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lur Belgiar� X BGMr� X lev sokialour Bulgariar� X BGNr� X lev Bulgariar� X BGOr� X lev Bulgaria (1879–1952)r� X BHDr� X
dinar Bahreinr� X BIFr� X lur Burundir� X BMDr� X dollar Bermudar� X BNDr� X
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roubl Belarusr� X BYRr� X roubl Belarus (2000–2016)r� X BZDr� X
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peso Chiler� X CNHr� X yuan Sina (diavaez)r� X CNXr� X dollar Bank poblel Sinar� X CNYr� X yuan Sinar� X COPr� X
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dinar Aljeriar� X EEKr� X kurunenn Estoniar� X EGPr� X lur Egiptr� X ERNr� X
nakfa Eritrear� X ESBr X peseta gemmadus Spagnr X ESPr X peseta Spagnr X ETBr X birr Etiopiar X EURr X euror X FIMr X mark Finlandr X FJDr
X dollar Fidjir X FKPr X lur Inizi Falklandr
X FRFr X lur gallr X GBPr X lur Breizh-Veurr X GELr X lari Jorjiar X GHSr X
cedi Ghanar X GIPr X
lur Jibraltarr X GMDr X
dalasi Gambiar X GNFr X lur Ginear X GNSr X
syli Ginear X GQEr X ekwele Ginea ar Cʼhehederr X GRDr X
drakm Gresr! X GTQr" X quetzal Guatemalar# X GWPr$ X peso Ginea-Bissaur% X GYDr& X
dollar Guyanar' X HKDr( X dollar Hong Kongr) X HNLr* X lempira Hondurasr+ X HRDr, X
dinar Kroatiar- X HRKr. X kuna Kroatiar/ X HTGr0 X gourde Haitir1 X HUFr2 X forint Hungariar3 X IDRr4 X roupi Indoneziar5 X IEPr6 X lur Iwerzhonr7 X ILPr8 X
lur Israelr9 X ILRr: X shekel Israel (1980–1985)r; X ILSr< X shekel nevez Israelr= X INRr> X roupi Indiar? X IQDr@ X
dinar IraqrA X IRRrB X rial IranrC X ISJrD X kurunenn Island (1918–1981)rE X ISKrF X kurunenn IslandrG X ITLrH X
lur ItaliarI X JMDrJ X dollar JamaikarK X JODrL X dinar JordaniarM X JPYrN X yen JapanrO X KESrP X shilling KenyarQ X KGSrR X som KyrgyzstanrS X KHRrT X
riel KambodjarU X KMFrV X lur KomorezrW X KPWrX X won Korea an NorzhrY X KRHrZ X hwan Korea ar Su (1953–1962)r[ X KROr\ X won Korea ar Su (1945–1953)r] X KRWr^ X won Korea ar Sur_ X KWDr` X dinar Koweitra X KYDrb X dollar Inizi Caymanrc X KZTrd X tenge Kazakstanre X LAKrf X kip Laosrg X LBPrh X lur Libanri X LKRrj X roupi Sri Lankark X LRDrl X dollar Liberiarm X LSLrn X loti Lesothoro X LTLrp X litas Lituaniarq X LTTrr X talonas Lituaniars X LUCrt X lur kemmadus Luksembourgru X LUFrv X lur Luksembourgrw X LVLrx X lats Latviary X LVRrz X roubl Latviar{ X LYDr| X dinar Libiar} X MADr~ X
dirham Marokor X MAFr� X
lur Marokor� X MCFr� X
lur Monacor� X MDLr� X leu Moldovar� X MGAr� X ariary Madagaskarr� X MGFr� X lur Madagaskarr� X MKDr� X denar Makedoniar� X MKNr� X denar Makedonia (1992–1993)r� X MLFr� X lur Malir� X MMKr� X kyat Myanmarr� X MNTr� X tugrik Mongoliar� X MOPr� X pataca Macaur� X MROr� X! ouguiya Maouritania (1973–2017)r� X MRUr� X ouguiya Maouritaniar� X MTLr� X
lira Maltar� X MTPr� X lur Maltar� X MURr� X roupi Morisr� X MVPr� X roupi Maldivezr� X MVRr� X rufiyaa Maldivezr� X MWKr� X
kwacha Malawir� X MXNr� X peso Mecʼhikor� X MXPr� X& peso arcʼhant Mecʼhiko (1861–1992)r� X MYRr� X ringgit Malaysiar� X MZEr� X escudo Mozambikr� X MZMr� X metical Mozambik (1980–2006)r� X MZNr� X metical Mozambikr� X NADr� X dollar Namibiar� X NGNr� X
naira Nigeriar� X NICr� X cordoba Nicaragua (1988–1991)r� X NIOr� X cordoba Nicaraguar� X NLGr� X florin an Izelvroioùr� X NOKr� X kurunenn Norvegiar� X NPRr� X roupi Nepalr� X NZDr� X dollar Zeland-Nevezr� X OMRr� X rial Omanr� X PABr� X balboa Panamár� X PENr� X sol Perour� X PESr� X sol Perou (1863–1965)r� X PGKr� X kina Papoua Ginea-Nevezr� X PHPr� X peso Filipinezr� X PKRr� X roupi Pakistanr� X PLNr� X
zloty Poloniar� X PLZr� X zloty Polonia (1950–1995)r� X PTEr� X escudo Portugalr� X PYGr� X guarani Paraguayr� X QARr� X
rial Qatarr� X RHDr� X dollar Rodeziar� X ROLr� X leu Roumania (1952–2006)r� X RONr� X leu Roumaniar� X RSDr� X dinar Serbiar� X RUBr� X roubl Rusiar� X RURr� X roubl Rusia (1991–1998)r� X RWFr� X
lur Rwandar� X SARr� X riyal Arabia Saoudatr� X SBDr� X dollar Inizi Salomonr� X SCRr� X roupi Sechelezr� X SDDr� X dinar Soudan (1992–2007)r� X SDGr� X
lur Soudanr� X SDPr� X lur Soudan (1957–1998)r� X SEKr� X kurunenn Svedenr� X SGDr� X dollar Singapourr� X SHPr� X lur Saint-Helenar� X SITr� X tolar Sloveniar� X SKKr� X kurunenn Slovakiar� X SLLr� X leone Sierra Leoner� X SOSr X shilling Somaliar X SRDr X dollar Surinamr X SRGr X florin Surinamr X SSPr X lur Susoudanr X STDr X+ dobra São Tomé ha Príncipe (1977–2017)r X STNr
