrh: X {0} cà rtan ìmpireilri: X otherrj: X {0} cà rt ìmpireilrk: ujb& }rl: (X onerm: X {0} chà rt ìmp.rn: X tworo: X {0} chà rt ìmp.rp: X fewrq: X {0} cà rt ìmp.rr: X otherrs: X {0} cà rt ìmp.rt: ujl& }ru: (X onerv: X
{0}chà rt ì.rw: X tworx: X
{0}chà rt ì.ry: X fewrz: X {0}cà rt ì.r{: X otherr|: X {0}cà rt ì.r}: uuuX compound_unit_patternsr~: }r: (X 10p-1r: }r: (jX& }r: j° X
deicheamh-{0}r: sjb& }r: j° X d{0}r
: sjl& }r: j° X d{0}r: suX 10p-2r: }r: jX& }r: j° X ceuda{0}r: ssX 10p-3r: }r: jX& }r: j° X mili{0}r: ssX 10p-6r: }r: jX& }r: j° X
micreo-{0}r: ssX 10p-9r: }r: jX& }r: j° X nano-{0}r: ssX 10p-12r: }r: jX& }r: j° X piceo-{0}r: ssX 10p-15r: }r: jX& }r: j° X femto-{0}r: ssX 10p-18r : }r¡: jX& }r¢: j° X atto-{0}r£: ssX 10p-21r¤: }r¥: jX& }r¦: j° X zepto-{0}r§: ssX 10p-24r¨: }r©: jX& }rª: j° X yocto-{0}r«: ssX 10p1r¬: }r: jX& }r®: j° X deaca-{0}r¯: ssX 10p2r°: }r±: jX& }r²: j° X
heacta-{0}r³: ssX 10p3r´: }rµ: jX& }r¶: j° X cile{0}r·: ssX 10p6r¸: }r¹: jX& }rº: j° X meaga-{0}r»: ssX 10p9r¼: }r½: jX& }r¾: j° X giga-{0}r¿: ssX 10p12rÀ: }rÁ: jX& }rÂ: j° X tera-{0}rÃ: ssX 10p15rÄ: }rÅ: jX& }rÆ: j° X peta-{0}rÇ: ssX 10p18rÈ: }rÉ: jX& }rÊ: j° X exa-{0}rË: ssX 10p21rÌ: }rÍ: jX& }rÎ: j° X zetta-{0}rÏ: ssX 10p24rÐ: }rÑ: jX& }rÒ: j° X yotta-{0}rÓ: ssX 1024p1rÔ: }rÕ: (jX& }rÖ: j° X kibi-{0}r×: sjb& }rØ: j° X Ki{0}rÙ: sjl& }rÚ: j° X Ki{0}rÛ: suX 1024p2rÜ: }rÝ: (jX& }rÞ: j° X mebi-{0}rß: sjb& }rà: j° X Mi{0}rá: sjl& }râ: j° X Mi{0}rã: suX 1024p3rä: }rå: (jX& }ræ: j° X gibi-{0}rç: sjb& }rè: j° X Gi{0}ré: sjl& }rê: j° X Gi{0}rë: suX 1024p4rì: }rí: (jX& }rî: j° X tebi-{0}rï: sjb& }rð: j° X Ti{0}rñ: sjl& }rò: j° X Ti{0}ró: suX 1024p5rô: }rõ: (jX& }rö: j° X pebi-{0}r÷: sjb& }rø: j° X Pi{0}rù: sjl& }rú: j° X Pi{0}rû: suX 1024p6rü: }rý: (jX& }rþ: j° X exbi-{0}rÿ: sjb& }r ; j° X Ei{0}r; sjl& }r; j° X Ei{0}r; suX 1024p7r; }r; (jX& }r; j° X zebi-{0}r; sjb& }r; j° X Zi{0}r ; sjl& }r
; j° X Zi{0}r ; suX 1024p8r ; }r
; (jX& }r; j° X yobe-{0}r; sjb& }r; j° X Yi{0}r; sjl& }r; j° X Yi{0}r; suX perr; }r; (jX& }r; X compoundr; X {0} / {1}r; sjb& }r; j; X {0}/{1}r; sjl& }r; j; X {0}/{1}r ; suX power2r ; }r ; jX& }r ; j; X {0} ceà rnagachr ; ssX power3r!; }r"; jX& }r#; j; X {0} ciùbachr$; ssuX unit_display_namesr%; }r&; (jV& }r'; (jX& X forsa-gr(; jb& X forsa-gr); jl& X forsa-gr*; ujv& }r+; (jX& X meatair san diog cheà rnagachr,; jb& X meatair/diog²r-; jl& X m/s²r.; uj& }r/; (jX& X cuairtr0; jb& X cuairtr1; jl& X cuairtr2; uj°& }r3; (jX& X rèideanr4; jb& X rèideanr5; jl& X radr6; ujÍ& }r7; (jX& X ceumr8; jb& X ceumr9; jl& X ceumr:; ujê& }r;; (jX& X
à rc-mhionaidr<; jb& X à rc-mhion.r=; jl& X à rc-mr>; uj' }r?; (jX& X
à rc-dhiogr@; jb& X
à rc-dhiogrA; jl& X à rc-drB; uj$' }rC; (jX& X cilemeatair ceà rnagachrD; jb& X km²rE; jl& X km²rF; ujE' }rG; (jX& X heactairrH; jb& X heactairrI; jl& X heactairrJ; ujb' }rK; (jX& X meatair ceà rnagachrL; jb& X meatair²rM; jl& X meatair²rN; uj' }rO; (jX& X ceudameatair ceà rnagachrP; jb& X cm²rQ; jl& X cm²rR; uj¢' }rS; (jX& X mìle cheà rnagachrT; jb& X mìle²rU; jl& X mì²rV; ujÂ' }rW; (jX& X acairrX; jb& X acairrY; jl& X acairrZ; ujß' }r[; (jX& X slat cheà rnagachr\; jb& X slat²r]; jl& X slat²r^; ujü' }r_; (jX& X troigh cheà rnagachr`; jb& X troigh²ra; jl& X ft²rb; uj( }rc; (jX& X òirleach cheà rnagachrd; jb& X òirl²re; jl& X in²rf; uj9( }rg; (jX& X dönümrh; jb& X dönümri; jl& X dönümrj; ujV( }rk; (jX& X karatrl; jb& X karatrm; jl& X karatrn; ujs( }ro; (jX& X miligram san deicheamh-liotairrp; jb& X mg/dLrq; jl& X mg/dLrr; uj( }rs; (jX& X milimòl san liotairrt; jb& X mmòl/Lru; jl& X mmòl/Lrv; uj( }rw; (jX& X nìrx; jb& X nìry; jl& X nìrz; ujÊ( }r{; (jX& X pà irt sa mhilleanr|; jb& X ppmr}; jl& X ppmr~; ujç( }r; (jX& X sa cheudr; jb& X sa cheudr; jl& j uj) }r; (jX& X sa mhìler; jb& X sa mhìler; jl& X â°r
