a f _ Z A = A f r i k a a n s   ( S u i d   A f r i k a ) 
 
 a f = A f r i k a a n s 
 
 a m _ E T = -  ( u5) 
 
 a m = -
 
 a r _ A E = 'D91(J)  ( 'D%E'1'*  'D91(J)  'DE*-/)) 
 
 a r _ B H = 'D91(J)  ( 'D(-1JF) 
 
 a r _ D Z = 'D91(J)  ( 'D,2'&1) 
 
 a r _ E G = 'D91(J)  ( E51) 
 
 a r _ I Q = 'D91(J)  ( 'D91'B) 
 
 a r _ J O = 'D91(J)  ( 'D#1/F) 
 
 a r _ K W = 'D91(J)  ( 'DCHJ*) 
 
 a r _ L B = 'D91(J)  ( D(F'F) 
 
 a r _ L Y = 'D91(J)  ( DJ(J') 
 
 a r _ M A = 'D91(J)  ( 'DEEDC)  'DE:1(J)) 
 
 a r _ O M = 'D91(J)  ( 9E'F) 
 
 a r _ Q A = 'D91(J)  ( B71) 
 
 a r _ S A = 'D91(J)  ( 'DEEDC)  'D91(J)  'D39H/J)) 
 
 a r _ S Y = 'D91(J)  ( 3H1J') 
 
 a r _ T N = 'D91(J)  ( *HF3) 
 
 a r _ Y E = 'D91(J)  ( 'DJEF) 
 
 a r = 'D91(J)
 
 a r n _ C L = M a p u d u n g u n   ( C h i l e ) 
 
 a r n = M a p u d u n g u n 
 
 a s _ I N = 						  ( 				) 
 
 a s = 						
 
 a z _ C y r l _ A Z = 7@10X0=  ( 7@10X0=) 
 
 a z _ C y r l = 7@10X0= 48;8
 
 a z _ L a t n _ A Z = A z Yr b a y c a n  1l 1  ( A z Yr b a y c a n ) 
 
 a z _ L a t n = A z Yr b a y c a n  1l 1
 
 a z = A z Yr b a y c a n  1l 1
 
 b a _ R U = 0H>@B  (  >AA8O) 
 
 b a = 0H>@B
 
 b e _ B Y = 5;0@CA:V  ( 5;0@CAL) 
 
 b e = 5;0@CA:V
 
 b g _ B G = 1J;30@A:8  ( J;30@8O) 
 
 b g = 1J;30@A:8
 
 b n _ B D = 					  ( 								) 
 
 b n _ I N = 					  ( 				) 
 
 b n = 					
 
 b o _ C N = V|QarB  ( @tDgXrQXDffrXPtSbcAV
) 
 
 b o = V|QarB
 
 b r _ F R = b r e z h o n e g   ( F r a  s ) 
 
 b r = b r e z h o n e g 
 
 b s _ C y r l _ B A = 1>A0=A:8  ( >A=0  8  %5@F53>28=0) 
 
 b s _ C y r l = 1>A0=A:8
 
 b s _ L a t n _ B A = b o s a n s k i   ( B o s n a   i   H e r c e g o v i n a ) 
 
 b s _ L a t n = b o s a n s k i 
 
 b s = b o s a n s k i 
 
 c a _ E S = c a t a l    ( c a t a l  ) 
 
 c a = c a t a l  
 
 c o _ F R = C o r s u   ( F r a n c e ) 
 
 c o = C o r s u 
 
 c s _ C Z = 
e at i n a   ( e s k   r e p u b l i k a ) 
 
 c s = 
e at i n a 
 
 c y _ G B = C y m r a e g   ( y   D e y r n a s   U n e d i g ) 
 
 c y = C y m r a e g 
 
 d a _ D K = d a n s k   ( D a n m a r k ) 
 
 d a = d a n s k 
 
 d e _ A T = D e u t s c h   (  s t e r r e i c h ) 
 
 d e _ C H = D e u t s c h   ( S c h w e i z ) 
 