X dobra São Tomé ha Prínciper X SURr X roubl soviedelr
X SVCr X colón Salvadorr X SYPr X lur Siriar X SZLr X lilangeni Swazilandr X THBr X
baht Thailandr X TJRr X roubl Tadjikistanr X TJSr X somoni Tadjikistanr X TMMr X manat Turkmenistan (1993–2009)r X TMTr X manat Turkmenistanr X TNDr X
dinar Tuniziar X TOPr X paʻanga Tongar! X TPEr" X escudo Timorr# X TRLr$ X lur Turkia (1922–2005)r% X TRYr& X
lur Turkiar' X TTDr( X dollar Trinidad ha Tobagor) X TWDr* X dollar nevez Taiwanr+ X TZSr, X shilling Tanzaniar- X UAHr. X hryvnia Ukrainar/ X UGSr0 X shilling Ouganda (1966–1987)r1 X UGXr2 X shilling Ougandar3 X USDr4 X dollar SUr5 X UYPr6 X peso Uruguay (1975–1993)r7 X UYUr8 X peso Uruguayr9 X UZSr: X som Ouzbekistanr; X VEBr< X bolivar Venezuela (1871–2008)r= X VEFr> X bolivar Venezuela (2008–2018)r? X VESr@ X bolivar VenezuelarA X VNDrB X dong Viêt NamrC X VNNrD X dong Viêt Nam (1978–1985)rE X VUVrF X vatu VanuaturG X WSTrH X
tala SamoarI X XAFrJ X lur CFA KreizafrikarK X XAGrL X arcʼhantrM X XAUrN X aourrO X XBArP X unanenn genaoz europatrQ X XBBrR X unanenn voneiz europatrS X XBCrT X unanenn jediñ europat (XBC)rU X XBDrV X unanenn jediñ europat (XBD)rW X XCDrX X dollar Karib ar reterrY X XDRrZ X gwirioù tennañ arbennikr[ X XEUr\ X unanenn jediñ europatr] X XFOr^ X lur aour Frañsr_ X XFUr` X* lur Unaniezh etrebroadel an hentoù-houarnra X XOFrb X lur CFA Afrika ar Cʼhornôgrc X XPDrd X palladiomre X XPFrf X lur CFPrg X XPTrh X platinri X XTSrj X kod moneiz amprouiñrk X XUArl X unanenn jediñ BADrm X XXXrn X
moneiz dianavro X YDDrp X dinar Yemenrq X YERrr X
rial Yemenrs X YUMrt X% dinar nevez Yougoslavia (1994–2002)ru X YUNrv X( dinar kemmadus Yougoslavia (1990–1992)rw X YURrx X) dinar adreizhet Yougoslavia (1992–1993)ry X ZARrz X
rand Suafrikar{ X ZMKr| X kwacha Zambia (1968–2012)r} X ZMWr~ X
kwacha Zambiar X ZWDr� X dollar Zimbabwe (1980–2008)r� X ZWLr� X dollar Zimbabwe (2009)r� X ZWRr� X dollar Zimbabwe (2008)r� uX currency_names_pluralr� }r� (jn }r� (X oner� X beseta Andorrar� X twor� X beseta Andorrar� X fewr� X feseta Andorrar� X manyr� X a besetaoù Andorrar� X otherr� X peseta Andorrar� ujp }r� (X oner� X
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lur Jibraltarr& X twor' X
lur Jibraltarr( X fewr) X
lur Jibraltarr* X manyr+ X a lurioù Jibraltarr, X otherr- X
lur Jibraltarr. uj }r/ (X oner0 X
dalasi Gambiar1 X twor2 X
zalasi Gambiar3 X fewr4 X
dalasi Gambiar5 X manyr6 X a zalasioù Gambiar7 X otherr8 X
dalasi Gambiar9 uj }r: (X oner; X lur Ginear< X twor= X lur Ginear> X fewr? X lur Ginear@ X manyrA X a lurioù GinearB X otherrC X lur GinearD uj }rE (X onerF X
syli GinearG X tworH X
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syli GinearK X manyrL X a sylioù GinearM X otherrN X
syli GinearO uj }rP (X onerQ X ekwele Ginea ar CʼhehederrR X tworS X ekwele Ginea ar CʼhehederrT X fewrU X ekwele Ginea ar CʼhehederrV X manyrW X a ekweleoù Ginea ar CʼhehederrX X otherrY X ekwele Ginea ar CʼhehederrZ uj }r[ (X oner\ X
drakm Gresr] X twor^ X
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{0} a droioùr_( X otherr`( X {0} trora( uj$( }rb( (X onerc( X {0} trrd( X twore( X {0} trrf( X fewrg( X {0} trrh( X manyri( X {0} trrj( X otherrk( X {0} trrl( uj&( }rm( (X onern( X {0}trro( X tworp( X {0}trrq( X fewrr( X {0}trrs( X manyrt( X {0}trru( X otherrv( X {0}trrw( uuX angle-radianrx( }ry( (j( }rz( (X oner{( X
{0} radianr|( X twor}( X
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) X {0} vetr karrezr) X fewr) X {0} metr karrezr) X manyr) X {0} a vetroù garrezr) X otherr) X {0} metr karrezr) j�( X {0} dre vetr karrezr) uj$( }r) (X oner) X {0} m²r) X twor) X {0} m²r) X fewr) X {0} m²r ) X manyr ) X {0} m²r ) X otherr ) X {0} m²r ) j�( X {0}/m²r!) uj&( }r") (X oner#) X {0}m²r$) X twor%) X {0}m²r&) X fewr') X {0}m²r() X manyr)) X {0}m²r*) X otherr+) X {0}m²r,) j�( X {0}/m²r-) uuX area-square-centimeterr.) }r/) (j( }r0) (X oner1) X {0} santimetr karrezr2) X twor3) X {0} santimetr karrezr4) X fewr5) X {0} santimetr karrezr6) X manyr7) X {0} a santimetroù karrezr8) X otherr9) X {0} santimetr karrezr:) j�( X {0} dre santimetr