; uj!) }r; (jX& X sna deich mìlteanr; jb& X sna deich mìlteanr; jl& X â±r; uj6) }r; (jX& X mòlr; jb& X mòlr; jl& X mòlr; ujS) }r; (jX& X liotair sa chilemeatairr; jb& X
liotair/kmr; jl& X L/kmr; ujp) }r; (jX& X liotair sa 100 chilemeatairr; jb& X L/100kmr; jl& X L/100kmr; uj) }r; (jX& X mìle sa ghalanr; jb& X mìle/galr; jl& X mì/gr; ujª) }r; (jX& X mìle sa ghalan ìmpireilr; jb& X mìle/gal ìmp.r; jl& X mìle/gal RAr; ujÇ) }r; (jX& X peta-baidhtr; jb& X PBr ; jl& X PBr¡; ujä) }r¢; (jX& X tera-baidhtr£; jb& X TBr¤; jl& X TBr¥; uj* }r¦; (jX& X tera-biodr§; jb& X Tbr¨; jl& X Tbr©; uj * }rª; (jX& X giga-baidhtr«; jb& X GBr¬; jl& X GBr; uj;* }r®; (jX& X giga-biodr¯; jb& X Gbr°; jl& X Gbr±; ujX* }r²; (jX& X meaga-baidhtr³; jb& X MBr´; jl& X MBrµ; uju* }r¶; (jX& X
meaga-biodr·; jb& X Mbr¸; jl& X Mbr¹; uj* }rº; (jX& X cileabaidhtr»; jb& X kBr¼; jl& X kBr½; uj¯* }r¾; (jX& X cilebiodr¿; jb& X kbrÀ; jl& X kbrÁ; ujÌ* }rÂ; (jX& X baidhtrÃ; jb& X baidhtrÄ; jl& X baidhtrÅ; ujé* }rÆ; (jX& X biodrÇ; jb& X biodrÈ; jl& X biodrÉ; uj+ }rÊ; (jX& X linnrË; jb& X lirÌ; jl& X lirÍ; uj#+ }rÎ; (jX& X deicheadrÏ; jb& X deichrÐ; jl& X deichrÑ; uj@+ }rÒ; (jX& X bliadhnarÓ; jb& X bliadhnarÔ; jl& X bliarÕ; uj`+ }rÖ; (jX& X mìosr×; jb& X mìosrØ; jl& X mìosrÙ; uj+ }rÚ; (jX& X seachdainrÛ; jb& X seachdrÜ; jl& X srÝ; uj + }rÞ; (jX& X latharß; jb& X latharà; jl& X là rá; ujÀ+ }râ; (jX& X
uair a thìderã; jb& X uairrä; jl& X uairrå; ujà+ }ræ; (jX& X mionaidrç; jb& X mionrè; jl& X mionré; uj , }rê; (jX& X diogrë; jb& X diogrì; jl& X diogrí; uj , }rî; (jX& X mili-diogrï; jb& X mili-diogrð; jl& X msrñ; uj=, }rò; (jX& X micreo-diogró; jb& X μ-diogrô; jl& X μsrõ; ujZ, }rö; (jX& X nano-diogr÷; jb& X nano-diogrø; jl& X nsrù; ujw, }rú; (jX& X ampèrerû; jb& X amprü; jl& X amprý; uj, }rþ; (jX& X
mille-ampèrerÿ; jb& X mille-ampr < jl& X mAr< uj±, }r< (jX& X ohmr< jb& X ohmr< jl& X ohmr< ujÎ, }r< (jX& X voltr< jb& X voltr< jl& X voltr < ujë, }r
< (jX& X cileacalaraidhr < jb& X kcalr < jl& X kcalr
< uj- }r< (jX& X calaraidhr< jb& X calr< jl& X calr< uj%- }r< (jX& X calaraidh bidher< jb& X Calr< jl& X Calr< ujB- }r< (jX& X cilea-jouler< jb& X cilea-jouler< jl& X kJr< uj_- }r< (jX& X jouler< jb& X jouler < jl& X jouler < uj|- }r < (jX& X cilea-watt-uairr < jb& X kW-uairr < jl& X kWhr!< uj- }r"< (jX& X volt-eleactroinr#< jb& X volt-eleactroinr$< jl& X eVr%< uj®- }r&< (jX& X aonad-teasa Breatannachr'< jb& X aonad-teasa Breatannachr(< jl& X Btur)< ujÃ- }r*< (jX& X aonad-teasa nan SAr+< jb& X aonad-teasa nan SAr,< jl& X US thermr-< ujØ- }r.< (jX& X punnd de dhâfhorsar/< jb& X punnd-fhorsar0< jl& X lbfr1< ují- }r2< (jX& X newtonr3< jb& X newtonr4< jl& X Nr5< uj. }r6< (jX& X% cilea-watt-uair sa cheud chilemeatairr7< jl& X kWh/100kmr8< uj. }r9< (jX& X
giga-hertzr:< jb& X GHzr;< jl& X GHzr<< uj3. }r=< (jX& X meaga-hertzr>< jb& X MHzr?< jl& X MHzr@< ujP. }rA< (jX& X