 d e _ D E = D e u t s c h   ( D e u t s c h l a n d ) 
 
 d e _ L I = D e u t s c h   ( L i e c h t e n s t e i n ) 
 
 d e _ L U = D e u t s c h   ( L u x e m b u r g ) 
 
 d e = D e u t s c h 
 
 d s b _ D E = d o l n o s e r b ai n a   ( N i m s k a ) 
 
 d s b = d o l n o s e r b ai n a 
 
 d v _ M V =   (   ) 
 
 d v = 
 
 e l _ G R =   ( ) 
 
 e l = 
 
 e n _ 0 2 9 = E n g l i s h   ( C a r i b b e a n ) 
 
 e n _ A U = E n g l i s h   ( A u s t r a l i a ) 
 
 e n _ B Z = E n g l i s h   ( B e l i z e ) 
 
 e n _ C A = E n g l i s h   ( C a n a d a ) 
 
 e n _ G B = E n g l i s h   ( U n i t e d   K i n g d o m ) 
 
 e n _ I E = E n g l i s h   ( I r e l a n d ) 
 
 e n _ I N = E n g l i s h   ( I n d i a ) 
 
 e n _ J M = E n g l i s h   ( J a m a i c a ) 
 
 e n _ M Y = E n g l i s h   ( M a l a y s i a ) 
 
 e n _ N Z = E n g l i s h   ( N e w   Z e a l a n d ) 
 
 e n _ P H = E n g l i s h   ( P h i l i p p i n e s ) 
 
 e n _ S G = E n g l i s h   ( S i n g a p o r e ) 
 
 e n _ T T = E n g l i s h   ( T r i n i d a d   y   T o b a g o ) 
 
 e n _ U S = E n g l i s h   ( U n i t e d   S t a t e s ) 
 
 e n _ Z A = E n g l i s h   ( S o u t h   A f r i c a ) 
 
 e n _ Z W = E n g l i s h   ( Z i m b a b w e ) 
 
 e n = E n g l i s h 
 
 e s _ A R = E s p a  o l   ( A r g e n t i n a ) 
 
 e s _ B O = E s p a  o l   ( B o l i v i a ) 
 
 e s _ C L = E s p a  o l   ( C h i l e ) 
 
 e s _ C O = E s p a  o l   ( C o l o m b i a ) 
 
 e s _ C R = E s p a  o l   ( C o s t a   R i c a ) 
 
 e s _ D O = E s p a  o l   ( R e p  b l i c a   D o m i n i c a n a ) 
 
 e s _ E C = E s p a  o l   ( E c u a d o r ) 
 
 e s _ E S = E s p a  o l   ( E s p a  a ,   a l f a b e t i z a c i  n   i n t e r n a c i o n a l ) 
 
 e s _ G T = E s p a  o l   ( G u a t e m a l a ) 
 
 e s _ H N = E s p a  o l   ( H o n d u r a s ) 
 
 e s _ M X = E s p a  o l   ( M  x i c o ) 
 
 e s _ N I = E s p a  o l   ( N i c a r a g u a ) 
 
 e s _ P A = E s p a  o l   ( P a n a m  ) 
 
 e s _ P E = E s p a  o l   ( P e r  ) 
 
 e s _ P R = E s p a  o l   ( P u e r t o   R i c o ) 
 
 e s _ P Y = E s p a  o l   ( P a r a g u a y ) 
 
 e s _ S V = E s p a  o l   ( E l   S a l v a d o r ) 
 
 e s _ U S = E s p a  o l   ( E s t a d o s   U n i d o s ) 
 
 e s _ U Y = E s p a  o l   ( U r u g u a y ) 
 
 e s _ V E = E s p a  o l   ( R e p u b l i c a   B o l i v a r i a n a   d e   V e n e z u e l a ) 
 
 e s = e s p a  o l 
 
 e t _ E E = e e s t i   ( E e s t i ) 
 
 e t = e e s t i 
 
 e u _ E S = e u s k a r a   ( e u s k a r a ) 
 