karrezr;) uj$( }r<) (X oner=) X {0} cm²r>) X twor?) X {0} cm²r@) X fewrA) X {0} cm²rB) X manyrC) X {0} cm²rD) X otherrE) X {0} cm²rF) j�( X {0}/cm²rG) uj&( }rH) (X onerI) X {0}cm²rJ) X tworK) X {0}cm²rL) X fewrM) X {0}cm²rN) X manyrO) X {0}cm²rP) X otherrQ) X {0}cm²rR) j�( X {0}/cm²rS) uuX area-square-milerT) }rU) (j( }rV) (X onerW) X {0} miltir karrezrX) X tworY) X {0} viltir karrezrZ) X fewr[) X {0} miltir karrezr\) X manyr]) X {0} a viltirioù karrezr^) X otherr_) X {0} miltir karrezr`) j�( X {0} dre viltir karrezra) uj$( }rb) (X onerc) X {0} mi²rd) X twore) X {0} mi²rf) X fewrg) X {0} mi²rh) X manyri) X {0} mi²rj) X otherrk) X {0} mi²rl) j�( X {0}/mi²rm) uj&( }rn) (X onero) X {0}mi²rp) X tworq) X {0}mi²rr) X fewrs) X {0}mi²rt) X manyru) X {0}mi²rv) X otherrw) X {0}mi²rx) j�( X {0}/mi²ry) uuX area-acrerz) }r{) (j( }r|) (X oner}) X {0} akrr~) X twor) X {0} akrr�) X fewr�) X {0} akrr�) X manyr�) X {0} a akroùr�) X otherr�) X {0} akrr�) uj$( }r�) (X oner�) X {0} acr�) X twor�) X {0} acr�) X fewr�) X {0} acr�) X manyr�) X {0} acr�) X otherr�) X {0} acr�) uj&( }r�) (X oner�) X {0}acr�) X twor�) X {0}acr�) X fewr�) X {0}acr�) X manyr�) X {0}acr�) X otherr�) X {0}acr�) uuX area-square-yardr�) }r�) (j( }r�) (X oner�) X {0} yard karrezr�) X twor�) X {0} yard karrezr�) X fewr�) X {0} yard karrezr�) X manyr�) X {0} a yardoù karrezr�) X otherr�) X {0} yard karrezr�) uj&( }r�) (X oner�) X {0}yd²r�) X twor�) X {0}yd²r�) X fewr�) X {0}yd²r�) X manyr�) X {0}yd²r�) X otherr�) X {0}yd²r�) uuX area-square-footr�) }r�) (j( }r�) (X oner�) X {0} troatad karrezr�) X twor�) X {0} droatad karrezr�) X fewr�) X {0} zroatad karrezr�) X manyr�) X {0} a droatadoù karrezr�) X otherr�) X {0} troatad karrezr�) uj$( }r�) (X oner�) X {0} ft²r�) X twor�) X {0} ft²r�) X fewr�) X {0} ft²r�) X manyr�) X {0} ft²r�) X otherr�) X {0} ft²r�) uj&( }r�) (X oner�) X {0}ft²r�) X twor�) X {0}ft²r�) X fewr�) X {0}ft²r�) X manyr�) X {0}ft²r�) X otherr�) X {0}ft²r�) uuX area-square-inchr�) }r�) (j( }r�) (X oner�) X {0} meutad karrezr�) X twor�) X {0} veutad karrezr�) X fewr�) X {0} meutad karrezr�) X manyr�) X {0} a veutadoù karrezr�) X otherr�) X {0} meutad karrezr�) j�( X {0} dre veutad karrezr�) uj$( }r�) (X oner�) X {0} in²r�) X twor�) X {0} in²r�) X fewr�) X {0} in²r�) X manyr�) X {0} in²r�) X otherr�) X {0} in²r�) j�( X {0}/in²r�) uj&( }r�) (X oner�) X {0}in²r�) X twor�) X {0}in²r�) X fewr�) X {0}in²r�) X manyr�) X {0}in²r�) X otherr�) X {0}in²r�) j�( X {0}/in²r�) uuX
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{0} mmol/lrv* X tworw* X
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+ uuX consumption-liter-per-kilometerr + }r + (j( }r
+ (X oner+ X {0} litr dre gilometrr+ X twor+ X {0} litr dre gilometrr+ X fewr+ X {0} litr dre gilometrr+ X manyr+ X {0} a litroù dre gilometrr+ X otherr+ X {0} litr dre gilometrr+ uj$( }r+ (X oner+ X {0} l/kmr+ X twor+ X {0} l/kmr + X fewr + X {0} l/kmr + X manyr + X {0} l/kmr + X otherr!+ X {0} l/kmr"+ uj&( }r#+ (X oner$+ X {0}l/kmr%+ X twor&+ X {0}l/kmr'+ X fewr(+ X {0}l/kmr)+ X manyr*+ X {0}l/kmr++ X otherr,+ X {0}l/kmr-+ uuX# consumption-liter-per-100-kilometerr.+ }r/+ (j( }r0+ (X oner1+ X {0} litr dre 100 kilometrr2+ X twor3+ X {0} litr dre 100 kilometrr4+ X fewr5+ X {0} litr dre 100 kilometrr6+ X manyr7+ X {0} a litroù dre 100 kilometrr8+ X otherr9+ X {0} litr dre 100 kilometrr:+ uj$( }r;+ (X oner<+ X {0} l/100kmr=+ X twor>+ X {0} l/100kmr?+ X fewr@+ X {0} l/100kmrA+ X manyrB+ X {0} l/100kmrC+ X otherrD+ X {0} l/100kmrE+ uj&( }rF+ (X onerG+ X
{0}l/100kmrH+ X tworI+ X
{0}l/100kmrJ+ X fewrK+ X
{0}l/100kmrL+ X manyrM+ X
{0}l/100kmrN+ X otherrO+ X
{0}l/100kmrP+ uuX consumption-mile-per-gallonrQ+ }rR+ (j( }rS+ (X onerT+ X {0} miltir dre c'hallonrU+ X tworV+ X {0} viltir dre c'hallonrW+ X fewrX+ X {0} miltir dre c'hallonrY+ X manyrZ+ X {0} a viltirioù dre c'hallonr[+ X otherr\+ X {0} miltir dre c'hallonr]+ uj$( }r^+ (X oner_+ X
{0} mi/galr`+ X twora+ X
{0} mi/galrb+ X fewrc+ X
{0} mi/galrd+ X manyre+ X
{0} mi/galrf+ X otherrg+ X