cile-hertzrB< jb& X kHzrC< jl& X kHzrD< ujm. }rE< (jX& X hertzrF< jb& X HzrG< jl& X HzrH< uj. }rI< jX& X em chlò-ghrafachrJ< sj. }rK< (jX& X piogsailrL< jb& X piogsailrM< uj«. }rN< (jX& X meaga-piogsailrO< jb& X meaga-piogsailrP< jl& X MPrQ< ujÀ. }rR< jX& X piogsail sa cheudameatairrS< sjÔ. }rT< jX& X piogsail san òirleachrU< sjè. }rV< (jX& X dotag sa cheudameatairrW< jb& X dpcmrX< jl& X dpcmrY< uj/ }rZ< (jX& X dotag san òirleachr[< jb& X dpir\< jl& X dpir]< uj"/ }r^< (jX& X dotagr_< jb& X dotagr`< jl& X dotra< uj?/ }rb< jX& X rèideas-talmhainnrc< sjS/ }rd< (jX& X cilemeatairre< jb& X kmrf< jl& X kmrg< ujs/ }rh< (jX& X meatairri< jb& X meatairrj< jl& X meatairrk< uj/ }rl< (jX& X deicheamh-meatairrm< jb& X dmrn< jl& X dmro< uj°/ }rp< (jX& X ceudameatairrq< jb& X cmrr< jl& X cmrs< ujÐ/ }rt< (jX& X mili-meatairru< jb& X mmrv< jl& X mmrw< ují/ }rx< (jX& X micreo-meatairry< jb& X
μ-meatairrz< jl& X μmr{< uj
0 }r|< (jX& X nano-meatairr}< jb& X nmr~< jl& X nmr< uj'0 }r< (jX& X
piceo-meatairr< jb& X pmr< jl& X pmr< ujD0 }r< (jX& X mìler
< jb& X mìler< jl& X mìr< uja0 }r< (jX& X slatr< jb& X slatr< jl& X slatr< uj~0 }r< (jX& X troighr< jb& X troighr< jl& X troighr< uj0 }r< (jX& X òirleachr< jb& X òirleachr< jl& X òirlr< uj¾0 }r< (jX& X parsecr< jb& X parsecr< jl& X parsecr< ujÛ0 }r< (jX& X bliadhna solaisr< jb& X lyr< jl& X lyr< ujø0 }r< (jX& X aonad reul-eòlachr< jb& X aur< jl& X aur< uj1 }r < (jX& X stà id Shasannachr¡< jb& X stà idr¢< jl& X stà idr£< uj21 }r¤< (jX& X aitheamhr¥< jb& X aitheamhr¦< jl& X aitheamhr§< ujO1 }r¨< (jX& X
mìle marar©< jb& X nmirª< jl& X nmir«< ujl1 }r¬< (jX& X mìle Lochlannachr< jb& X smir®< jl& X smir¯< uj1 }r°< (jX& X puingr±< jb& X puingr²< jl& X ptr³< uj¦1 }r´< (jX& X rèideas-grèinerµ< jb& X rèideas-grèiner¶< jl& X Râr·< uj»1 }r¸< (jX& X luxr¹< jb& X luxrº< jl& X luxr»< ujØ1 }r¼< (jX& X candelar½< jb& X candelar¾< jl& X cdr¿< ují1 }rÀ< (jX& X lumenrÁ< jb& X lumenrÂ< jl& X lmrÃ< uj2 }rÄ< (jX& X boillsgeachd-ghrèinerÅ< jb& X boillsgeachd-ghrèinerÆ< jl& X LârÇ< uj2 }rÈ< (jX& X tunna meatrachrÉ< jb& X trÊ< jl& jÊ< uj42 }rË< (jX& X cileagramrÌ< jb& X kgrÍ< jl& X kgrÎ< ujT2 }rÏ< (jX& X gramrÐ< jb& X gramrÑ< jl& X gramrÒ< ujt2 }rÓ< (jX& X miligramrÔ< jb& X mgrÕ< jl& X mgrÖ< uj2 }r×< (jX& X micreo-gramrØ< jb& X μgrÙ< jl& X μgrÚ< uj®2 }rÛ< (jX& X tunnarÜ< jb& X tunnarÝ< jl& X tnrÞ< ujË2 }rß< (jX& X clachrà< jb& X clachrá< jl& X clachrâ< ujè2 }rã< (jX& X punndrä< jb& X punndrå< jl& X lbræ< uj3 }rç< (jX& X unnsarè< jb& X unnsaré< jl& X ozrê< uj(3 }rë< (jX& X
unnsa tròidhrì< jb& X
unnsa tròidhrí< jl& X oz trî< ujE3 }rï< (jX& X caratrð< jb& X caratrñ< jl& X caratrò< ujb3 }ró< (jX& X daltonrô< jb& X daltonrõ< jl& X Darö< uj3 }r÷< (jX& X tomad-talmhainnrø< jb& X tomad-talmhainnrù< jl& X Mârú< uj3 }rû< (jX& X
tomad-grèinerü< jb& X
tomad-grèinerý< jl& X Mârþ< uj©3 }rÿ< (jX& X grà inner = jb& X grà inner= jl& X grà inner= ujÆ3 }r= (jX& X giga-wattr= jb& X GWr= jl& X GWr= ujã3 }r= (jX& X
meaga-wattr= jb& X MWr = jl& X MWr
= uj 4 }r = (jX& X
cilea-wattr = jb& X kWr
= jl& X kWr= uj 4 }r= (jX& X wattr= jb& X wattr= jl& X wattr= uj:4 }r= (jX& X mili-wattr= jb& X mWr= jl& X mWr= ujW4 }r= (jX& X
cumhachd-eichr= jb& X hpr= jl& X hpr= ujt4 }r= (jX& X milimeatair de dhâairgead-beòr = jb& X mm Hgr = jl& X mm Hgr = uj4 }r = (jX& X punnd san òirleach cheà rnagachr = jb& X psir!= jl& X psir"= uj®4 }r#= (jX& X òirleach de dhâairgead-beòr$= jb& X in Hgr%= jl& X â³ Hgr&= ujË4 }r'= (jX& X bà rr(= jb& X bà rr)= jl& X bà rr*= ujè4 }r+= (jX& X milibà rr,= jb& X mbà rr-= jl& X mbà rr.= uj5 }r/= (jX& X brùthadh-à iler0= jb& X à iler1= jl& X atmr2= uj"5 }r3= (jX& X pascalr4= jl& X Par5= uj65 }r6= (jX& X
