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E, d/M/y – r" X E, d/M/yr# euX yMMMr$ }r% (jI ]r& (X LLL – r' X LLL yr( ej� ]r) (X
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E, d MMM yrA euX yMMMMrB }rC (jI ]rD (X LLLL – rE X LLLL yrF ej� ]rG (X LLLL y – rH X LLLL yrI euuX number_symbolsrJ }rK (X decimalrL X .rM X grouprN X ,rO X listrP X ;rQ X percentSignrR X %rS X plusSignrT X +rU X minusSignrV X -rW X exponentialrX j` X superscriptingExponentrY X ×rZ X perMiller[ X ‰r\ X infinityr] X ∞r^ X nanr_ X NaNr` uX decimal_formatsra }rb Ncbabel.numbers
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0 trilleanr� jg jh jW �r� jj X trilleanr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 10000000000000r� jc )�r� }r� (j X 00 trilleanr� jg jh jW �r� jj X trilleanr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 100000000000000r� jc )�r� }r� (j X 000 trilleanr� jg jh jW �r� jj X trilleanr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubuX twor� }r� (X 1000r� jc )�r� }r� (j X 0 mhìler� jg jh jW �r� jj X mhìler� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 10000r� jc )�r� }r� (j X 00 mhìler� jg jh jW �r� jj X mhìler� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 100000r� jc )�r� }r� (j X
000 mhìler� jg jh jW �r jj X mhìler j �r jl j� jn KK�r jp K K �r jr Njs Njt K ubX 1000000r jc )�r }r (j X
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jr Njs Njt K ubX 10000000r jc )�r }r (j X 00 mhilleanr jg jh jW �r jj X mhilleanr j �r jl j� jn KK�r jp K K �r jr Njs Njt K ubX 100000000r jc )�r }r (j X 000 mhilleanr jg jh jW �r jj X mhilleanr j �r jl j� jn KK�r jp K K �r jr Njs Njt K ubX
1000000000r jc )�r! }r" (j X
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1000000000000r; jc )�r< }r= (j X 0 thrilleanr> jg jh jW �r? jj X
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milleananrx jx �ry jl j� jn KK�rz jp K K �r{ jr Njs Njt K ubX 10000000r| jc )�r} }r~ (j X 00 milleananr jg jh jW �r� jj X
milleananr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 100000000r� jc )�r� }r� (j X
000 milleananr� jg jh jW �r� jj X
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billeananr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 10000000000r� jc )�r� }r� (j X 00 billeananr� jg jh jW �r� jj X
billeananr� j� �r� jl j� jn KK�r� jp K K �r� jr Njs Njt K ubX 100000000000r� jc )�r� }r� (j X
000 billeananr� jg jh jW �r� jj X
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$ X dolaran ùra Taidh-Bhànachr $ X otherr $ X dolar ùr Taidh-Bhànachr
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rial Eamanachr�% X fewr�% X
rial Eamanachr�% X otherr�% X
rial Eamanachr�% ujC }r�% (X oner�% X) dinar cruaidh Iùgoslabhach (1966–1990)r�% X twor�% X* dhinar cruaidh Iùgoslabhach (1966–1990)r�% X fewr�% X) dinar cruaidh Iùgoslabhach (1966–1990)r�% X otherr�% X) dinar cruaidh Iùgoslabhach (1966–1990)r�% ujE }r�% (X oner�% X% dinar ùr Iùgoslabhach (1994–2002)r�% X twor�% X& dhinar ùr Iùgoslabhach (1994–2002)r�% X fewr�% X% dinar ùr Iùgoslabhach (1994–2002)r�% X otherr�% X% dinar ùr Iùgoslabhach (1994–2002)r�% ujG }r�% (X oner�% X, dinar iompachail Iùgoslabhach (1990–1992)r�% X twor�% X- dhinar iompachail Iùgoslabhach (1990–1992)r�% X fewr�% X, dinar iompachail Iùgoslabhach (1990–1992)r�% X otherr�% X, dinar iompachail Iùgoslabhach (1990–1992)r�% ujI }r�% (X oner�% X0 dinar ath-leasaichte Iùgoslabhach (1992–1993)r�% X twor�% X1 dhinar ath-leasaichte Iùgoslabhach (1992–1993)r�% X fewr�% X0 dinar ath-leasaichte Iùgoslabhach (1992–1993)r�% X otherr�% X0 dinar ath-leasaichte Iùgoslabhach (1992–1993)r�% ujK }r�% (X oner�% 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�% ujM }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�% ujO }r�% (X oner�% X" kwacha Sàimbitheach (1968–2012)r�% X twor�% X" kwacha