{0} mi/galrh+ uj&( }ri+ (X onerj+ X {0}mi/galrk+ X tworl+ X {0}mi/galrm+ X fewrn+ X {0}mi/galro+ X manyrp+ X {0}mi/galrq+ X otherrr+ X {0}mi/galrs+ uuX$ consumption-mile-per-gallon-imperialrt+ }ru+ (j( }rv+ (X onerw+ X# {0} miltir dre cʼhallon impalaerelrx+ X twory+ X# {0} viltir dre cʼhallon impalaerelrz+ X fewr{+ X# {0} miltir dre cʼhallon impalaerelr|+ X manyr}+ X) {0} a viltirioù dre cʼhallon impalaerelr~+ X otherr+ X# {0} miltir dre cʼhallon impalaerelr�+ uj$( }r�+ (X oner�+ X {0} mi/gal imp.r�+ X twor�+ X {0} mi/gal imp.r�+ X fewr�+ X {0} mi/gal imp.r�+ X manyr�+ X {0} mi/gal imp.r�+ X otherr�+ X {0} mi/gal imp.r�+ uj&( }r�+ (X oner�+ X {0}mi/gImr�+ X twor�+ X {0}mi/gImr�+ X fewr�+ X {0}mi/gImr�+ X manyr�+ X {0}mi/gImr�+ X otherr�+ X {0}mi/gImr�+ uuX digital-petabyter�+ }r�+ (j( }r�+ (X oner�+ X
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{0} teraoktedr�+ X twor�+ X
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{0} teraoktedr�+ uj$( }r�+ (X oner�+ X {0} Tor�+ X twor�+ X {0} Tor�+ X fewr�+ X {0} Tor�+ X manyr�+ X {0} Tor�+ X otherr�+ X {0} Tor�+ uj&( }r�+ (X oner�+ X {0}Tor�+ X twor�+ X {0}Tor�+ X fewr�+ X {0}Tor�+ X manyr�+ X {0}Tor�+ X otherr�+ X {0}Tor�+ uuX digital-terabitr�+ }r�+ (j( }r�+ (X oner�+ X {0} terabitr�+ X twor�+ X {0} derabitr�+ X fewr�+ X {0} zerabitr�+ X manyr�+ X {0} a derabitoùr�+ X otherr�+ X {0} terabitr�+ uj$( }r�+ (X oner�+ X {0} Tbitr�+ X twor�+ X {0} Tbitr�+ X fewr�+ X {0} Tbitr�+ X manyr�+ X {0} Tbitr�+ X otherr�+ X {0} Tbitr�+ uj&( }r�+ (X oner�+ X {0}Tbitr�+ X twor�+ X {0}Tbitr�+ X fewr�+ X {0}Tbitr�+ X manyr�+ X {0}Tbitr�+ X otherr�+ X {0}Tbitr�+ uuX digital-gigabyter , }r, (j( }r, (X oner, X
{0} gigaoktedr, X twor, X {0} c'higaoktedr, X fewr, X
{0} gigaoktedr, X manyr , X {0} a c'higaoktedoùr
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{0} gigaoktedr , uj$( }r
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{0} c'higabitr), X fewr*, X {0} gigabitr+, X manyr,, X {0} a c'higabitoùr-, X otherr., X {0} gigabitr/, uj$( }r0, (X oner1, X {0} Gbitr2, X twor3, X {0} Gbitr4, X fewr5, X {0} Gbitr6, X manyr7, X {0} Gbitr8, X otherr9, X {0} Gbitr:, uj&( }r;, (X oner<, X {0}Gbitr=, X twor>, X {0}Gbitr?, X fewr@, X {0}GbitrA, X manyrB, X {0}GbitrC, X otherrD, X {0}GbitrE, uuX digital-megabyterF, }rG, (j( }rH, (X onerI, X
{0} megaoktedrJ, X tworK, X
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{0} megahertzr�0 X twor�0 X
{0} vegahertzr�0 X fewr�0 X
{0} megahertzr�0 X manyr�0 X {0} a vegahertzoùr�0 X otherr�0 X
{0} megahertzr�0 uj$( }r�0 (X oner�0 X {0} MHzr�0 X twor�0 X {0} MHzr�0 X fewr�0 X {0} MHzr�0 X manyr�0 X {0} MHzr�0 X otherr�0 X {0} MHzr�0 uj&( }r�0 (X oner�0 X {0}MHzr�0 X twor�0 X {0}MHzr�0 X fewr�0 X {0}MHzr 1 X manyr1 X {0}MHzr1 X otherr1 X {0}MHzr1 uuX frequency-kilohertzr1 }r1 (j( }r1 (X oner1 X {0} c'hilohertzr 1 X twor
1 X
{0} gilohertzr 1 X fewr 1 X {0} c'hilohertzr
1 X manyr1 X {0} a gilohertzoùr1 X otherr1 X
{0} kilohertzr1 uj$( }r1 (X oner1 X {0} kHzr1 X twor1 X {0} kHzr1 X fewr1 X {0} kHzr1 X manyr1 X {0} kHzr1 X otherr1 X {0} kHzr 1 uj&( }r 1 (X oner 1 X {0}kHzr 1 X twor 1 X {0}kHzr!1 X fewr"1 X {0}kHzr#1 X manyr$1 X {0}kHzr%1 X otherr&1 X {0}kHzr'1 uuX frequency-hertzr(1 }r)1 (j( }r*1 (X oner+1 X {0} hertzr,1 X twor-1 X {0} hertzr.1 X fewr/1 X {0} hertzr01 X manyr11 X {0} a hertzoùr21 X otherr31 X {0} hertzr41 uj$( }r51 (X oner61 X {0} Hzr71 X twor81 X {0} Hzr91 X fewr:1 X {0} Hzr;1 X manyr<1 X {0} Hzr=1 X otherr>1 X {0} Hzr?1 uj&( }r@1 (X onerA1 X {0}HzrB1 X tworC1 X {0}HzrD1 X fewrE1 X {0}HzrF1 X manyrG1 X {0}HzrH1 X otherrI1 X {0}HzrJ1 uuX graphics-emrK1 }rL1 (j( }rM1 (X onerN1 X {0} esaouenn emrO1 X tworP1 X {0} esaouenn emrQ1 X fewrR1 X {0} esaouenn emrS1 X manyrT1 X {0} a esaouennoù emrU1 X otherrV1 X {0} esaouenn emrW1 uj&( }rX1 (X onerY1 X {0}emrZ1 X twor[1 X {0}emr\1 X fewr]1 X {0}emr^1 X manyr_1 X {0}emr`1 X otherra1 X {0}emrb1 uuX graphics-pixelrc1 }rd1 (j( }re1 (X onerf1 X
{0} pikselrg1 X tworh1 X
{0} bikselri1 X fewrj1 X
{0} fikselrk1 X manyrl1 X {0} a bikselioùrm1 X otherrn1 X