heacta-pascalr7= jb& X hPar8= jl& X hPar9= ujS5 }r:= (jX& X cileapascalr;= jl& X kPar<= ujp5 }r== (jX& X meaga-pascalr>= jl& X MPar?= uj5 }r@= (jX& X cilemeatair san uairrA= jb& X km/uairrB= jl& X km/hrC= uj¡5 }rD= (jX& X meatair san diogrE= jb& X meatair/diogrF= jl& X m/srG= uj¾5 }rH= (jX& X mìle san uairrI= jb& X
mìle/uairrJ= jl& X mì/hrK= ujÛ5 }rL= (jX& X mìle mara san uairrM= jb& X knrN= jl& X knrO= ujø5 }rP= (jX& X °rQ= jb& jQ= jl& jQ= uj6 }rR= (jX& X ceum CelsiusrS= jb& X ceum CrT= jl& X °CrU= uj26 }rV= (jX& X ceum FahrenheitrW= jb& X ceum FrX= jl& X °FrY= ujO6 }rZ= (jX& X ceum Kelvinr[= jb& j jl& j ujl6 }r\= (jX& X troigh-phuinndr]= jb& X lbfâ
ftr^= jl& X lbfâ
ftr_= uj6 }r`= jX& X newton-mheatairra= sj6 }rb= (jX& X cilemeatair ciùbachrc= jb& X km³rd= jl& X km³re= ujº6 }rf= (jX& X meatair ciùbachrg= jb& X m³rh= jl& X m³ri= ujÚ6 }rj= (jX& X ceudameatair ciùbachrk= jb& X cm³rl= jl& X cm³rm= ujú6 }rn= (jX& X mìle chiùbachro= jb& X mì³rp= jl& X mì³rq= uj7 }rr= (jX& X slat chiùbachrs= jb& X slat³rt= jl& X yd³ru= uj47 }rv= (jX& X troigh chiùbachrw= jb& X troigh³rx= jl& X ft³ry= ujQ7 }rz= (jX& X òirleach chiùbachr{= jb& X òirl³r|= jl& X in³r}= ujn7 }r~= (jX& X
meaga-liotairr= jb& X MLr= jl& X MLr= uj7 }r= (jX& X heacta-liotairr= jb& X hLr= jl& X hLr
= uj¨7 }r= (jX& X liotairr= jb& X liotairr= jl& X liotairr= ujÈ7 }r= (jX& X deicheamh-liotairr= jb& X dLr= jl& X dLr= ujå7 }r= (jX& X
ceudailiotairr= jb& X c-liotairr= jl& X cLr= uj8 }r= (jX& X mililiotairr= jb& X mLr= jl& X mLr= uj 8 }r= (jX& X pinnt meatrachr= jb& X mptr= jl& X ptr= uj<8 }r= (jX& X
cupa meatrachr= jb& X mcupr= jl& X mcupr= ujY8 }r= (jX& X
acair-throighr= jb& X
acair-throighr = jl& X ac ftr¡= ujv8 }r¢= (jX& X buisealr£= jb& X buisealr¤= jl& X buisealr¥= uj8 }r¦= (jX& X galanr§= jb& X galr¨= jl& X galr©= uj³8 }rª= (jX& X galan ìmpireilr«= jb& X gal ìmp.r¬= jl& X gal ìmp.r= ujÓ8 }r®= (jX& X cà rtr¯= jb& X cà rtr°= jl& X cà rtr±= ujð8 }r²= (jX& X pinntr³= jb& X pinntr´= jl& X ptrµ= uj
9 }r¶= (jX& X cupar·= jb& X cupar¸= jl& X cupar¹= uj*9 }rº= (jX& X unnsa-digher»= jb& X fl ozr¼= jl& X fl ozr½= ujG9 }r¾= (jX& X unnsa-dighe ìmpireilr¿= jb& X fl oz ìmp.rÀ= jl& X fl oz ìmp.rÁ= ujd9 }rÂ= (jX& X spà in-bhùirdrÃ= jb& X spà inrÄ= jl& X sprÅ= uj9 }rÆ= (jX& X
spà in-teatharÇ= jb& X spà in-trÈ= jl& X sp-trÉ= uj9 }rÊ= (jX& X baraillrË= jb& X baraillrÌ= jl& X bblrÍ= uj³9 }rÎ= (jX& X spà in-mhìlseinrÏ= jb& X spà in-mhìlrÐ= jl& X sp-mhìlrÑ= ujÐ9 }rÒ= (jX& X spà in-mhìlsein ìmpireilrÓ= jb& X spà in-mhìl ìmp.rÔ= jl& X sp-mhìl ìmp.rÕ= ují9 }rÖ= (jX& X boinner×= jb& X boinnerØ= jl& X boinnerÙ= uj
: }rÚ= (jX& X dramarÛ= jb& X dramarÜ= jl& X dramarÝ= uj': }rÞ= (jX& X sigirerß= jb& X sigirerà= jl& X sigirerá= ujD: }râ= (jX& X crudhaganrã= jb& X crudhaganrä= jl& X crudhagrå= uja: }ræ= (jX& X cà rt ìmpireilrç= jb& X cà rt ìmp.rè= jl& X cà rt ìmp.ré= uuX date_fieldsrê= }rë= (X erarì= }rí= X era-shortrî= }rï= X
era-narrowrð= }rñ= X yearrò= }ró= (X futurerô= }rõ= (X onerö= X an ceann {0} bhliadhnar÷= X tworø= X an ceann {0} bhliadhnarù= X fewrú= X an ceann {0} bliadhnaicheanrû= X otherrü= X an ceann {0} bliadhnarý= uX pastrþ= }rÿ= (X oner > X {0} bhliadhna air aisr> X twor> X {0} bhliadhna air aisr> X fewr> X {0} bhliadhnaichean air aisr> X otherr> X {0} bliadhna air aisr> uuX