Sàimbitheach (1968–2012)r�% X fewr�% X" kwacha Sàimbitheach (1968–2012)r�% X otherr�% X" kwacha Sàimbitheach (1968–2012)r�% ujQ }r�% (X oner�% X kwacha Sàimbitheachr�% X twor�% X kwacha Sàimbitheachr�% X fewr�% X kwacha Sàimbitheachr�% X otherr�% X kwacha Sàimbitheachr�% ujS }r�% (X oner�% X" zaïre ùr Zaïreach (1993–1998)r�% X twor�% X" zaïre ùr Zaïreach (1993–1998)r�% X fewr�% X" zaïre ùr Zaïreach (1993–1998)r�% X otherr�% X" zaïre ùr Zaïreach (1993–1998)r�% ujU }r�% (X oner�% X zaïre Zaïreach (1971–1993)r�% X twor�% X zaïre Zaïreach (1971–1993)r�% X fewr�% X zaïre Zaïreach (1971–1993)r�% X otherr�% X zaïre Zaïreach (1971–1993)r�% ujW }r�% (X oner�% X" dolar Sìombabuthach (1980–2008)r�% X twor�% X# dholar Sìombabuthach (1980–2008)r�% X fewr�% X$ dolaran Sìombabuthach (1980–2008)r�% X otherr�% X" dolar Sìombabuthach (1980–2008)r�% ujY }r�% (X oner�% X dolar Sìombabuthach (2009)r�% X twor�% X dholar Sìombabuthach (2009)r�% X fewr�% X dolaran Sìombabuthach (2009)r�% X otherr�% X dolar Sìombabuthach (2009)r�% uj[ }r�% (X oner�% X dolar Sìombabuthach (2008)r�% X twor & X dholar Sìombabuthach (2008)r& X fewr& X dolaran Sìombabuthach (2008)r& X otherr& X dolar Sìombabuthach (2008)r& uuX currency_symbolsr& }r& (j� X ฿r& j� X $r & j= X XXXr
& uX
unit_patternsr & }r & (X acceleration-g-forcer
& }r& (X longr& }r& (X oner& X {0} fhorsa-gr& X twor& X {0} fhorsa-gr& X fewr& X {0} forsan-gr& X otherr& X {0} forsa-gr& uX shortr& }r& (X oner& X {0} Gr & X twor & X {0} Gr & X fewr & X {0} Gr & X otherr!& X {0} Gr"& uX narrowr#& }r$& (X oner%& X {0}Gr&& X twor'& X {0}Gr(& X fewr)& X {0}Gr*& X otherr+& X {0}Gr,& uuX% acceleration-meter-per-second-squaredr-& }r.& (j& }r/& (X oner0& X" {0} mheatair san diog cheàrnagachr1& X twor2& X" {0} mheatair san diog cheàrnagachr3& X fewr4& X$ {0} meatairean san diog cheàrnagachr5& X otherr6& X! {0} meatair san diog cheàrnagachr7& uj& }r8& (X oner9& X {0} m/s²r:& X twor;& X {0} m/s²r<& X fewr=& X {0} m/s²r>& X otherr?& X {0} m/s²r@& uj#& }rA& (X onerB& X {0}m/s²rC& X tworD& X {0}m/s²rE& X fewrF& X {0}m/s²rG& X otherrH& X {0}m/s²rI& uuX angle-revolutionrJ& }rK& (j& }rL& (X onerM& X {0} chuairtrN& X tworO& X {0} chuairtrP& X fewrQ& X
{0} cuairteanrR& X otherrS& X
{0} cuairtrT& uj& }rU& (X onerV& X {0} chuairtrW& X tworX& X {0} chuairtrY& X fewrZ& X
{0} cuairteanr[& X otherr\& X
{0} cuairtr]& uj#& }r^& (X oner_& X {0}cuairtr`& X twora& X {0}cuairtrb& X fewrc& X {0}cuairtrd& X otherre& X {0}cuairtrf& uuX angle-radianrg& }rh& (j& }ri& (X onerj& X {0} rèideanrk& X tworl& X {0} rèideanrm& X fewrn& X {0} rèideananro& X otherrp& X {0} rèideanrq& uj& }rr& (X oners& X {0} radrt& X tworu& X {0} radrv& X fewrw& X {0} radrx& X otherry& X {0} radrz& uj#& }r{& (X oner|& X {0}radr}& X twor~& X {0}radr& X fewr�& X {0}radr�& X otherr�& X {0}radr�& uuX angle-degreer�& }r�& (j& }r�& (X oner�& X {0} cheumr�& X twor�& X {0} cheumr�& X fewr�& X
{0} ceumanr�& X otherr�& X {0} ceumr�& uj& }r�& (X oner�& X {0}°r�& X twor�& X {0}°r�& X fewr�& X {0}°r�& X otherr�& X {0}°r�& uj#& }r�& (X oner�& X {0}°r�& X twor�& X {0}°r�& X fewr�& X {0}°r�& X otherr�& X {0}°r�& uuX angle-arc-minuter�& }r�& (j& }r�& (X oner�& X {0} àrc-mhionaidr�& X twor�& X {0} àrc-mhionaidr�& X fewr�& X {0} àrc-mhionaideanr�& X otherr�& X {0} àrc-mhionaidr�& uj& }r�& (X oner�& X {0}′r�& X twor�& X {0}′r�& X fewr�& X {0}′r�& X otherr�& X {0}′r�& uj#& }r�& (X oner�& X {0}′r�& X twor�& X {0}′r�& X fewr�& X {0}′r�& X otherr�& X {0}′r�& uuX angle-arc-secondr�& }r�& (j& }r�& (X oner�& X {0} àrc-dhiogr�& X twor�& X {0} àrc-dhiogr�& X fewr�& X {0} àrc-dhioganr�& X otherr�& X {0} àrc-dhiogr�& uj& }r�& (X oner�& X {0}″r�& X twor�& X {0}″r�& X fewr�& X {0}″r�& X otherr�& X {0}″r�& uj#& }r�& (X oner�& X {0}″r�& X twor�& X {0}″r�& X fewr�& X {0}″r�& X otherr�& X {0}″r�& uuX