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lávvordatr( uuX stand-aloner) }r* (X abbreviatedr+ }r, (KX sor- K X már. KX dir/ KX gar0 KX dur1 KX ber2 KX lár3 uX narrowr4 }r5 (KX Sr6 K j Kj KX Gr7 Kj KX Br8 KX Lr9 uX shortr: }r; (KX sor< K X már= KX dir> KX gar? KX dur@ KX berA KX lárB uX widerC }rD (K X mánnodatrE KX disdatrF KX duorastatrG KX
lávvordatrH uuuX quartersrI }rJ (X formatrK }rL (X abbreviatedrM }rN (KX 1QrO KX 2QrP KX 3QrQ KX 4QrR uX widerS }rT (KX 1. njealjádasrU KX 2. njealjádasrV KX 3. njealjádasrW KX 4. njealjádasrX uuX stand-alonerY }rZ (X abbreviatedr[ }r\ (KX Q1r] KX 2Qr^ KX 3Qr_ KX 4Qr` uX widera }rb (KX 1. njealjádasrc KX 2. njealjádasrd KX 3. njealjádasre KX 4. njealjádasrf uuuX erasrg }rh (X wideri }rj (K X ovdal Kristusark KX maŋŋel Kristusarl uX abbreviatedrm }rn (K X oKr.ro KX mKr.rp uuX day_periodsrq }rr (X formatrs }rt (X abbreviatedru }rv (X amrw X ibrx X pmry X ebrz uX narrowr{ }r| (X amr} X ir~ X pmr X er� uX wider� }r� (X amr� X ibr� X pmr� X ebr� uuX stand-aloner� }r� (X abbreviatedr� }r� (X amr� X ibr� X pmr� X ebr� uX narrowr� }r� (X amr� X ibr� X pmr� X ebr� uX wider� }r� (X amr� X ibr� X pmr� X ebr� uuuX date_formatsr� }r� (X fullr� cbabel.dates
DateTimePattern
r� )�r� }r� (X patternr� X
EEEE d MMMM yr� X formatr� X %(EEEE)s %(d)s %(MMMM)s %(y)sr� ubX longr� j� )�r� }r� (j� X d MMMM yr� j� X %(d)s %(MMMM)s %(y)sr� ubX mediumr� j� )�r� }r� (j� X d MMM yr� j� X %(d)s %(MMM)s %(y)sr� ubX shortr� j� )�r� }r� (j� X dd.MM.yr� j� X %(dd)s.%(MM)s.%(y)sr� ubuX time_formatsr� }r� X datetime_formatsr� }r� X datetime_skeletonsr� }r� (X Edr� j� )�r� }r� (j� X d Er� j� X %(d)s %(E)sr� ubX Gyr� j� )�r� }r� (j� X y Gr� j� X %(y)s %(G)sr� ubX GyMMMr� j� )�r� }r� (j� X MMM y Gr� j� X %(MMM)s %(y)s %(G)sr� ubX GyMMMdr� j� )�r� }r� (j� X d MMM y Gr� j� X %(d)s %(MMM)s %(y)s %(G)sr� ubX GyMMMEdr� j� )�r� }r� (j� X E d MMM y Gr� j� X %(E)s %(d)s %(MMM)s %(y)s %(G)sr� ubX Mdr� j� )�r� }r� (j� X d/Mr� j� X %(d)s/%(M)sr� ubX MEdr� j� )�r� }r� (j� X E d.Mr� j� X %(E)s %(d)s.%(M)sr� ubX MMMdr� j� )�r� }r� (j� X d MMMr� j� X
%(d)s %(MMM)sr� ubX MMMEdr� j� )�r� }r� (j� X E d MMMr� j� X %(E)s %(d)s %(MMM)sr� ubX MMMMdr� j� )�r� }r� (j� X d MMMMr� j� X %(d)s %(MMMM)sr� ubX MMMMWr� j� )�r� }r� (j� X MMMM:'a' 'vahkku' Wr� j� X %(MMMM)s:a vahkku %(W)sr� ubX yMr� j� )�r� }r� (j� X MM.yr� j� X %(MM)s.%(y)sr� ubX yMdr� j� X yMEdr� j� )�r� }r� (j� X E dd.MM.yr� j� X %(E)s %(dd)s.%(MM)s.%(y)sr� ubX yMMMr� j� )�r� }r� (j� X MMM yr� j� X
%(MMM)s %(y)sr ubX yMMMdr j� X yMMMEdr j� )�r }r (j� X E d MMM yr j� X %(E)s %(d)s %(MMM)s %(y)sr ubX yMMMMr j� )�r }r (j� X MMMM yr
j� X %(MMMM)s %(y)sr ubX yQQQr j� )�r
}r (j� X QQQ yr j� X