year-shortr> }r > (X futurer
> }r > (X oner > X
an {0} bhlia.r
> X twor> X
an {0} bhlia.r> X fewr> X an {0} blia.r> X otherr> X an {0} blia.r> uX pastr> }r> (X oner> X o {0} bhlia.r> X twor> X o {0} bhlia.r> X fewr> X o {0} blia.r> X otherr > X o {0} blia.r > uuX year-narrowr > }r > (X futurer > }r!> (X oner"> X +{0} bhl.r#> X twor$> X +{0} bhl.r%> X fewr&> X +{0} bl.r'> X otherr(> X +{0} bl.r)> uX pastr*> }r+> (X oner,> X -{0} bhl.r-> X twor.> X -{0} bhl.r/> X fewr0> X -{0} bl.r1> X otherr2> X -{0} bl.r3> uuX quarterr4> }r5> (X futurer6> }r7> (X oner8> X an ceann {0} chairteilr9> X twor:> X an ceann {0} chairteilr;> X fewr<> X an ceann {0} cairtealanr=> X otherr>> X an ceann {0} cairteilr?> uX pastr@> }rA> (X onerB> X {0} chairteal air aisrC> X tworD> X {0} chairteal air aisrE> X fewrF> X {0} cairtealan air aisrG> X otherrH> X {0} cairteal air aisrI> uuX
quarter-shortrJ> }rK> (X futurerL> }rM> (X onerN> X an {0} chairt.rO> X tworP> X an {0} chairt.rQ> X fewrR> X
an {0} cairt.rS> X otherrT> X
an {0} cairt.rU> uX pastrV> }rW> (X onerX> X
o {0} chairt.rY> X tworZ> X
o {0} chairt.r[> X fewr\> X o {0} cairt.r]> X otherr^> X o {0} cairt.r_> uuX quarter-narrowr`> }ra> (X futurerb> }rc> (X onerd> X +{0} c.re> X tworf> X +{0} c.rg> X fewrh> X +{0} c.ri> X otherrj> X +{0} c.rk> uX pastrl> }rm> (X onern> X -{0} c.ro> X tworp> X -{0} c.rq> X fewrr> X -{0} c.rs> X otherrt> X -{0} c.ru> uuX monthrv> }rw> (X futurerx> }ry> (X onerz> X an ceann {0} mhìosar{> X twor|> X an ceann {0} mhìosar}> X fewr~> X an ceann {0} mìosanr> X otherr> X an ceann {0} mìosar> uX pastr> }r> (X oner> X {0} mhìos air aisr
> X twor> X {0} mhìos air aisr> X fewr> X {0} mìosan air aisr> X otherr> X {0} mìos air aisr> uuX month-shortr> }r> (X futurer> }r> (X oner> X an {0} mhìos.r> X twor> X an {0} mhìos.r> X fewr> X
an {0} mìos.r> X otherr> X
an {0} mìos.r> uX pastr> }r> (X oner> X
o {0} mhìos.r> X twor> X
o {0} mhìos.r> X fewr> X o {0} mìos.r> X otherr > X o {0} mìos.r¡> uuX month-narrowr¢> }r£> (X futurer¤> }r¥> (X oner¦> X
+{0} mhì.r§> X twor¨> X
+{0} mhì.r©> X fewrª> X +{0} mì.r«> X otherr¬> X +{0} mì.r> uX pastr®> }r¯> (X oner°> X
-{0} mhì.r±> X twor²> X
-{0} mhì.r³> X fewr´> X -{0} mì.rµ> X otherr¶> X -{0} mì.r·> uuX weekr¸> }r¹> (X futurerº> }r»> (X oner¼> X an ceann {0} seachdainr½> X twor¾> X an ceann {0} sheachdainr¿> X fewrÀ> X an ceann {0} seachdaineanrÁ> X otherrÂ> X an ceann {0} seachdainrÃ> uX pastrÄ> }rÅ> (X onerÆ> X {0} seachdain air aisrÇ> X tworÈ> X {0} sheachdain air aisrÉ> X fewrÊ> X {0} seachdainean air aisrË> X otherrÌ> X {0} seachdain air aisrÍ> uuX
week-shortrÎ> }rÏ> (X futurerÐ> }rÑ> (X onerÒ> X an {0} sheachd.rÓ> X tworÔ> X an {0} sheachd.rÕ> X fewrÖ> X an {0} seachd.r×> X otherrØ> X an {0} seachd.rÙ> uX pastrÚ> }rÛ> (X onerÜ> X o {0} sheachd.rÝ> X tworÞ> X o {0} sheachd.rß> X fewrà> X
o {0} seachd.rá> X otherrâ> X
o {0} seachd.rã> uuX week-narrowrä> }rå> (X futureræ> }rç> (X onerè> X +{0} sn.ré> X tworê> X +{0} sn.rë> X fewrì> X +{0} sn.rí> X otherrî> X +{0} sn.rï> uX pastrð> }rñ> (X onerò> X -{0} sn.ró> X tworô> X -{0} sn.rõ> X fewrö> X -{0} sn.r÷> X otherrø> X -{0} sn.rù> uuX weekOfMonthrú> }rû> X weekOfMonth-shortrü> }rý> X weekOfMonth-narrowrþ> }rÿ> X dayr ? }r? (X futurer? }r? (X oner? X an ceann {0} lathar? X twor? X an ceann {0} lathar? X fewr? X an ceann {0} là itheanr ? X otherr