 e u = e u s k a r a 
 
 f a _ I R = A'13I  ( '1'F) 
 
 f a = A'13I
 
 f i _ F I = s u o m i   ( S u o m i ) 
 
 f i = s u o m i 
 
 f i l _ P H = F i l i p i n o   ( P i l i p i n a s ) 
 
 f i l = F i l i p i n o 
 
 f o _ F O = f  r o y s k t   ( F  r o y a r ) 
 
 f o = f  r o y s k t 
 
 f r _ B E = f r a n  a i s   ( B e l g i q u e ) 
 
 f r _ C A = f r a n  a i s   ( C a n a d a ) 
 
 f r _ C H = f r a n  a i s   ( S u i s s e ) 
 
 f r _ F R = f r a n  a i s   ( F r a n c e ) 
 
 f r _ L U = f r a n  a i s   ( L u x e m b o u r g ) 
 
 f r _ M C = f r a n  a i s   ( P r i n c i p a u t    d e   M o n a c o ) 
 
 f r = f r a n  a i s 
 
 f r - c l a s s i q u e = f r a n  a i s   ( c l a s s i q u e ) 
 
 f r - r e f o r m e 1 9 9 0 = f r a n  a i s   ( r e f o r m e 1 9 9 0 ) 
 
 f r - m o d e r n e = f r a n  a i s   ( m o d e r n e ) 
 
 f y _ N L = F r y s k   ( N e d e r l  n ) 
 
 f y = F r y s k 
 
 g a _ I E = G a e i l g e   (  i r e ) 
 
 g a = G a e i l g e 
 
 g d _ G B = G  i d h l i g   ( A n   R  o g h a c h d   A o n a i c h t e ) 
 
 g d = G  i d h l i g 
 
 g l _ E S = g a l e g o   ( g a l e g o ) 
 
 g l = g a l e g o 
 
 g s w _ F R = E l s  s s i s c h   ( F r  n k r i s c h ) 
 
 g s w = E l s  s s i s c h 
 
 g u _ I N = 






  ( 



) 
 
 g u = 







 
 h a _ L a t n _ N G = H a u s a   ( N i g e r i a ) 
 
 h a _ L a t n = H a u s a 
 
 h a = H a u s a 
 
 h e _ I L =   ( ) 
 
 h e = 
 
 h i _ I N = 9	?		&	@	  ( -	>	0	$	) 
 
 h i = 9	?		&	@	
 
 h r _ B A = h r v a t s k i   ( B o s n a   i   H e r c e g o v i n a ) 
 
 h r _ H R = h r v a t s k i   ( H r v a t s k a ) 
 
 h r = h r v a t s k i 
 
 h s b _ D E = h o r n j o s e r b ai n a   ( N m s k a ) 
 
 h s b = h o r n j o s e r b ai n a 
 
 h u _ H U = m a g y a r   ( M a g y a r o r s z  g ) 
 
 h u = m a g y a r 
 
 h y _ A M = @aueev  ( @aua}av) 
 
 h y = @aueev
 
 i d _ I D = B a h a s a   I n d o n e s i a   ( I n d o n e s i a ) 
 
 i d = B a h a s a   I n d o n e s i a 
 
 i g _ N G = I g b o   ( N i g e r i a ) 
 
 i g = I g b o 
 
 i i _ C N =  q  ( Oxӣ|) 
 
 i i =  q
 
 i s _ I S =  s l e n s k a   (  s l a n d ) 
 
 i s =  s l e n s k a 
 
 i t _ C H = i t a l i a n o   ( S v i z z e r a ) 
 
 i t _ I T = i t a l i a n o   ( I t a l i a ) 
 
 i t = i t a l i a n o 
 
 i u _ C a n s _ C A = NPf  ( rU) 
 
 i u _ C a n s = NPf
 
 i u _ L a t n _ C A = I n u k t i t u t   ( K a n a t a m i ) 
 
 i u _ L a t n = I n u k t i t u t 
 
 i u = I n u k t i t u t 
 
 j a _ J P = e,g  ( e,g) 
 