{0} pikselro1 uj&( }rp1 (X onerq1 X {0}pxrr1 X twors1 X {0}pxrt1 X fewru1 X {0}pxrv1 X manyrw1 X {0}pxrx1 X otherry1 X {0}pxrz1 uuX graphics-megapixelr{1 }r|1 (j( }r}1 (X oner~1 X {0} megapikselr1 X twor�1 X {0} vegapikselr�1 X fewr�1 X {0} megapikselr�1 X manyr�1 X {0} a vegapikselioùr�1 X otherr�1 X {0} megapikselr�1 uj$( }r�1 (X oner�1 X {0} Mpxr�1 X twor�1 X {0} Mpxr�1 X fewr�1 X {0} Mpxr�1 X manyr�1 X {0} Mpxr�1 X otherr�1 X {0} Mpxr�1 uj&( }r�1 (X oner�1 X {0}Mpxr�1 X twor�1 X {0}Mpxr�1 X fewr�1 X {0}Mpxr�1 X manyr�1 X {0}Mpxr�1 X otherr�1 X {0}Mpxr�1 uuX graphics-pixel-per-centimeterr�1 }r�1 (j( }r�1 (X oner�1 X {0} piksel dre santimetrr�1 X twor�1 X {0} biksel dre santimetrr�1 X fewr�1 X {0} fiksel dre santimetrr�1 X manyr�1 X {0} a bikselioù dre santimetrr�1 X otherr�1 X {0} piksel dre santimetrr�1 uj$( }r�1 (X oner�1 X {0} px/cmr�1 X twor�1 X {0} px/cmr�1 X fewr�1 X {0} px/cmr�1 X manyr�1 X {0} px/cmr�1 X otherr�1 X {0} px/cmr�1 uj&( }r�1 (X oner�1 X {0}px/cmr�1 X twor�1 X {0}px/cmr�1 X fewr�1 X {0}px/cmr�1 X manyr�1 X {0}px/cmr�1 X otherr�1 X {0}px/cmr�1 uuX graphics-pixel-per-inchr�1 }r�1 (j( }r�1 (X oner�1 X {0} piksel dre veutadr�1 X twor�1 X {0} biksel dre veutadr�1 X fewr�1 X {0} fiksel dre veutadr�1 X manyr�1 X {0} a pikselioù dre veutadr�1 X otherr�1 X {0} piksel dre veutadr�1 uj$( }r�1 (X oner�1 X {0} px/inr�1 X twor�1 X {0} px/inr�1 X fewr�1 X {0} px/inr�1 X manyr�1 X {0} px/inr�1 X otherr�1 X {0} px/inr�1 uj&( }r�1 (X oner�1 X {0}px/inr�1 X twor�1 X {0}px/inr�1 X fewr�1 X {0}px/inr�1 X manyr�1 X {0}px/inr�1 X otherr�1 X {0}px/inr�1 uuX graphics-dot-per-centimeterr�1 }r�1 (j( }r�1 (X oner�1 X {0} pik dre santimetrr�1 X twor�1 X {0} bik dre santimetrr�1 X fewr�1 X {0} fik dre santimetrr�1 X manyr�1 X {0} a bikoù dre santimetrr�1 X otherr�1 X {0} pik dre santimetrr�1 uj$( }r�1 (X oner�1 X {0} pdcmr�1 X twor�1 X {0} pdcmr�1 X fewr�1 X {0} pdcmr�1 X manyr�1 X {0} pdcmr�1 X otherr�1 X {0} pdcmr�1 uj&( }r�1 (X oner�1 X {0}pdcmr�1 X twor�1 X {0}pdcmr 2 X fewr2 X {0}pdcmr2 X manyr2 X {0}pdcmr2 X otherr2 X {0}pdcmr2 uuX graphics-dot-per-inchr2 }r2 (j( }r 2 (X oner
2 X {0} pik dre veutadr 2 X twor 2 X {0} bik dre veutadr
2 X fewr2 X {0} fik dre veutadr2 X manyr2 X {0} a bikoù dre veutadr2 X otherr2 X {0} pik dre veutadr2 uj$( }r2 (X oner2 X {0} pdmr2 X twor2 X {0} pdmr2 X fewr2 X {0} pdmr2 X manyr2 X {0} pdmr 2 X otherr 2 X {0} pdmr 2 uj&( }r 2 (X oner 2 X {0}pdmr!2 X twor"2 X {0}pdmr#2 X fewr$2 X {0}pdmr%2 X manyr&2 X {0}pdmr'2 X otherr(2 X {0}pdmr)2 uuX graphics-dotr*2 }r+2 (j( }r,2 (X oner-2 X {0} pikr.2 X twor/2 X {0} bikr02 X fewr12 X {0} fikr22 X manyr32 X {0} a bikoùr42 X otherr52 X {0} pikr62 uj$( }r72 (X oner82 X {0} pikr92 X twor:2 X {0} pikr;2 X fewr<2 X {0} pikr=2 X manyr>2 X {0} pikr?2 X otherr@2 X {0} pikrA2 uj&( }rB2 (X onerC2 X {0}pikrD2 X tworE2 X {0}pikrF2 X fewrG2 X {0}pikrH2 X manyrI2 X {0}pikrJ2 X otherrK2 X {0}pikrL2 uuX length-earth-radiusrM2 }rN2 (j( }rO2 (X onerP2 X {0} skin douarrQ2 X tworR2 X {0} skin douarrS2 X fewrT2 X {0} skin douarrU2 X manyrV2 X {0} a skinoù douarrW2 X otherrX2 X {0} skin douarrY2 uj&( }rZ2 (X oner[2 X {0}R⊕r\2 X twor]2 X {0}R⊕r^2 X fewr_2 X {0}R⊕r`2 X manyra2 X {0}R⊕rb2 X otherrc2 X {0}R⊕rd2 uuX length-kilometerre2 }rf2 (j( }rg2 (X onerh2 X {0} c'hilometrri2 X tworj2 X {0} gilometrrk2 X fewrl2 X {0} c'hilometrrm2 X manyrn2 X {0} a gilometroùro2 X otherrp2 X {0} kilometrrq2 j�( X {0} dre gilometrrr2 uj$( }rs2 (X onert2 X {0} kmru2 X tworv2 X {0} kmrw2 X fewrx2 X {0} kmry2 X manyrz2 X {0} kmr{2 X otherr|2 X {0} kmr}2 j�( X {0}/kmr~2 uj&( }r2 (X oner�2 X {0}kmr�2 X twor�2 X {0}kmr�2 X fewr�2 X {0}kmr�2 X manyr�2 X {0}kmr�2 X otherr�2 X {0}kmr�2 j�( X {0}/kmr�2 uuX length-meterr�2 }r�2 (j( }r�2 (X oner�2 X {0} metrr�2 X twor�2 X {0} vetrr�2 X fewr�2 X {0} metrr�2 X manyr�2 X
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{0} mikrometrr!3 X twor"3 X
{0} vikrometrr#3 X fewr$3 X
{0} mikrometrr%3 X manyr&3 X {0} a vikrometroùr'3 X otherr(3 X
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9 uj&( }r9 (X oner9 X {0}Par9 X twor9 X {0}Par9 X fewr9 X {0}Par9 X manyr9 X {0}Par9 X otherr9 X {0}Par9 uuX pressure-hectopascalr9 }r9 (j( }r9 (X oner 9 X {0} hektopaskalr 9 X twor 9 X {0} hektopaskalr 9 X fewr 9 X {0} hektopaskalr!9 X manyr"9 X {0} a hektopaskaloùr#9 X otherr$9 X {0} hektopaskalr%9 uj$( }r&9 (X oner'9 X {0} hPar(9 X twor)9 X {0} hPar*9 X fewr+9 X {0} hPar,9 X manyr-9 X {0} hPar.9 X otherr/9 X {0} hPar09 uj&( }r19 (X oner29 X {0}hPar39 X twor49 X {0}hPar59 X fewr69 X {0}hPar79 X manyr89 X {0}hPar99 X otherr:9 X {0}hPar;9 uuX pressure-kilopascalr<9 }r=9 (j( }r>9 (X oner?9 X {0} c'hilopaskalr@9 X tworA9 X {0} gilopaskalrB9 X fewrC9 X {0} c'hilopaskalrD9 X manyrE9 X {0} a gilopaskaloùrF9 