area-square-kilometerr�& }r�& (j& }r�& (X oner�& X {0} chilemeatair ceàrnagachr�& X twor�& X {0} chilemeatair ceàrnagachr�& X fewr�& X {0} cilemeatairean ceàrnagachr�& X otherr�& X {0} cilemeatair ceàrnagachr�& X perr�& X {0} sa chilemeatair cheàrnagachr�& uj& }r�& (X oner�& X {0} km²r�& X twor�& X {0} km²r�& X fewr�& X {0} km²r�& X otherr�& X {0} km²r�& j�& X {0}/km²r�& uj#& }r�& (X oner�& X {0}km²r�& X twor�& X {0}km²r�& X fewr�& X {0}km²r�& X otherr�& X {0}km²r�& j�& X {0}/km²r�& uuX area-hectarer�& }r�& (j& }r�& (X oner�& X {0} heactairr ' X twor' X {0} heactairr' X fewr' X {0} heactaireanr' X otherr' X {0} heactairr' uj& }r' (X oner' X {0} har ' X twor
' X {0} har ' X fewr ' X {0} har
' X otherr' X {0} har' uj#& }r' (X oner' X {0}har' X twor' X {0}har' X fewr' X {0}har' X otherr' X {0}har' uuX area-square-meterr' }r' (j& }r' (X oner ' X {0} mheatair ceàrnagachr ' X twor ' X {0} mheatair ceàrnagachr ' X fewr ' X {0} meatairean ceàrnagachr!' X otherr"' X {0} meatair ceàrnagachr#' j�& X {0} sa mheatair cheàrnagachr$' uj& }r%' (X oner&' X {0} m²r'' X twor(' X {0} m²r)' X fewr*' X {0} m²r+' X otherr,' X {0} m²r-' j�& X {0}/m²r.' uj#& }r/' (X oner0' X {0}m²r1' X twor2' X {0}m²r3' X fewr4' X {0}m²r5' X otherr6' X {0}m²r7' j�& X {0}/m²r8' uuX area-square-centimeterr9' }r:' (j& }r;' (X oner<' X {0} cheudameatair ceàrnagachr=' X twor>' X {0} cheudameatair ceàrnagachr?' X fewr@' X {0} ceudameatairean ceàrnagachrA' X otherrB' X {0} ceudameatair ceàrnagachrC' j�& X! {0} sa cheudameatair cheàrnagachrD' uj& }rE' (X onerF' X {0} cm²rG' X tworH' X {0} cm²rI' X fewrJ' X {0} cm²rK' X otherrL' X {0} cm²rM' j�& X {0}/cm²rN' uj#& }rO' (X onerP' X {0}cm²rQ' X tworR' X {0}cm²rS' X fewrT' X {0}cm²rU' X otherrV' X {0}cm²rW' j�& X {0}/cm²rX' uuX area-square-milerY' }rZ' (j& }r[' (X oner\' X {0} mhìle cheàrnagachr]' X twor^' X {0} mhìle cheàrnagachr_' X fewr`' X {0} mìltean ceàrnagachra' X otherrb' X {0} mìle cheàrnagachrc' j�& X {0} sa mhìle cheàrnagachrd' uj& }re' (X onerf' X {0} mì²rg' X tworh' X {0} mì²ri' X fewrj' X {0} mì²rk' X otherrl' X {0} mì²rm' j�& X {0}/mì²rn' uj#& }ro' (X onerp' X {0}mì²rq' X tworr' X {0}mì²rs' X fewrt' X {0}mì²ru' X otherrv' X {0}mì²rw' j�& X {0}/mì²rx' uuX area-acrery' }rz' (j& }r{' (X oner|' X {0} acairr}' X twor~' X {0} acairr' X fewr�' X {0} acraicheanr�' X otherr�' X {0} acairr�' uj& }r�' (X oner�' X {0} acr�' X twor�' X {0} acr�' X fewr�' 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 otherr�' X {0}acr�' uuX area-square-yardr�' }r�' (j& }r�' (X oner�' X {0} shlat cheàrnagachr�' X twor�' X {0} shlat cheàrnagachr�' X fewr�' X {0} slatan ceàrnagachr�' X otherr�' X {0} slat cheàrnagachr�' uj& }r�' (X oner�' X {0} shlat²r�' X twor�' X {0} shlat²r�' X fewr�' X
{0} slat²r�' X otherr�' X
{0} slat²r�' uj#& }r�' (X oner�' X {0}yd²r�' X twor�' X {0}yd²r�' X fewr�' X {0}yd²r�' X otherr�' X {0}yd²r�' uuX area-square-footr�' }r�' (j& }r�' (X oner�' X {0} troigh cheàrnagachr�' X twor�' X {0} throigh cheàrnagachr�' X fewr�' X {0} troighean ceàrnagachr�' X otherr�' X {0} troigh cheàrnagachr�' uj& }r�' (X oner�' X {0} troigh²r�' X twor�' X
{0} throigh²r�' X fewr�' X {0} troigh²r�' X otherr�' X {0} troigh²r�' uj#& }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�' (j& }r�' (X oner�' X {0} òirleach cheàrnagachr�' X twor�' X {0} òirleach cheàrnagachr�' X fewr�' X {0} òirlich cheàrnagachr�' X otherr�' X {0} òirleach cheàrnagachr�' j�& X {0} san òirleach cheàrnagachr�' uj& }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�' uj#& }r�' (X oner�' X {0}in²r�' X twor�' X {0}in²r�' X fewr�' X {0}in²r�' X otherr�' X {0}in²r�' j�& X {0}/in²r�' uuX
area-dunamr�' }r�' (j& }r�' (X oner�' X {0} dönümr�' X twor�' X {0} dhönümr�' X fewr�' X {0} dönümr�' X otherr�' X {0} dönümr�' uj& }r�' (X oner�' X {0} dönümr�' X twor�' X {0} dhönümr�' X fewr ( X {0} dönümr( X otherr( X {0} dönümr( uj#& }r( (X oner( X