%(QQQ)s %(y)sr ubX yQQQQr j� )�r }r (j� X QQQQ yr j� X %(QQQQ)s %(y)sr ubuX interval_formatsr }r (j }r j ]r (X M–r j esX Mdr }r (X dr ]r (X d.M.–r X d.M.r ej ]r! (X d.M.–r" X d.M.r# euX MEdr$ }r% (j ]r& (X E d.M.–r' X E.d.Mr( ej ]r) (X E d.M.–r* X E d.M.r+ euX MMMr, }r- j ]r. (X MMM–r/ X MMMr0 esX MMMdr1 }r2 (j ]r3 (X d–r4 X d MMMr5 ej ]r6 (X d MMM–r7 X d MMMr8 euX MMMEdr9 }r: (j ]r; (X
E d.MMM–r< X E d.MMMr= ej ]r> (X
E d.MMM–r? X E d.MMMr@ euX yMrA }rB (j ]rC (X M.y–rD X M.yrE eX yrF ]rG (X M.y – rH X M.yrI euX yMdrJ }rK (j ]rL (X d.M.y – rM X d.M.yrN ej ]rO (X d.M.y – rP X d.M.yrQ ejF ]rR (X d.M.y – rS X d.M.yrT euX yMEdrU }rV (j ]rW (X E d.M.y – rX X E d.M.yrY ej ]rZ (X E d.M.y – r[ X E d.M.yr\ ejF ]r] (X E d.M.y – r^ X E d.M.yr_ euX yMMMr` }ra (j ]rb (X MMM – rc X MMM yrd ejF ]re (X MMM y – rf X MMM yrg euX yMMMdrh }ri (j ]rj (X d–rk X d MMM yrl ej ]rm (X d MMM – rn X d MMM yro ejF ]rp (X d MMM y – rq X d MMM yrr euX yMMMEdrs }rt (j ]ru (X E d MMM – rv X E d MMM yrw ej ]rx (X E d MMM – ry X E d MMM yrz ejF ]r{ (X E d MMM y – r| X E d MMM yr} euX yMMMMr~ }r (j ]r� (X
MMMM – r� X MMMM yr� ejF ]r� (X MMMM y – r� X MMMM yr� euuX number_symbolsr� }r� X decimal_formatsr� }r� X compact_decimal_formatsr� }r� X longr� }r� (X twor� }r� (X 1000r� cbabel.numbers
NumberPattern
r� )�r� }r� (j� X 0 dtr� X prefixr� X r� X -r� �r� X suffixr� X dtr� j� �r� X number_patternr� X 0r� X groupingr� M�M��r� X int_precr� KK�r� X frac_precr� K K �r� X exp_precr� NX exp_plusr� NX scaler� K ubX 10000r� j� )�r� }r� (j� X 00 dtr� j� j� X -r� �r� j� X dtr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000r� j� )�r� }r� (j� X 000 dtr� j� j� X -r� �r� j� X dtr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 1000000r� j� )�r� }r� (j� X 0 mnr� j� j� X -r� �r� j� X mnr� j� �r� j� j� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 10000000r� j� )�r� }r� (j� X 00 mnr� j� j� X -r� �r� j� X mnr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000000r� j� )�r� }r� (j� X 000 mnr� j� j� X -r� �r� j� X mnr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX
1000000000r� j� )�r� }r� (j� X 0 miljárdatr� j� j� X -r� �r� j� X miljárdatr� j� �r� j� j� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 10000000000r� j� )�r� }r� (j� X 00 mdr� j� j� X -r� �r� j� X mdr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000000000r� j� )�r� }r� (j� X 000 mdr� j� j� X -r� �r� j� X mdr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX
1000000000000r� j� )�r� }r� (j� X 0 bnr j� j� X -r �r j� X bnr j �r j� j� j� j� j� KK�r j� K K �r j� Nj� Nj� K ubX 10000000000000r j� )�r }r (j� X 00 bnr
j� j� X -r �r j� X bnr