X otherrG9 X {0} kilopaskalrH9 uj&( }rI9 (X onerJ9 X {0}kParK9 X tworL9 X {0}kParM9 X fewrN9 X {0}kParO9 X manyrP9 X {0}kParQ9 X otherrR9 X {0}kParS9 uuX pressure-megapascalrT9 }rU9 (j( }rV9 (X onerW9 X {0} megapaskalrX9 X tworY9 X {0} vegapaskalrZ9 X fewr[9 X {0} megapaskalr\9 X manyr]9 X {0} a vegapaskaloùr^9 X otherr_9 X {0} megapaskalr`9 uj&( }ra9 (X onerb9 X {0}MParc9 X tword9 X {0}MPare9 X fewrf9 X {0}MParg9 X manyrh9 X {0}MPari9 X otherrj9 X {0}MPark9 uuX speed-kilometer-per-hourrl9 }rm9 (j( }rn9 (X onero9 X {0} c'hilometr dre eurrp9 X tworq9 X {0} gilometr dre eurrr9 X fewrs9 X {0} c'hilometr dre eurrt9 X manyru9 X {0} a gilometroù dre eurrv9 X otherrw9 X {0} kilometr dre eurrx9 uj$( }ry9 (X onerz9 X {0} km/hr{9 X twor|9 X {0} km/hr}9 X fewr~9 X {0} km/hr9 X manyr�9 X {0} km/hr�9 X otherr�9 X {0} km/hr�9 uj&( }r�9 (X oner�9 X {0}km/hr�9 X twor�9 X {0}km/hr�9 X fewr�9 X {0}km/hr�9 X manyr�9 X {0}km/hr�9 X otherr�9 X {0}km/hr�9 uuX speed-meter-per-secondr�9 }r�9 (j( }r�9 (X oner�9 X {0} metr dre eilennr�9 X twor�9 X {0} vetr dre eilennr�9 X fewr�9 X {0} metr dre eilennr�9 X manyr�9 X {0} a vetroù dre eilennr�9 X otherr�9 X {0} metr dre eilennr�9 uj$( }r�9 (X oner�9 X {0} m/sr�9 X twor�9 X {0} m/sr�9 X fewr�9 X {0} m/sr�9 X manyr�9 X {0} m/sr�9 X otherr�9 X {0} m/sr�9 uj&( }r�9 (X oner�9 X {0}m/sr�9 X twor�9 X {0}m/sr�9 X fewr�9 X {0}m/sr�9 X manyr�9 X {0}m/sr�9 X otherr�9 X {0}m/sr�9 uuX speed-mile-per-hourr�9 }r�9 (j( }r�9 (X oner�9 X {0} miltir dre eurr�9 X twor�9 X {0} viltir dre eurr�9 X fewr�9 X {0} miltir dre eurr�9 X manyr�9 X {0} a viltirioù dre eurr�9 X otherr�9 X {0} miltir dre eurr�9 uj$( }r�9 (X oner�9 X {0} mi/hr�9 X twor�9 X {0} mi/hr�9 X fewr�9 X {0} mi/hr�9 X manyr�9 X {0} mi/hr�9 X otherr�9 X {0} mi/hr�9 uj&( }r�9 (X oner�9 X {0}mi/hr�9 X twor�9 X {0}mi/hr�9 X fewr�9 X {0}mi/hr�9 X manyr�9 X {0}mi/hr�9 X otherr�9 X {0}mi/hr�9 uuX
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: X {0}°r : X manyr : X {0}°r
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{0} gelvinrg: X fewrh: X {0} c'helvinri: X manyrj: X {0} a gelvinoùrk: X otherrl: X
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; uuX volume-cubic-miler ; }r ; (j( }r
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= uj$( }r = (X oner = X {0} gal imp.r
= X twor= X {0} gal imp.r= X fewr= X {0} gal imp.r= X manyr= X {0} gal imp.r= X otherr= X {0} gal imp.r= j�( X {0}/gal imp.r= uj&( }r= (X oner= X {0}galImr= X twor= X {0}galImr= X fewr = X {0}galImr = X manyr = X {0}galImr = X otherr = X {0}galImr!= j�( X {0}/galImr"= uuX volume-quartr#= }r$= (j( }r%= (X oner&= X
{0} c'hardr'= X twor(= X {0} gardr)= X fewr*= X
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{0} a gardoùr-= X otherr.= X {0} kardr/= uj$( }r0= (X oner1= X {0} qtr2= X twor3= X {0} qtr4= X fewr5= X {0} qtr6= X manyr7= X {0} qtr8= X otherr9= X {0} qtr:= uj&( }r;= (X oner<= X {0}qtr== X twor>= X {0}qtr?= X fewr@= X {0}qtrA= X manyrB= X {0}qtrC= X otherrD= X {0}qtrE= uuX volume-pintrF= }rG= (j( }rH= (X onerI= X {0} pintrJ= X tworK= X {0} bintrL= X fewrM= X {0} fintrN= X manyrO= X
{0} a bintoùrP= X otherrQ= X {0} pintrR= uj$( }rS= (X onerT= X {0} ptrU= X tworV= X {0} ptrW= X fewrX= X {0} ptrY= X manyrZ= X {0} ptr[= X otherr\= X {0} ptr]= uj&( }r^= (X oner_= X {0}ptr`= X twora= X {0}ptrb= X fewrc= X {0}ptrd= X manyre= X {0}ptrf= X otherrg= X {0}ptrh= uuX
volume-cupri= }rj= (j( }rk= (X onerl= X {0} tasadrm= X tworn= X {0} tasadro= X fewrp= X {0} zasadrq= X manyrr= X {0} a dasadoùrs= X otherrt= X {0} tasadru= uj$( }rv= (X onerw= X {0} tas.rx= X twory= X {0} tas.rz= X fewr{= X {0} tas.r|= X manyr}= X {0} tas.r~= X otherr= X {0} tas.r�= uj&( }r�= (X oner�= X {0}tas.r�= X twor�= X {0}tas.r�= X fewr�= X {0}tas.r�= X manyr�= X {0}tas.r�= X otherr�= X {0}tas.r�= uuX volume-fluid-ouncer�= }r�= (j( }r�= (X oner�= X {0} oñs liñvelr�= X twor�= X {0} oñs liñvelr�= X fewr�= X {0} oñs liñvelr�= X manyr�= X {0} a oñsoù liñvelr�= X otherr�= X {0} oñs liñvelr�= uj$( }r�= (X oner�= X {0} fl ozr�= X twor�= X {0} fl ozr�= X fewr�= X {0} fl ozr�= X manyr�= X {0} fl ozr�= X otherr�= X {0} fl ozr�= uj&( }r�= (X oner�= X {0}fl ozr�= X twor�= X {0}fl ozr�= X fewr�= X {0}fl ozr�= X manyr�= X {0}fl ozr�= X otherr�= X {0}fl ozr�= uuX