{0}dönümr( X twor( X {0}dhönümr( X fewr ( X
{0}dönümr
( X otherr ( X
{0}dönümr ( uuX concentr-karatr
( }r( (j& }r( (X oner( X {0} karatr( X twor( X {0} karatr( X fewr( X {0} karatr( X otherr( X {0} karatr( uj& }r( (X oner( X {0} ktr( X twor( X {0} ktr ( X fewr ( X {0} ktr ( X otherr ( X {0} ktr ( uj#& }r!( (X oner"( X {0}ktr#( X twor$( X {0}ktr%( X fewr&( X {0}ktr'( X otherr(( X {0}ktr)( uuX concentr-milligram-per-deciliterr*( }r+( (j& }r,( (X oner-( X# {0} mhiligram san deicheamh-liotairr.( X twor/( X# {0} mhiligram san deicheamh-liotairr0( X fewr1( X) {0} miligramaichean san deicheamh-liotairr2( X otherr3( X" {0} miligram san deicheamh-liotairr4( uj& }r5( (X oner6( X {0} mg/dLr7( X twor8( X {0} mg/dLr9( X fewr:( X {0} mg/dLr;( X otherr<( X {0} mg/dLr=( uj#& }r>( (X oner?( X {0}mg/dLr@( X tworA( X {0}mg/dLrB( X fewrC( X {0}mg/dLrD( X otherrE( X {0}mg/dLrF( uuX concentr-millimole-per-literrG( }rH( (j& }rI( (X onerJ( X {0} mhilimòl san liotairrK( X tworL( X {0} mhilimòl san liotairrM( X fewrN( X {0} milimòlaichean san liotairrO( X otherrP( X {0} milimòl san liotairrQ( uj& }rR( (X onerS( X {0} mmòl/LrT( X tworU( X {0} mmòl/LrV( X fewrW( X {0} mmòl/LrX( X otherrY( X {0} mmòl/LrZ( uj#& }r[( (X oner\( X
{0}mmòl/Lr]( X twor^( X
{0}mmòl/Lr_( X fewr`( X
{0}mmòl/Lra( X otherrb( X
{0}mmòl/Lrc( uuX concentr-part-per-millionrd( }re( (j& }rf( (X onerg( X {0} phàirt sa mhilleanrh( X twori( X {0} phàirt sa mhilleanrj( X fewrk( X {0} pàirtean sa mhilleanrl( X otherrm( X {0} pàirt sa mhilleanrn( uj& }ro( (X onerp( X {0} ppmrq( X tworr( X {0} ppmrs( X fewrt( X {0} ppmru( X otherrv( X {0} ppmrw( uj#& }rx( (X onery( X {0}ppmrz( X twor{( X {0}ppmr|( X fewr}( X {0}ppmr~( X otherr( X {0}ppmr�( uuX concentr-percentr�( }r�( (j& }r�( (X oner�( X {0} sa cheudr�( X twor�( X {0} sa cheudr�( X fewr�( X {0} sa cheudr�( X otherr�( X {0} sa cheudr�( uj& }r�( (X oner�( X {0}%r�( X twor�( X {0}%r�( X fewr�( X {0}%r�( X otherr�( X {0}%r�( uj#& }r�( (X oner�( X {0}%r�( X twor�( X {0}%r�( X fewr�( X {0}%r�( X otherr�( X {0}%r�( uuX concentr-permiller�( }r�( (j& }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�( uj& }r�( (X oner�( X {0}‰r�( X twor�( X {0}‰r�( X fewr�( X {0}‰r�( X otherr�( X {0}‰r�( uj#& }r�( (X oner�( X {0}‰r�( X twor�( X {0}‰r�( X fewr�( X {0}‰r�( X otherr�( X {0}‰r�( uuX concentr-permyriadr�( }r�( (j& }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�( uj& }r�( j#& }r�( (X oner�( X {0}‱r�( X twor�( X {0}‱r�( X fewr�( X {0}‱r�( X otherr�( X {0}‱r�( uuX
concentr-moler�( }r�( (j& }r�( (X oner�( X {0} mhòlr�( X twor�( X {0} mhòlr�( X fewr�( X {0} mòlaicheanr�( X otherr�( X {0} mòlr�( uj& }r�( (X oner�( X {0} mòlr�( X twor�( X {0} mòlr�( X fewr�( X {0} mòlr�( X otherr�( X {0} mòlr�( uj#& }r�( (X oner�( X {0}mòlr�( X twor�( X {0}mòlr�( X fewr�( X {0}mòlr�( X otherr�( X {0}mòlr�( uuX consumption-liter-per-kilometerr�( }r�( (j& }r�( (X oner�( X {0} liotair sa chilemeatairr�( X twor�( X {0} liotair sa chilemeatairr�( X fewr�( X {0} liotairean sa chilemeatairr�( X otherr�( X {0} liotair sa chilemeatairr�( uj& }r�( (X oner�( X {0} L/kmr�( X twor�( X {0} L/kmr�( X fewr�( 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 otherr) X {0}L/kmr ) uuX# consumption-liter-per-100kilometersr
) }r ) (j& }r ) (X oner
) X {0} liotair sa 100 chilemeatairr) X twor) X {0} liotair sa 100 chilemeatairr) X fewr) X" {0} liotairean sa 100 chilemeatairr) X otherr) X {0} liotair sa 100 chilemeatairr) uj& }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 ) uj#& }r ) (X oner ) X
{0}L/100kmr ) X twor!) X
{0}L/100kmr") X fewr#) X
{0}L/100kmr$) X otherr%) X
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{0} chilebiodrM* X tworN* X
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{0} baidhtrn* X otherro* X