? X an ceann {0} lathar ? uX pastr ? }r
? (X oner? X {0} latha air aisr? X twor? X {0} latha air aisr? X fewr? X {0} là ithean air aisr? X otherr? X {0} latha air aisr? uuX day-shortr? }r? (X futurer? }r? (X oner? X
an {0} là r? X twor ? X
an {0} là r ? X fewr ? X an {0} là .r ? X otherr ? X
an {0} là r!? uX pastr"? }r#? (X oner$? X o {0} là r%? X twor&? X o {0} là r'? X fewr(? X
o {0} là .r)? X otherr*? X o {0} là r+? uuX
day-narrowr,? }r-? (X futurer.? }r/? (X oner0? X +{0} là r1? X twor2? X +{0} là r3? X fewr4? X +{0} là r5? X otherr6? X +{0} là r7? uX pastr8? }r9? (X oner:? X -{0} là r;? X twor<? X -{0} là r=? X fewr>? X -{0} là r?? X otherr@? X -{0} là rA? uuX dayOfYearrB? }rC? X dayOfYear-shortrD? }rE? X dayOfYear-narrowrF? }rG? X weekdayrH? }rI? X
weekday-shortrJ? }rK? X weekday-narrowrL? }rM? X weekdayOfMonthrN? }rO? X weekdayOfMonth-shortrP? }rQ? X weekdayOfMonth-narrowrR? }rS? X sunrT? }rU? (X futurerV? }rW? (X onerX? X an ceann {0} DiDòmhnaichrY? X tworZ? X an ceann {0} DhiDòmhnaichr[? X fewr\? X an ceann {0} DiDòmhnaichr]? X otherr^? X an ceann {0} DiDòmhnaichr_? uX pastr`? }ra? (X onerb? X {0} DiDòmhnaich air aisrc? X tword? X {0} DhiDòmhnaich air aisre? X fewrf? X {0} DiDòmhnaich air aisrg? X otherrh? X {0} DiDòmhnaich air aisri? uuX sun-shortrj? }rk? (X futurerl? }rm? (X onern? X an ceann {0} DiD.ro? X tworp? X an ceann {0} DhiD.rq? X fewrr? X an ceann {0} DiD.rs? X otherrt? X an ceann {0} DiD.ru? uX pastrv? }rw? (X onerx? X {0} DiD. air aisry? X tworz? X {0} DhiD. air aisr{? X fewr|? X {0} DiD. air aisr}? X otherr~? X {0} DiD. air aisr? uuX
sun-narrowr? }r? (X futurer? }r? (X oner? X an {0} DiD.r
? X twor? X an {0} DhiD.r? X fewr? X an {0} DiD.r? X otherr? X an {0} DiD.r? uX pastr? }r? (X oner? X
o {0} DiD.r? X twor? X o {0} DhiD.r? X fewr? X
o {0} DiD.r? X otherr? X
o {0} DiD.r? uuX monr? }r? (X futurer? }r? (X oner? X an ceann {0} DiLuainr? X twor? X an ceann {0} DhiLuainr? X fewr? X an ceann {0} DiLuainr? X otherr ? X an ceann {0} DiLuainr¡? uX pastr¢? }r£? (X oner¤? X {0} DiLuain air aisr¥? X twor¦? X {0} DhiLuain air aisr§? X fewr¨? X {0} DiLuain air aisr©? X otherrª? X {0} DiLuain air aisr«? uuX mon-shortr¬? }r? (X futurer®? }r¯? (X oner°? X an ceann {0} DiL.r±? X twor²? X an ceann {0} DhiL.r³? X fewr´? X an ceann {0} DiL.rµ? X otherr¶? X an ceann {0} DiL.r·? uX pastr¸? }r¹? (X onerº? X {0} DiL. air aisr»? X twor¼? X {0} DhiL. air aisr½? X fewr¾? X {0} DiL. air aisr¿? X otherrÀ? X {0} DiL. air aisrÁ? uuX
mon-narrowrÂ? }rÃ? (X futurerÄ? }rÅ? (X onerÆ? X an {0} DiL.rÇ? X tworÈ? X an {0} DhiL.rÉ? X fewrÊ? X an {0} DiL.rË? X otherrÌ? X an {0} DiL.rÍ? uX pastrÎ? }rÏ? (X onerÐ? X
o {0} DiL.rÑ? X tworÒ? X o {0} DhiL.rÓ? X fewrÔ? X
o {0} DiL.rÕ? X otherrÖ? X
o {0} DiL.r×? uuX tuerØ? }rÙ? (X futurerÚ? }rÛ? (X onerÜ? X an ceann {0} DiMÃ irtrÝ? X tworÞ? X an ceann {0} DhiMÃ irtrß? X fewrà? X an ceann {0} DiMÃ irtrá? X otherrâ? X an ceann {0} DiMÃ irtrã? uX pasträ? }rå? (X oneræ? X {0} DiMÃ irt air aisrç? X tworè? X {0} DhiMÃ irt air aisré? X fewrê? X {0} DiMÃ irt air aisrë? X otherrì? X {0} DiMÃ irt air aisrí? uuX tue-shortrî? }rï? (X futurerð? }rñ? (X onerò? X an ceann {0} DiM.ró? X tworô? X an ceann {0} DhiM.rõ? X fewrö? X an ceann {0} DiM.r÷? X otherrø? X an ceann {0} DiM.rù? uX pastrú? }rû? (X onerü? X {0} DiM. air aisrý? X tworþ? X {0} DhiM. air aisrÿ? X fewr @ X {0} DiM. air aisr@ X otherr@ X {0} DiM. air aisr@ uuX