volume-fluid-ounce-imperialr�= }r�= (j( }r�= (X oner�= X {0} oñs liñvel impalaerelr�= X twor�= X {0} oñs liñvel impalaerelr�= X fewr�= X {0} oñs liñvel impalaerelr�= X manyr�= X {0} a oñsoù liñvel impalaerelr�= X otherr�= X {0} oñs liñvel impalaerelr�= uj$( }r�= (X oner�= X {0} fl oz imp.r�= X twor�= X {0} fl oz imp.r�= X fewr�= X {0} fl oz imp.r�= X manyr�= X {0} fl oz imp.r�= X otherr�= X {0} fl oz imp.r�= uj&( }r�= (X oner�= X {0}fl oz Imr�= X twor�= X {0}fl oz Imr�= X fewr�= X {0}fl oz Imr�= X manyr�= X {0}fl oz Imr�= X otherr�= X {0}fl oz Imr�= uuX volume-tablespoonr�= }r�= (j( }r�= (X oner�= X {0} loaiad-vouedr�= X twor�= X {0} loaiad-vouedr�= X fewr�= X {0} loaiad-vouedr�= X manyr�= X {0} a loaiadoù-bouedr�= X otherr�= X {0} loaiad-vouedr�= uj$( }r�= (X oner�= X {0} l.-v.r�= X twor�= X {0} l.-v.r�= X fewr�= X {0} l.-v.r�= X manyr�= X {0} l.-v.r�= X otherr�= X {0} l.-v.r�= uj&( }r�= (X oner�= X {0}l.-v.r�= X twor�= X {0}l.-v.r�= X fewr�= X {0}l.-v.r�= X manyr�= X {0}l.-v.r�= X otherr�= X {0}l.-v.r�= uuX volume-teaspoonr�= }r�= (j( }r�= (X oner�= X {0} loaiad-gafer�= X twor�= X {0} loaiad-gafer�= X fewr�= X {0} loaiad-gafer�= X manyr�= X {0} a loaiadoù-kafer�= X otherr > X {0} loaiad-gafer> uj$( }r> (X oner> X {0} l.-g.r> X twor> X {0} l.-g.r> X fewr> X {0} l.-g.r> X manyr > X {0} l.-g.r
> X otherr > X {0} l.-g.r > uj&( }r
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volume-barrelr> }r> (j( }r> (X oner> X
{0} barilhr > X twor > X
{0} varilhr > X fewr > X
{0} barilhr > X manyr!> X {0} a varilhoùr"> X otherr#> X
{0} barilhr$> uj&( }r%> (X oner&> X {0}bblr'> X twor(> X {0}bblr)> X fewr*> X {0}bblr+> X manyr,> X {0}bblr-> X otherr.> X {0}bblr/> uuX volume-dessert-spoonr0> }r1> (j( }r2> (X oner3> X {0} loaiad dibenn-predr4> X twor5> X {0} loaiad dibenn-predr6> X fewr7> X {0} loaiad dibenn-predr8> X manyr9> X {0} a loaiadoù dibenn-predr:> X otherr;> X {0} loaiad dibenn-predr<> uj$( }r=> (X oner>> X {0} l.d.-b.r?> X twor@> X {0} l.d.-b.rA> X fewrB> X {0} l.d.-b.rC> X manyrD> X {0} l.d.-b.rE> X otherrF> X {0} l.d.-b.rG> uj&( }rH> (X onerI> X
{0}l.d.-b.rJ> X tworK> X
{0}l.d.-b.rL> X fewrM> X
{0}l.d.-b.rN> X manyrO> X
{0}l.d.-b.rP> X otherrQ> X
{0}l.d.-b.rR> uuX volume-dessert-spoon-imperialrS> }rT> (j( }rU> (X onerV> X! {0} loaiad dibenn-pred impalaerelrW> X tworX> X! {0} loaiad dibenn-pred impalaerelrY> X fewrZ> X! {0} loaiad dibenn-pred impalaerelr[> X manyr\> X& {0} a loaiadoù dibenn-pred impalaerelr]> X otherr^> X! {0} loaiad dibenn-pred impalaerelr_> uj$( }r`> (X onera> X {0} l.d.-b. imp.rb> X tworc> X {0} l.d.-b. imp.rd> X fewre> X {0} l.d.-b. imp.rf> X manyrg> X {0} l.d.-b. imp.rh> X otherri> X {0} l.d.-b. imp.rj> uj&( }rk> (X onerl> X
{0}ldb Imprm> X tworn> X
{0}ldb Impro> X fewrp> X
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{0}ldb Imprs> X otherrt> X
{0}ldb Impru> uuX volume-droprv> }rw> (j( }rx> (X onery> X
{0} dakennrz> X twor{> X
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volume-jiggerr�> }r�> (j( }r�> (X oner�> X {0} shotr�> X twor�> X {0} shotr�> X fewr�> X {0} shotr�> X manyr�> X
{0} a shotoùr�> X otherr�> X {0} shotr�> uj$( }r�> (X oner�> X {0} shotr�> X twor�> X {0} shotr�> X fewr�> X {0} shotr�> X manyr�> X {0} shotr�> X otherr�> X {0} shotr�> uj&( }r�> (X oner�> X {0}shotr�> X twor�> X {0}shotr�> X fewr�> X {0}shotr�> X manyr�> X {0}shotr�> X otherr�> X {0}shotr�> uuX volume-pinchr�> }r�> (j( }r�> (X oner�> X {0} piñsadr�> X twor�> X {0} biñsadr�> X fewr�> X {0} fiñsadr�> X manyr�> X {0} a biñsadoùr�> X otherr�> X {0} piñsadr�> uj$( }r�> (X oner�> X {0} piñsr�> X twor�> X {0} piñsr�> X fewr�> X {0} piñsr�> X manyr�> X {0} piñsr�> X otherr�> X {0} piñsr�> uj&( }r�> (X oner�> X {0}piñsr�> X twor�> X {0}piñsr�> X fewr�> X {0}piñsr�> X manyr�> X {0}piñsr�> X otherr ? X {0}piñsr? uuX volume-quart-imperialr? }r? (j( }r? (X oner? X {0} c'hard impalaerelr? X twor? X {0} gard impalaerelr? X fewr ? X {0} c'hard impalaerelr
? X manyr ? X {0} a gardoù impalaerelr ? X otherr
? X {0} kard impalaerelr? uj$( }r? (X oner? X {0} qt Imp.r? X twor? X {0} qt Imp.r? X fewr? X {0} qt Imp.r? X manyr? X {0} qt Imp.r? X otherr? X {0} qt Imp.r? uj&( }r? (X oner? X
{0}qt Imp.r ? X twor ? X
{0}qt Imp.r ? X fewr ? X
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{0}qt Imp.r"? X otherr#? X