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duration-yearr�* }r�* (j& }r�* (X oner�* X
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{0} mhìosr�* X twor�* X
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{0} sa mhìosr+ uj& }r+ (X oner+ X
{0} mhìosr+ X twor + X
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+ X fewr + X {0} mìosr + X otherr
+ X {0} mìosr+ j�& X {0}/mr+ uj#& }r+ (X oner+ X {0}mr+ X twor+ X {0}mr+ X fewr+ X {0}mr+ X otherr+ X {0}mr+ j�& X {0}/mr+ uuX
duration-weekr+ }r+ (j& }r + (X oner + X
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{0} seachdainr$+ j�& X {0} san t-seachdainr%+ uj& }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/+ uj#& }r0+ (X oner1+ X {0}sr2+ X twor3+ X {0}sr4+ X fewr5+ X {0}sr6+ X otherr7+ X {0}sr8+ j�& X {0}/sr9+ uuX duration-dayr:+ }r;+ (j& }r<+ (X oner=+ X {0} lathar>+ X twor?+ X {0} lathar@+ X fewrA+ X
{0} làitheanrB+ X otherrC+ X {0} latharD+ j�& X
{0} san latharE+ uj& }rF+ (X onerG+ X {0} làrH+ X tworI+ X {0} làrJ+ X fewrK+ X {0} làrL+ X otherrM+ X {0} làrN+ j�& X {0}/làrO+ uj#& }rP+ (X onerQ+ X {0}làrR+ X tworS+ X {0}làrT+ X fewrU+ X {0}làrV+ X otherrW+ X {0}làrX+ j�& X {0}/làrY+ uuX
duration-hourrZ+ }r[+ (j& }r\+ (X oner]+ X {0} uair a thìder^+ X twor_+ X {0} uair a thìder`+ X fewra+ X {0} uairean a thìderb+ X otherrc+ X {0} uair a thìderd+ j�& X {0} san uairre+ uj& }rf+ (X onerg+ X {0} uairrh+ X twori+ X {0} uairrj+ X fewrk+ X {0} uairrl+ X otherrm+ X {0} uairrn+ j�& X {0}/uairro+ uj#& }rp+ (X onerq+ X {0}urr+ X twors+ X {0}urt+ X fewru+ X {0}urv+ X otherrw+ X {0}urx+ j�& X {0}/ury+ uuX duration-minuterz+ }r{+ (j& }r|+ (X oner}+ X {0} mhionaidr~+ X twor+ X {0} mhionaidr�+ X fewr�+ X {0} mionaideanr�+ X otherr�+ X {0} mionaidr�+ j�& X {0} sa mhionaidr�+ uj& }r�+ (X oner�+ X {0} mhionr�+ X twor�+ X {0} mhionr�+ X fewr�+ X {0} mionr�+ X otherr�+ X {0} mionr�+ j�& X {0}/mionr�+ uj#& }r�+ (X oner�+ X {0}mr�+ X twor�+ X {0}mr�+ X fewr�+ X {0}mr�+ X otherr�+ X {0}mr�+ j�& X {0}/mionr�+ uuX duration-secondr�+ }r�+ (j& }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�+ uj& }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�+ uj#& }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�+ (j& }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�+ uj& }r�+ (X oner�+ X {0} msr�+ X twor�+ X {0} msr�+ X fewr�+ X {0} msr�+ X otherr�+ X {0} msr�+ uj#& }r�+ (X oner�+ X {0}msr�+ X twor�+ X {0}msr�+ X fewr�+ X {0}msr�+ X otherr�+ X {0}msr�+ uuX duration-microsecondr�+ }r�+ (j& }r�+ (X oner�+ X {0} mhicreo-diogr�+ X twor�+ X {0} mhicreo-diogr�+ X fewr�+ X {0} micreo-dioganr�+ X otherr�+ X {0} micreo-diogr�+ uj& }r�+ (X oner�+ X {0} μsr�+ X twor�+ X {0} μsr�+ X fewr�+ X {0} μsr�+ X otherr�+ X {0} μsr�+ uj#& }r�+ (X oner�+ X {0}μsr�+ X twor�+ X {0}μsr�+ X fewr�+ X {0}μsr�+ X otherr�+ X {0}μsr�+ uuX duration-nanosecondr�+ }r�+ (j& }r�+ (X oner�+ X
{0} nano-diogr�+ X twor�+ X
{0} nano-diogr�+ X fewr�+ X {0} nano-dioganr�+ X otherr�+ X
{0} nano-diogr�+ uj& }r�+ (X oner , X {0} nsr, X twor, X {0} nsr, X fewr, X {0} nsr, X otherr, X {0} nsr, uj#& }r, (X oner , X {0}nsr
, X twor , X {0}nsr , X fewr
, X {0}nsr, X otherr, X {0}nsr, uuX electric-amperer, }r, (j& }r, (X oner, X {0} ampèrer, X twor, X {0} ampèrer, X fewr, X {0} ampèrer, X otherr, X {0} ampèrer, uj& }r , (X oner , X {0} Ar , X twor , X {0} Ar , X fewr!, X {0} Ar", X otherr#, X {0} Ar$, uj#& }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/, (j& }r0, (X oner1, X {0} mhille-ampèrer2, X twor3, X {0} mhille-ampèrer4, X fewr5, X {0} mille-ampèrer6, X otherr7, X {0} mille-ampèrer8, uj& }r9, (X oner:, X {0} mAr;, X twor<, X {0} mAr=, X fewr>, X {0} mAr?, X otherr@, X {0} mArA, uj#& }rB, (X onerC, X {0}mArD, X tworE, X {0}mArF, X fewrG, X {0}mArH, X otherrI, X {0}mArJ, uuX electric-ohmrK, }rL, (j& }rM, (X onerN, X {0} ohmrO, X tworP, X {0} ohmrQ, X fewrR, X {0} ohmrS, X otherrT, X {0} ohmrU, uj& }rV, (X onerW, X {0} ΩrX, X tworY, X {0} ΩrZ, X fewr[, X {0} Ωr\, X otherr], X {0} Ωr^, uj#& }r_, (X oner`, X {0}Ωra, X tworb, X {0}Ωrc, X fewrd, X {0}Ωre, X otherrf, X {0}Ωrg, uuX