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�r j� X 00r j� j� j� KK�r j� K K �r j� Nj� Nj� K ubX 100000000000000r j� )�r }r (j� X 000 bnr j� j� X -r �r j� X bnr j �r j� X 000r j� j� j� KK�r j� K K �r j� Nj� Nj� K ubuX otherr }r (X 1000r j� )�r }r! (j� X
0 duháhatr" j� j� X -r# �r$ j� X duháhatr% j% �r& j� j� j� j� j� KK�r' j� K K �r( j� Nj� Nj� K ubX
1000000000r) j� )�r* }r+ (j� X 0 miljárdatr, j� j� X -r- �r. j� X miljárdatr/ j/ �r0 j� j� j� j� j� KK�r1 j� K K �r2 j� Nj� Nj� K ubX 10000000000r3 j� )�r4 }r5 (j� X
00 miljárdatr6 j� j� X -r7 �r8 j� X miljárdatr9 j9 �r: j� X 00r; j� j� j� KK�r< j� K K �r= j� Nj� Nj� K ubX 100000000000r> j� )�r? }r@ (j� X 000 miljárdatrA j� j� X -rB �rC j� X miljárdatrD jD �rE j� X 000rF j� j� j� KK�rG j� K K �rH j� Nj� Nj� K ubX
1000000000000rI j� )�rJ }rK (j� X 0 biljovdnatrL j� j� X -rM �rN j� X biljovdnatrO jO �rP j� j� j� j� j� KK�rQ j� K K �rR j� Nj� Nj� K ubX 10000000000000rS j� )�rT }rU (j� X
00 biljovdnatrV j� j� X -rW �rX j� X biljovdnatrY jY �rZ j� X 00r[ j� j� j� KK�r\ j� K K �r] j� Nj� Nj� K ubX 100000000000000r^ j� )�r_ }r` (j� X 000 biljovdnatra j� j� X -rb �rc j� X biljovdnatrd jd �re j� X 000rf j� j� j� KK�rg j� K K �rh j� Nj� Nj� K ubuX oneri }rj (X 10000rk j� )�rl }rm (j� X 00 duháhatrn j� j� X -ro �rp j� X duháhatrq jq �rr j� X 00rs j� j� j� KK�rt j� K K �ru j� Nj� Nj� K ubX 100000rv j� )�rw }rx (j� X 000 duháhatry j� j� X -rz �r{ j� X duháhatr| j| �r} j� X 000r~ j� j� j� KK�r j� K K �r� j� Nj� Nj� K ubX 10000000r� j� )�r� }r� (j� X 00 miljonatr� j� j� X -r� �r� j� X miljonatr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000000r� j� )�r� }r� (j� X 000 miljonatr� j� j� X -r� �r� j� X miljonatr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX
1000000000r� j� )�r� }r� (j� X 0 miljárdar� j� j� X -r� �r� j� X
miljárdar� j� �r� j� j� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 10000000000r� j� )�r� }r� (j� X
00 miljárdatr� j� j� X -r� �r� j� X miljárdatr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000000000r� j� )�r� }r� (j� X 000 miljárdatr� j� j� X -r� �r� j� X miljárdatr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX
1000000000000r� j� )�r� }r� (j� X 0 biljovdnar� j� j� X -r� �r� j� X
biljovdnar� j� �r� j� j� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 10000000000000r� j� )�r� }r� (j� X
00 biljovdnatr� j� j� X -r� �r� j� X biljovdnatr� j� �r� j� X 00r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubX 100000000000000r� j� )�r� }r� (j� X 000 biljovdnatr� j� j� X -r� �r� j� X biljovdnatr� j� �r� j� X 000r� j� j� j� KK�r� j� K K �r� j� Nj� Nj� K ubuusX scientific_formatsr� }r� X percent_formatsr� }r� X currency_formatsr� }r� X currency_unit_patternsr� }r� X currency_namesr� }r� X currency_names_pluralr� }r� X currency_symbolsr� }r� X