{0}qt Imp.r$? uuX angle-arc-minuter%? }r&? (j$( }r'? (X oner(? X {0}′r)? X twor*? X {0}′r+? X fewr,? X {0}′r-? X manyr.? X {0}′r/? X otherr0? X {0}′r1? uj&( }r2? (X oner3? X {0}′r4? X twor5? X {0}′r6? X fewr7? X {0}′r8? X manyr9? X {0}′r:? X otherr;? X {0}′r<? uuX angle-arc-secondr=? }r>? (j$( }r?? (X oner@? X {0}″rA? X tworB? X {0}″rC? X fewrD? X {0}″rE? X manyrF? X {0}″rG? X otherrH? X {0}″rI? uj&( }rJ? (X onerK? X {0}″rL? X tworM? X {0}″rN? X fewrO? X {0}″rP? X manyrQ? X {0}″rR? X otherrS? X {0}″rT? uuX concentr-permillionrU? }rV? j&( }rW? (X onerX? X {0}ppmrY? X tworZ? X {0}ppmr[? X fewr\? X {0}ppmr]? X manyr^? X {0}ppmr_? X otherr`? X {0}ppmra? usX force-pound-forcerb? }rc? j&( }rd? (X onere? X {0}lbfrf? X tworg? X {0}lbfrh? X fewri? X {0}lbfrj? X manyrk? X {0}lbfrl? X otherrm? X {0}lbfrn? usX light-solar-luminosityro? }rp? j&( }rq? (X onerr? X {0}L☉rs? X twort? X {0}L☉ru? X fewrv? X {0}L☉rw? X manyrx? X {0}L☉ry? X otherrz? X {0}L☉r{? usX torque-pound-force-footr|? }r}? j&( }r~? (X oner? X {0}lbf⋅ftr�? X twor�? X {0}lbf⋅ftr�? X fewr�? X {0}lbf⋅ftr�? X manyr�? X {0}lbf⋅ftr�? X otherr�? X {0}lbf⋅ftr�? usuX compound_unit_patternsr�? }r�? (X 10p-1r�? }r�? j( }r�? j� X desi{0}r�? ssX 10p-2r�? }r�? j( }r�? j� X santi{0}r�? ssX 10p-3r�? }r�? j( }r�? j� X mili{0}r�? ssX 10p-6r�? }r�? j( }r�? j� X mikro{0}r�? ssX 10p-9r�? }r�? j( }r�? j� X nano{0}r�? ssX 10p-12r�? }r�? j( }r�? j� X piko{0}r�? ssX 10p-15r�? }r�? j( }r�? j� X femto{0}r�? ssX 10p-18r�? }r�? j( }r�? j� X ato{0}r�? ssX 10p-21r�? }r�? j( }r�? j� X zepto{0}r�? ssX 10p-24r�? }r�? j( }r�? j� X yokto{0}r�? ssX 10p1r�? }r�? j( }r�? j� X deka{0}r�? ssX 10p2r�? }r�? j( }r�? j� X hekto{0}r�? ssX 10p3r�? }r�? j( }r�? j� X kilo{0}r�? ssX 10p6r�? }r�? j( }r�? j� X mega{0}r�? ssX 10p9r�? }r�? j( }r�? j� X giga{0}r�? ssX 10p12r�? }r�? j( }r�? j� X tera{0}r�? ssX 10p15r�? }r�? j( }r�? j� X peta{0}r�? ssX 10p18r�? }r�? j( }r�? j� X eksa{0}r�? ssX 10p21r�? }r�? j( }r�? j� X zeta{0}r�? ssX 10p24r�? }r�? j( }r�? j� X yota{0}r�? ssX 1024p1r�? }r�? j( }r�? j� X kibi{0}r�? ssX 1024p2r�? }r�? j( }r�? j� X mebi{0}r�? ssX 1024p3r�? }r�? j( }r�? j� X gibi{0}r�? ssX 1024p4r�? }r�? j( }r�? j� X tebi{0}r�? ssX 1024p5r�? }r�? j( }r�? j� X pebi{0}r�? ssX 1024p6r�? }r�? j( }r�? j� X eksbi{0}r�? ssX 1024p7r�? }r�? j( }r�? j� X zebi{0}r�? ssX 1024p8r�? }r�? j( }r�? j� X yobe{0}r�? ssX perr�? }r�? (j( }r�? X compoundr�? X {0} dre {1}r�? sj$( }r @ j�? X {0}/{1}r@ sj&( }r@ j�? X {0}/{1}r@ suX power2r@ }r@ j( }r@ j�? X
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buanadur gr@ j$( j� j&( j� uj2( }r@ (j( X metroù dre eilenn garrezr@ j$( X m/s²r@ j&( X m/s²r@ ujU( }r@ (j( X tror@ j$( X trr@ j&( X trr@ ujx( }r @ (j( X radianoùr @ j$( X radr @ j&( X radr @ uj�( }r @ (j( X derezioùr!@ j$( X degr"@ j&( X °r#@ uj�( }r$@ (j( X kilometroù karrezr%@ j$( X km²r&@ j&( X km²r'@ uj�( }r(@ (j( X hektaroùr)@ j$( X har*@ j&( X har+@ uj) }r,@ (j( X metroù karrezr-@ j$( X m²r.@ j&( X m²r/@ uj.) }r0@ (j( X santimetroù karrezr1@ j$( X cm²r2@ j&( X cm²r3@ ujT) }r4@ (j( X miltirioù karrezr5@ j$( X mi²r6@ j&( X mi²r7@ ujz) }r8@ (j( X akroùr9@ j$( X acr:@ j&( X acr;@ uj�) }r<@ j( X yardoù karrezr=@ sj�) }r>@ (j( X troatadoù karrezr?@ j$( X ft²r@@ j&( X ft²rA@ uj�) }rB@ (j( X meutadoù karrezrC@ j$( X in²rD@ j&( X in²rE@ uj�) }rF@ (j( X dounamoùrG@ j$( X dounamrH@ j&( X dounamrI@ uj!* }rJ@ (j( X karatoùrK@ j$( X ktrL@ j&( X ktrM@ ujD* }rN@ (j( X milligramm dre zesilitrrO@ j$( X mg/dlrP@ j&( X mg/dlrQ@ ujg* }rR@ (j( X millimoloù dre litrrS@ j$( X
millimol/litrrT@ j&( X mmol/lrU@ uj�* }rV@ j( X dre gantrW@ sj�* }rX@ j( X dre vilrY@ sj�* }rZ@ j( X dre zek milr[@ sj�* }r\@ j( X moloùr]@ sj + }r^@ (j( X litroù dre gilometrr_@ j$( X l/kmr`@ j&( X l/kmra@ uj.+ }rb@ (j( X litroù dre 100 kilometrrc@ j$( X l/100kmrd@ j&( X l/100kmre@ ujQ+ }rf@ (j( X miltirioù dre cʼhallonrg@ j$( X mi/galrh@ j&( X mi/galri@ ujt+ }rj@ (j( X# miltirioù dre cʼhallon impalaerelrk@ j$( X mi/gal imp.rl@ j&( X mi/gImrm@ uj�+ }rn@ (j( X petaoktedoùro@ j$( X Porp@ j&( X Porq@ uj�+ }rr@ (j( X teraoktedoùrs@ j$( X Tort@ j&( X Toru@ uj�+ }rv@ (j( X
terabitoùrw@ j$( X Tbitrx@ j&( X Tbitry@ uj , }rz@ (j( X gigaoktedoùr{@ j$( X Gor|@ j&( X Gor}@ uj#, }r~@ (j( X
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