electric-voltrh, }ri, (j& }rj, (X onerk, X {0} voltrl, X tworm, X {0} voltrn, X fewro, X {0} voltrp, X otherrq, X {0} voltrr, uj& }rs, (X onert, X {0} Vru, X tworv, X {0} Vrw, X fewrx, X {0} Vry, X otherrz, X {0} Vr{, uj#& }r|, (X oner}, X {0}Vr~, X twor, X {0}Vr�, X fewr�, X {0}Vr�, X otherr�, X {0}Vr�, uuX energy-kilocalorier�, }r�, (j& }r�, (X oner�, X {0} chileacalaraidhr�, X twor�, X {0} chileacalaraidhr�, X fewr�, X {0} cileacalaraidheanr�, X otherr�, X {0} cileacalaraidhr�, uj& }r�, (X oner�, X {0} kcalr�, X twor�, X {0} kcalr�, X fewr�, X {0} kcalr�, X otherr�, X {0} kcalr�, uj#& }r�, (X oner�, X {0}kcalr�, X twor�, X {0}kcalr�, X fewr�, X {0}kcalr�, X otherr�, X {0}kcalr�, uuX energy-calorier�, }r�, (j& }r�, (X oner�, X {0} chalaraidhr�, X twor�, X {0} chalaraidhr�, X fewr�, X {0} calaraidheanr�, X otherr�, X
{0} calaraidhr�, uj& }r�, (X oner�, X {0} calr�, X twor�, X {0} calr�, X fewr�, X {0} calr�, X otherr�, X {0} calr�, uj#& }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�, (j& }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�, uj& }r�, (X oner�, X {0} Calr�, X twor�, X {0} Calr�, X fewr�, X {0} Calr�, X otherr�, X {0} Calr�, uj#& }r�, (X oner�, X {0}Calr�, X twor�, X {0}Calr�, X fewr�, X {0}Calr�, X otherr�, X {0}Calr�, uuX energy-kilojouler�, }r�, (j& }r�, (X oner�, X {0} chilea-jouler�, X twor�, X {0} chilea-jouler�, X fewr�, X {0} cilea-jouler�, X otherr�, X {0} cilea-jouler�, uj& }r�, (X oner�, X {0} kJr�, X twor�, X {0} kJr�, X fewr�, X {0} kJr�, X otherr�, X {0} kJr�, uj#& }r�, (X oner�, X {0}kJr�, X twor�, X {0}kJr�, X fewr�, X {0}kJr�, X otherr�, X {0}kJr�, uuX energy-jouler�, }r�, (j& }r�, (X oner�, X {0} jouler�, X twor�, X {0} jouler�, X fewr - X {0} jouler- X otherr- X {0} jouler- uj& }r- (X oner- X {0} Jr- X twor- X {0} Jr- X fewr - X {0} Jr
- X otherr - X {0} Jr - uj#& }r
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3 X fewr 3 X {0} kWr 3 X otherr
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4 uj& }r 4 (X oner 4 X {0} àiler
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an {0} làri< uX pastrj< }rk< (X onerl< X o {0} làrm< X tworn< X o {0} làro< X fewrp< X
o {0} là.rq< X otherrr< X o {0} làrs< uuX
day-narrowrt< }ru< (X futurerv< }rw< (X onerx< X +{0} làry< X tworz< X +{0} làr{< X fewr|< X +{0} làr}< X otherr~< X +{0} làr< uX pastr�< }r�< (X oner�< X -{0} làr�< X twor�< X -{0} làr�< X fewr�< X -{0} làr�< X otherr�< X -{0} làr�< uuX dayOfYearr�< }r�< X dayOfYear-shortr�< }r�< X dayOfYear-narrowr�< }r�< X weekdayr�< }r�< X
weekday-shortr�< }r�< X weekday-narrowr�< }r�< X weekdayOfMonthr�< }r�< X weekdayOfMonth-shortr�< }r�< X weekdayOfMonth-narrowr�< }r�< X sunr�< }r�< (X futurer�< }r�< (X oner�< X an ceann {0} DiDòmhnaichr�< X twor�< X an ceann {0} DhiDòmhnaichr�< X fewr�< X an ceann {0} DiDòmhnaichr�< X otherr�< X an ceann {0} DiDòmhnaichr�< uX pastr�< }r�< (X oner�< X o chionn {0} DiDòmhnaichr�< X twor�< X o chionn {0} DhiDòmhnaichr�< X fewr�< X o chionn {0} DiDòmhnaichr�< X otherr�< X o chionn {0} DiDòmhnaichr�< uuX sun-shortr�< }r�< (X futurer�< }r�< (X oner�< X an ceann {0} DiD.r�< X twor�< X an ceann {0} DhiD.r�< X fewr�< X an ceann {0} DiD.r�< X otherr�< X an ceann {0} DiD.r�< uX pastr�< }r�< (X oner�< X o chionn {0} DiD.r�< X twor�< X o chionn {0} DhiD.r�< X fewr�< X o chionn {0} DiDòmhnaichr�< X otherr�< X o chionn {0} DiDòmhnaichr�< 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 o chionn {0} DiLuainr�< X twor�< X o chionn {0} DhiLuainr�< X fewr�< X o chionn {0} DiLuainr�< X otherr�< X o chionn {0} DiLuainr�< uuX mon-shortr�< }r�< (X futurer�< }r�< (X oner�< X an ceann {0} DiL.r�< X twor�< X an ceann {0} DhiL.r�< X fewr�< X an ceann {0} DiL.r�< X otherr�< X an ceann {0} DiL.r�< uX pastr = }r= (X oner= X o chionn {0} DiL.r= X twor= X o chionn {0} DhiL.r= X fewr= X o chionn {0} DiL.r= X otherr= X o chionn {0} DiL.r = uuX