unit_patternsr� }r� X compound_unit_patternsr� }r� X unit_display_namesr� }r� X date_fieldsr� }r� (X erar� }r� X era-shortr� }r� X
era-narrowr� }r� X yearr� }r� (X futurer� }r� (X oner� X {0} jagi sister� X twor� X {0} jagi sister� X otherr� X {0} jagi sister� uX pastr� }r� (X oner� X diibmár X twor X ovddet jagir X otherr X {0} jagi dás ovdalr uuX
year-shortr }r (X futurer }r (X oner X {0} j. sister
X twor X {0} jagi sister X otherr
X {0} j. sister uX pastr }r (X oner X diibmár X twor X ovddet jagir X otherr X {0} j. dás ovdalr uuX year-narrowr }r (X futurer }r (X oner X {0} jagi sister X twor X {0} jagi sister X otherr X {0} jagi sister uX pastr! }r" (X oner# X {0} j. dás ovdalr$ X twor% X {0} jagi dás ovdalr& X otherr' X {0} j. dás ovdalr( uuX quarterr) }r* (X futurer+ }r, (X oner- X čuovvovaš {0} njealjádasjagir. X twor/ X čuovvovaš {0} njealjádasjagir0 X otherr1 X čuovvovaš {0} njealjádasjagir2 uX pastr3 }r4 (X oner5 X -{0} njealjádasjagi dás ovdalr6 X twor7 X -{0} njealjádasjagi dás ovdalr8 X otherr9 X -{0} njealjádasjagi dás ovdalr: uuX
quarter-shortr; }r< (X futurer= }r> (X oner? X boahtte {0} njealj.j.r@ X tworA X boahtte {0} njealjádasjagirB X otherrC X boahtte {0} njealj.j.rD uX pastrE }rF (X onerG X {0} njealj.j. dás ovdalrH X tworI X {0} njealjádasjagi dás ovdalrJ X otherrK X {0} njealj.j. dás ovdalrL uuX quarter-narrowrM }rN (X futurerO }rP (X onerQ X boahtte {0} njealj.j.rR X tworS X boahtte {0} njealjádasjagirT X otherrU X boahtte {0} njealj.j.rV uX pastrW }rX (X onerY X {0} njealj.j. dás ovdalrZ X twor[ X -{0} njealjádasjagi dás ovdalr\ X otherr] X {0} njealj.j. dás ovdalr^ uuX monthr_ }r` (X futurera }rb (X onerc X {0} mánu sisterd X twore X {0} mánu sisterf X otherrg X {0} mánu sisterh uX pastri }rj (X onerk X {0} mánnu dás ovdalrl X tworm X {0} mánu dás ovdalrn X otherro X {0} mánu dás ovdalrp uuX month-shortrq }rr (X futurers }rt (X oneru X {0} mánu sisterv X tworw X {0} mánu sisterx X otherry X {0} mánu sisterz uX pastr{ }r| (X oner} X {0} mánnu dás ovdalr~ X twor X {0} mánu dás ovdalr� X otherr� X {0} mánu dás ovdalr� uuX month-narrowr� }r� (X futurer� }r� (X oner� X {0} mánu geahčenr� X twor� X {0} mánu geahčenr� X otherr� X {0} mánu geahčenr� uX pastr� }r� (X oner� X {0} mánnu dás ovdalr� X twor� X {0} mánu dás ovdalr� X otherr� X {0} mánu dás ovdalr� uuX weekr� }r� (X futurer� }r� (X oner� X {0} vahku geahčenr� X twor� X {0} vahku geahčenr� X otherr� X {0} vahku geahčenr� uX pastr� }r� (X oner� X {0} vahkku dás ovdalr� X twor� X {0} vahku dás ovdalr� X otherr� X {0} vahku dás ovdalr� uuX