tue-narrowr@ }r@ (X futurer@ }r@ (X oner@ X an {0} DiM.r @ X twor
@ X an {0} DhiM.r @ X fewr @ X an {0} DiM.r
@ X otherr@ X an {0} DiM.r@ uX pastr@ }r@ (X oner@ X
o {0} DiM.r@ X twor@ X o {0} DhiM.r@ X fewr@ X
o {0} DiM.r@ X otherr@ X
o {0} DiM.r@ uuX wedr@ }r@ (X futurer @ }r @ (X oner @ X an ceann {0} DiCiadainr @ X twor @ X an ceann {0} DhiCiadainr!@ X fewr"@ X an ceann {0} DiCiadainr#@ X otherr$@ X an ceann {0} DiCiadainr%@ uX pastr&@ }r'@ (X oner(@ X {0} DiCiadain air aisr)@ X twor*@ X {0} DhiCiadain air aisr+@ X fewr,@ X {0} DiCiadain air aisr-@ X otherr.@ X {0} DiCiadain air aisr/@ uuX wed-shortr0@ }r1@ (X futurer2@ }r3@ (X oner4@ X an ceann {0} DiC.r5@ X twor6@ X an ceann {0} DhiC.r7@ X fewr8@ X an ceann {0} DiC.r9@ X otherr:@ X an ceann {0} DiC.r;@ uX pastr<@ }r=@ (X oner>@ X {0} DiC. air aisr?@ X twor@@ X {0} DhiC. air aisrA@ X fewrB@ X {0} DiC. air aisrC@ X otherrD@ X {0} DiC. air aisrE@ uuX
wed-narrowrF@ }rG@ (X futurerH@ }rI@ (X onerJ@ X an {0} DiC.rK@ X tworL@ X an {0} DhiC.rM@ X fewrN@ X an {0} DiC.rO@ X otherrP@ X an {0} DiC.rQ@ uX pastrR@ }rS@ (X onerT@ X
o {0} DiC.rU@ X tworV@ X o {0} DhiC.rW@ X fewrX@ X
o {0} DiC.rY@ X otherrZ@ X
o {0} DiC.r[@ uuX thur\@ }r]@ (X futurer^@ }r_@ (X oner`@ X an ceann {0} DiarDaoinra@ X tworb@ X an ceann {0} DhiarDaoinrc@ X fewrd@ X an ceann {0} DiarDaoinre@ X otherrf@ X an ceann {0} DiarDaoinrg@ uX pastrh@ }ri@ (X onerj@ X {0} DiarDaoin air aisrk@ X tworl@ X {0} DhiarDaoin air aisrm@ X fewrn@ X {0} DiarDaoin air aisro@ X otherrp@ X {0} DiarDaoin air aisrq@ uuX thu-shortrr@ }rs@ (X futurert@ }ru@ (X onerv@ X an ceann {0} Dia.rw@ X tworx@ X an ceann {0} Dhia.ry@ X fewrz@ X an ceann {0} Dia.r{@ X otherr|@ X an ceann {0} Dia.r}@ uX pastr~@ }r@ (X oner@ X {0} Dia. air aisr@ X twor@ X {0} Dhia. air aisr@ X fewr@ X {0} Dia. air aisr
@ X otherr@ X {0} Dia. air aisr@ uuX
thu-narrowr@ }r@ (X futurer@ }r@ (X oner@ X an {0} Dia.r@ X twor@ X an {0} Dhia.r@ X fewr@ X an {0} Dia.r@ X otherr@ X an {0} Dia.r@ uX pastr@ }r@ (X oner@ X
o {0} Dia.r@ X twor@ X o {0} Dhia.r@ X fewr@ X
o {0} Dia.r@ X otherr@ X
o {0} Dia.r@ uuX frir@ }r@ (X futurer @ }r¡@ (X oner¢@ X an ceann {0} DihAoiner£@ X twor¤@ X an ceann {0} DhihAoiner¥@ X fewr¦@ X an ceann {0} DihAoiner§@ X otherr¨@ X an ceann {0} DihAoiner©@ uX pastrª@ }r«@ (X oner¬@ X {0} DihAoine air aisr@ X twor®@ X {0} DhihAoine air aisr¯@ X fewr°@ X {0} DihAoine air aisr±@ X otherr²@ X {0} DihAoine air aisr³@ uuX fri-shortr´@ }rµ@ (X futurer¶@ }r·@ (X oner¸@ X an ceann {0} Dih.r¹@ X tworº@ X an ceann {0} Dhih.r»@ X fewr¼@ X an ceann {0} Dih.r½@ X otherr¾@ X an ceann {0} Dih.r¿@ uX pastrÀ@ }rÁ@ (X onerÂ@ X {0} Dih. air aisrÃ@ X tworÄ@ X {0} Dhih. air aisrÅ@ X fewrÆ@ X {0} Dih. air aisrÇ@ X otherrÈ@ X {0} Dih. air aisrÉ@ uuX
fri-narrowrÊ@ }rË@ (X futurerÌ@ }rÍ@ (X onerÎ@ X an {0} Dih.rÏ@ X tworÐ@ X an {0} Dhih.rÑ@ X fewrÒ@ X an {0} Dih.rÓ@ X otherrÔ@ X an {0} Dih.rÕ@ uX pastrÖ@ }r×@ (X onerØ@ X
o {0} Dih.rÙ@ X tworÚ@ X o {0} Dhih.rÛ@ X fewrÜ@ X
o {0} Dih.rÝ@ X otherrÞ@ X
o {0} Dih.rß@ uuX satrà@ }rá@ (X futurerâ@ }rã@ (X onerä@ X an ceann {0} DiSathairnerå@ X tworæ@ X an ceann {0} DhiSathairnerç@ X fewrè@ X an ceann {0} DiSathairneré@ X otherrê@ X an ceann {0} DiSathairnerë@ uX pastrì@ }rí@ (X onerî@ X {0} DiSathairne air aisrï@ X tworð@ X {0} DhiSathairne air aisrñ@ X fewrò@ X {0} DiSathairne air aisró@ X otherrô@ X {0} DiSathairne air aisrõ@ uuX sat-shortrö@ }r÷@ (X futurerø@ }rù@ (X onerú@ X an ceann {0} DiS.rû@ X tworü@ X an ceann {0} DhiS.rý@ X fewrþ@ X an ceann {0} DiS.rÿ@ X otherr A X an ceann {0} DiS.rA uX pastrA }rA (X onerA X {0} DiS. air aisrA X tworA X {0} DhiS. air aisrA X fewrA X {0} DiS. air aisr A X otherr