mon-narrowr
= }r = (X futurer = }r
= (X oner= X an {0} DiL.r= X twor= X an {0} DhiL.r= X fewr= X an {0} DiL.r= X otherr= X an {0} DiL.r= uX pastr= }r= (X oner= X
o {0} DiL.r= X twor= X o {0} DhiL.r= X fewr = X
o {0} DiL.r = X otherr = X
o {0} DiL.r = uuX tuer = }r!= (X futurer"= }r#= (X oner$= X an ceann {0} DiMàirtr%= X twor&= X an ceann {0} DhiMàirtr'= X fewr(= X an ceann {0} DiMàirtr)= X otherr*= X an ceann {0} DiMàirtr+= uX pastr,= }r-= (X oner.= X o chionn {0} DiMàirtr/= X twor0= X o chionn {0} DhiMàirtr1= X fewr2= X o chionn {0} DiMàirtr3= X otherr4= X o chionn {0} DiMàirtr5= uuX tue-shortr6= }r7= (X futurer8= }r9= (X oner:= X an ceann {0} DiM.r;= X twor<= X an ceann {0} DhiM.r== X fewr>= X an ceann {0} DiM.r?= X otherr@= X an ceann {0} DiM.rA= uX pastrB= }rC= (X onerD= X o chionn {0} DiM.rE= X tworF= X o chionn {0} DhiM.rG= X fewrH= X o chionn {0} DiM.rI= X otherrJ= X o chionn {0} DiM.rK= uuX
tue-narrowrL= }rM= (X futurerN= }rO= (X onerP= X an {0} DiM.rQ= X tworR= X an {0} DhiM.rS= X fewrT= X an {0} DiM.rU= X otherrV= X an {0} DiM.rW= uX pastrX= }rY= (X onerZ= 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.ra= uuX wedrb= }rc= (X futurerd= }re= (X onerf= X an ceann {0} DiCiadainrg= X tworh= X an ceann {0} DhiCiadainri= X fewrj= X an ceann {0} DiCiadainrk= X otherrl= X an ceann {0} DiCiadainrm= uX pastrn= }ro= (X onerp= X o chionn {0} DiCiadainrq= X tworr= X o chionn {0} DhiCiadainrs= X fewrt= X o chionn {0} DiCiadainru= X otherrv= X o chionn {0} DiCiadainrw= uuX wed-shortrx= }ry= (X futurerz= }r{= (X oner|= X an ceann {0} DiC.r}= X twor~= X an ceann {0} DhiC.r= X fewr�= X an ceann {0} DiC.r�= X otherr�= X an ceann {0} DiC.r�= uX pastr�= }r�= (X oner�= X o chionn {0} DiC.r�= X twor�= X o chionn {0} DhiC.r�= X fewr�= X o chionn {0} DiC.r�= X otherr�= X o chionn {0} DiC.r�= uuX
wed-narrowr�= }r�= (X futurer�= }r�= (X oner�= X an {0} DiC.r�= X twor�= X an {0} DhiC.r�= X fewr�= X an {0} DiC.r�= X otherr�= X an {0} DiC.r�= uX pastr�= }r�= (X oner�= X
o {0} DiC.r�= X twor�= X o {0} DhiC.r�= X fewr�= X
o {0} DiC.r�= X otherr�= X
o {0} DiC.r�= uuX thur�= }r�= (X futurer�= }r�= (X oner�= X an ceann {0} DiarDaoinr�= X twor�= X an ceann {0} DhiarDaoinr�= X fewr�= X an ceann {0} DiarDaoinr�= X otherr�= X an ceann {0} DiarDaoinr�= uX pastr�= }r�= (X oner�= X o chionn {0} DiarDaoinr�= X twor�= X o chionn {0} DhiarDaoinr�= X fewr�= X o chionn {0} DiarDaoinr�= X otherr�= X o chionn {0} DiarDaoinr�= uuX thu-shortr�= }r�= (X futurer�= }r�= (X oner�= X an ceann {0} Dia.r�= X twor�= X an ceann {0} Dhia.r�= X fewr�= X an ceann {0} Dia.r�= X otherr�= X an ceann {0} Dia.r�= uX pastr�= }r�= (X oner�= X o chionn {0} Dia.r�= X twor�= X o chionn {0} Dhia.r�= X fewr�= X o chionn {0} Dia.r�= X otherr�= X o chionn {0} Dia.r�= 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 pastr�= }r�= (X oner�= X o chionn {0} DihAoiner�= X twor�= X o chionn {0} DhihAoiner�= X fewr�= X o chionn {0} DihAoiner�= X otherr�= X o chionn {0} DihAoiner�= uuX fri-shortr�= }r�= (X futurer�= }r�= (X oner > X an ceann {0} Dih.r> X twor> X an ceann {0} Dhih.r> X fewr> X an ceann {0} Dih.r> X otherr> X an ceann {0} Dih.r> uX pastr> }r > (X oner
> X o chionn {0} Dih.r > X twor > X o chionn {0} Dhih.r
> X fewr> X o chionn {0} Dih.r> X otherr> X o chionn {0} Dih.r> uuX
fri-narrowr> }r> (X futurer> }r> (X oner> X an {0} Dih.r> X twor> X an {0} Dhih.r> X fewr> X an {0} Dih.r> X otherr > X an {0} Dih.r > uX pastr > }r > (X oner > X