week-shortr� }r� (X futurer� }r� (X oner� X {0} v(k) sister� X twor� X {0} vahku sister� X otherr� X {0} v(k) sister� uX pastr� }r� (X oner� X {0} v(k) dás ovdalr� X twor� X {0} vahku dás ovdalr� X otherr� X {0} v(k) dás ovdalr� uuX week-narrowr� }r� (X futurer� }r� (X oner� X {0} v(k) geahčenr� X twor� X {0} v(k) geahčenr� X otherr� X {0} v(k) geahčenr� uX pastr� }r� (X oner� X {0} vahkku dás ovdalr� X twor� X {0} vahku dás ovdalr� X otherr� X {0} v(k) dás ovdalr� uuX weekOfMonthr� }r� X weekOfMonth-shortr� }r� X weekOfMonth-narrowr� }r� X dayr� }r� (X futurer� }r� (X oner� X {0} beaivve sister� X twor� X {0} beaivve sister� X otherr� X {0} beaivve sister� uX pastr� }r� (X oner� X ikter� X twor� X ovddet beaivver� X otherr� X {0} beaivve dás ovdalr� uuX day-shortr� }r� (X futurer� }r� (X oner� X {0} beaivve sister� X twor� X {0} beaivve sister� X otherr� X {0} beaivve sister� uX pastr� }r� (X oner� X ikter� X twor� X ovddet beaivver� X otherr� X {0} beaivve dás ovdalr� uuX
day-narrowr� }r� (X futurer� }r� (X oner� X {0} beaivve sister� X twor� X {0} beaivve sister� X otherr� X {0} beaivve sister� uX pastr� }r (X oner X ikter X twor X ovddet beaivver X otherr X {0} beaivve dás ovdalr 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 boahtte sotnabeaivver X twor X boahtte {0} sotnabeaivver X otherr! X boahtte {0} sotnabeaivver" uX pastr# }r$ (X oner% X mannan sotnabeaivver& X twor' X ovddet sotnabeaivver( X otherr) X {0} sotnabeaivve dás ovdalr* uuX sun-shortr+ }r, (X futurer- }r. (X oner/ X
boahtte sor0 X twor1 X maŋit sotnabeaivver2 X otherr3 X {0} boahtte sor4 uX pastr5 }r6 (X oner7 X mannan sor8 X twor9 X ovddet sotnabeaivver: X otherr; X {0} so dás ovdalr< uuX
sun-narrowr= }r> (X futurer? }r@ (X onerA X {0} boahtte sorB X tworC X boahtte {0} sotnabeaivverD X otherrE X {0} boahtte sorF uX pastrG }rH (X onerI X
{0} mannan sorJ X tworK X ovddet sotnabeaivverL X otherrM X {0} so dás ovdalrN uuX monrO }rP (X futurerQ }rR (X onerS X {0} boahtte mánnodagarT X tworU X boahtte {0} mánnodagarV X otherrW X boahtte {0} mánnodagarX uX pastrY }rZ (X oner[ X mannan mánnodagar\ X twor] X ovddet mánnodagar^ X otherr_ X {0} mánnodaga dás ovdalr` uuX mon-shortra }rb (X futurerc }rd (X onere X {0} boahtte márf X tworg X {0} boahtte mánnodagarh X otherri X {0} boahtte márj uX pastrk }rl (X onerm X
mannan márn X tworo X
ovddet márp X otherrq X {0} má dás ovdalrr uuX
mon-narrowrs }rt (X futureru }rv (X onerw X {0} boahtte márx X twory X {0} boahtte mánnodagarz X otherr{ X {0} boahtte már| uX pastr} }r~ (X oner X {0} mannan már� X twor� X
ovddet már� X otherr� X {0} má dás ovdalr� uuX tuer� }r� (X futurer� }r� (X oner� X {0} boahtte disdagar� X twor� X {0} boahtte disdagar� X otherr� X {0} boahtte disdagar� uX pastr� }r� (X oner� X mannan disdagar� X twor� X ovddet disdagar� X otherr� X {0} disdaga dás ovdalr� uuX tue-shortr� }r� (X futurer� }r� (X oner� X
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