A X {0} DiS. air aisr A uuX
sat-narrowr A }r
A (X futurerA }rA (X onerA X an {0} DiS.rA X tworA X an {0} DhiS.rA X fewrA X an {0} DiS.rA X otherrA X an {0} DiS.rA uX pastrA }rA (X onerA X
o {0} DiS.rA X twor A X o {0} DhiS.r A X fewr A X
o {0} DiS.r A X otherr A X
o {0} DiS.r!A uuX dayperiod-shortr"A }r#A X dayperiodr$A }r%A X dayperiod-narrowr&A }r'A X hourr(A }r)A (X futurer*A }r+A (X oner,A X an ceann {0} uair a thìder-A X twor.A X an ceann {0} uair a thìder/A X fewr0A X an ceann {0} uairean a thìder1A X otherr2A X an ceann {0} uair a thìder3A uX pastr4A }r5A (X oner6A X {0} uair a thìde air aisr7A X twor8A X {0} uair a thìde air aisr9A X fewr:A X {0} uairean a thìde air aisr;A X otherr<A X {0} uair a thìde air aisr=A uuX
hour-shortr>A }r?A (X futurer@A }rAA (X onerBA X an {0} uairrCA X tworDA X an {0} uairrEA X fewrFA X an {0} uair.rGA X otherrHA X an {0} uairrIA uX pastrJA }rKA (X onerLA X
o {0} uairrMA X tworNA X
o {0} uairrOA X fewrPA X o {0} uair.rQA X otherrRA X
o {0} uairrSA uuX hour-narrowrTA }rUA (X futurerVA }rWA (X onerXA X +{0} u.rYA X tworZA X +{0} u.r[A X fewr\A X +{0} u.r]A X otherr^A X +{0} u.r_A uX pastr`A }raA (X onerbA X -{0} u.rcA X twordA X -{0} u.reA X fewrfA X -{0} u.rgA X otherrhA X -{0} u.riA uuX minuterjA }rkA (X futurerlA }rmA (X onernA X an ceann {0} mhionaidroA X tworpA X an ceann {0} mhionaidrqA X fewrrA X an ceann {0} mionaideanrsA X otherrtA X an ceann {0} mionaidruA uX pastrvA }rwA (X onerxA X {0} mhionaid air aisryA X tworzA X {0} mhionaid air aisr{A X fewr|A X {0} mionaidean air aisr}A X otherr~A X {0} mionaid air aisrA uuX minute-shortrA }rA (X futurerA }rA (X onerA X
an {0} mhion.r
A X tworA X
an {0} mhion.rA X fewrA X an {0} mion.rA X otherrA X an {0} mion.rA uX pastrA }rA (X onerA X o {0} mhion.rA X tworA X o {0} mhion.rA X fewrA X o {0} mion.rA X otherrA X o {0} mion.rA uuX
minute-narrowrA }rA (X futurerA }rA (X onerA X +{0} mrA X tworA X +{0} mrA X fewrA X +{0} mrA X otherr A X +{0} mr¡A uX pastr¢A }r£A (X oner¤A X -{0} mr¥A X twor¦A X -{0} mr§A X fewr¨A X -{0} mr©A X otherrªA X -{0} mr«A uuX secondr¬A }rA (X futurer®A }r¯A (X oner°A X an ceann {0} diogr±A X twor²A X an ceann {0} dhiogr³A X fewr´A X an ceann {0} dioganrµA X otherr¶A X an ceann {0} diogr·A uX pastr¸A }r¹A (X onerºA X {0} diog air aisr»A X twor¼A X {0} dhiog air aisr½A X fewr¾A X {0} diogan air aisr¿A X otherrÀA X {0} diog air aisrÁA uuX second-shortrÂA }rÃA (X futurerÄA }rÅA (X onerÆA X an {0} diogrÇA X tworÈA X an {0} dhiogrÉA X fewrÊA X an {0} diog.rËA X otherrÌA X an {0} diogrÍA uX pastrÎA }rÏA (X onerÐA X
o {0} diogrÑA X tworÒA X o {0} dhiogrÓA X fewrÔA X o {0} diog.rÕA X otherrÖA X
o {0} diogr×A uuX
second-narrowrØA }rÙA (X futurerÚA }rÛA (X onerÜA X +{0} drÝA X tworÞA X +{0} drßA X fewràA X +{0} dráA X otherrâA X +{0} drãA uX pasträA }råA (X oneræA X -{0} drçA X tworèA X -{0} dréA X fewrêA X -{0} drëA X otherrìA X -{0} dríA uuX zonerîA }rïA X
zone-shortrðA }rñA X zone-narrowròA }róA uX measurement_systemsrôA }rõA (X metricröA X Meatrachr÷A X UKrøA X RArùA X USrúA X SArûA uu.