o {0} Dih.r!> X twor"> X o {0} Dhih.r#> X fewr$> X
o {0} Dih.r%> X otherr&> X
o {0} Dih.r'> uuX satr(> }r)> (X futurer*> }r+> (X oner,> X an ceann {0} DiSathairner-> X twor.> X an ceann {0} DhiSathairner/> X fewr0> X an ceann {0} DiSathairner1> X otherr2> X an ceann {0} DiSathairner3> uX pastr4> }r5> (X oner6> X o chionn {0} DiSathairner7> X twor8> X o chionn {0} DhiSathairner9> X fewr:> X o chionn {0} DiSathairner;> X otherr<> X o chionn {0} DiSathairner=> uuX sat-shortr>> }r?> (X futurer@> }rA> (X onerB> X an ceann {0} DiS.rC> X tworD> X an ceann {0} DhiS.rE> X fewrF> X an ceann {0} DiS.rG> X otherrH> X an ceann {0} DiS.rI> uX pastrJ> }rK> (X onerL> X o chionn {0} DiS.rM> X tworN> X o chionn {0} DhiS.rO> X fewrP> X o chionn {0} DiS.rQ> X otherrR> X o chionn {0} DiS.rS> uuX
sat-narrowrT> }rU> (X futurerV> }rW> (X onerX> X an {0} DiS.rY> X tworZ> X an {0} DhiS.r[> X fewr\> X an {0} DiS.r]> X otherr^> X an {0} DiS.r_> uX pastr`> }ra> (X onerb> X
o {0} DiS.rc> X tword> X o {0} DhiS.re> X fewrf> X
o {0} DiS.rg> X otherrh> X
o {0} DiS.ri> uuX dayperiod-shortrj> }rk> X dayperiodrl> }rm> X dayperiod-narrowrn> }ro> X hourrp> }rq> (X futurerr> }rs> (X onert> X an ceann {0} uair a thìderu> X tworv> X an ceann {0} uair a thìderw> X fewrx> X an ceann {0} uairean a thìdery> X otherrz> X an ceann {0} uair a thìder{> uX pastr|> }r}> (X oner~> X {0} uair a thìde air aisr> X twor�> X {0} uair a thìde air aisr�> X fewr�> X {0} uairean a thìde air aisr�> X otherr�> X {0} uair a thìde air aisr�> uuX
hour-shortr�> }r�> (X futurer�> }r�> (X oner�> X an {0} uairr�> X twor�> X an {0} uairr�> X fewr�> X an {0} uair.r�> X otherr�> X an {0} uairr�> uX pastr�> }r�> (X oner�> X
o {0} uairr�> X twor�> X
o {0} uairr�> X fewr�> X o {0} uair.r�> X otherr�> X
o {0} uairr�> uuX hour-narrowr�> }r�> (X futurer�> }r�> (X oner�> X +{0} u.r�> X twor�> X +{0} u.r�> X fewr�> X +{0} u.r�> X otherr�> X +{0} u.r�> uX pastr�> }r�> (X oner�> X -{0} u.r�> X twor�> X -{0} u.r�> X fewr�> X -{0} u.r�> X otherr�> X -{0} u.r�> uuX minuter�> }r�> (X futurer�> }r�> (X oner�> X an ceann {0} mhionaidr�> X twor�> X an ceann {0} mhionaidr�> X fewr�> X an ceann {0} mionaideanr�> X otherr�> X an ceann {0} mionaidr�> uX pastr�> }r�> (X oner�> X {0} mhionaid air aisr�> X twor�> X {0} mhionaid air aisr�> X fewr�> X {0} mionaidean air aisr�> X otherr�> X {0} mionaid air aisr�> uuX minute-shortr�> }r�> (X futurer�> }r�> (X oner�> X
an {0} mhion.r�> X twor�> X
an {0} mhion.r�> X fewr�> X an {0} mion.r�> X otherr�> X an {0} mion.r�> uX pastr�> }r�> (X oner�> X o {0} mhion.r�> X twor�> X o {0} mhion.r�> X fewr�> X o {0} mion.r�> X otherr�> X o {0} mion.r�> uuX
minute-narrowr�> }r�> (X futurer�> }r�> (X oner�> X +{0} mr�> X twor�> X +{0} mr�> X fewr�> X +{0} mr�> X otherr�> X +{0} mr�> uX pastr�> }r�> (X oner�> X -{0} mr�> X twor�> X -{0} mr�> X fewr�> X -{0} mr�> X otherr�> X -{0} mr�> uuX secondr�> }r�> (X futurer�> }r�> (X oner�> X an ceann {0} diogr�> X twor�> X an ceann {0} dhiogr�> X fewr�> X an ceann {0} dioganr�> X otherr�> X an ceann {0} diogr�> uX pastr ? }r? (X oner? X {0} diog air aisr? X twor? X {0} dhiog air aisr? X fewr? X {0} diogan air aisr? X otherr? X {0} diog air aisr ? uuX second-shortr
? }r ? (X futurer ? }r
? (X oner? X an {0} diogr? X twor? X an {0} dhiogr? X fewr? X an {0} diog.r? X otherr? X an {0} diogr? uX pastr? }r? (X oner? X
o {0} diogr? X twor? X o {0} dhiogr? X fewr ? X o {0} diog.r ? X otherr ? X
o {0} diogr ? uuX
second-narrowr ? }r!? (X futurer"? }r#? (X oner$? X +{0} dr%? X twor&? X +{0} dr'? X fewr(? X +{0} dr)? X otherr*? X +{0} dr+? uX pastr,? }r-? (X oner.? X -{0} dr/? X twor0? X -{0} dr1? X fewr2? X -{0} dr3? X otherr4? X -{0} dr5? uuX zoner6? }r7? X
zone-shortr8? }r9? X zone-narrowr:? }r;? uX measurement_systemsr<? }r=? (X metricr>? X Meatrachr?? X UKr@? X RArA? X USrB? X SArC? uu.