 j a = e,g
 
 k a _ G E =   ( ) 
 
 k a = 
 
 k k _ K Z = 070  ( 070AB0=) 
 
 k k = 070
 
 k l _ G L = k a l a a l l i s u t   ( K a l a a l l i t   N u n a a t ) 
 
 k l = k a l a a l l i s u t 
 
 k m _ K H =   ( ) 
 
 k m = 
 
 k n _ I N =   ( ) 
 
 k n = 
 
 k o _ K R = \m  (  \m) 
 
 k o = \m
 
 k o k _ I N = 	K			#	@	  ( -	>	0	$	) 
 
 k o k = 	K			#	@	
 
 k y _ K G = K@3K7  ( K@3K7AB0=) 
 
 k y = K@3K7
 
 l b _ L U = L  t z e b u e r g e s c h   ( L u x e m b o u r g ) 
 
 l b = L  t z e b u e r g e s c h 
 
 l o _ L A =   ( . . .   ) 
 
 l o = 
 
 l t _ L T = l i e t u v i s  ( L i e t u v a ) 
 
 l t = l i e t u v i s
 
 l v _ L V = l a t v i e au   ( L a t v i j a ) 
 
 l v = l a t v i e au 
 
 m i _ N Z = R e o   M o r i   ( A o t e a r o a ) 
 
 m i = R e o   M o r i 
 
 m k _ M K = <0:54>=A:8  X078:  ( 0:54>=8X0) 
 
 m k = <0:54>=A:8  X078:
 
 m l _ I N = .
2
/
>
3

  ( -
>
0
$

) 
 
 m l = .
2
/
>
3


 
 m n _ C y r l = >=3>; EM;
 
 m n _ M N = >=3>; EM;  ( >=3>; C;A) 
 
 m n _ M o n g _ C N = .$(--$/  ,!/!  ( *&-&3!  ( "7 .3 ,$  3$.3 3$   7 3  #/#0) 
 
 m n _ M o n g = .$(--$/  ,!/!
 
 m n = >=3>; EM;
 
 m o h _ C A = K a n i e n ' k  h a 
 
 m o h = K a n i e n ' k  h a 
 
 m r _ I N = .	0	>	 	@	  ( -	>	0	$	) 
 
 m r = .	0	>	 	@	
 
 m s _ B N = B a h a s a   M e l a y u   ( B r u n e i   D a r u s s a l a m ) 
 
 m s _ M Y = B a h a s a   M e l a y u   ( M a l a y s i a ) 
 
 m s = B a h a s a   M e l a y u 
 
 m t _ M T = M a l t i   ( M a l t a ) 
 
 m t = M a l t i 
 
 n b _ N O = n o r s k ,   b o k m  l   ( N o r g e ) 
 
 n b = n o r s k   ( b o k m  l ) 
 
 n e _ N P = (	G	*	>	2	@	  ( (	G	*	>	2	) 
 
 n e = (	G	*	>	2	@	
 
 n l _ B E = N e d e r l a n d s   ( B e l g i  ) 
 
 n l _ N L = N e d e r l a n d s   ( N e d e r l a n d ) 
 
 n l = N e d e r l a n d s 
 
 n n _ N O = n o r s k ,   n y n o r s k   ( N o r e g ) 
 
 n n = n o r s k   ( n y n o r s k ) 
 
 n o = n o r s k 
 
 n s o _ Z A = S e s o t h o   s a   L e b o a   ( A f r i k a   B o r w a ) 
 
 n s o = S e s o t h o   s a   L e b o a 
 
 o c _ F R = O c c i t a n   ( F r a n  a ) 
 
 o c = O c c i t a n 
 
 o r _ I N = \?  ( ->0$) 
 
 o r = \?
 
 p a _ I N = *
p

>
,
@
  ( -
>
0
$
) 
 
 p a = *
p

>
,
@

 
 p l _ P L = p o l s k i   ( P o l s k a ) 
 
 p l = p o l s k i 
 
 p r s _ A F = /1I  ( 'A:'F3*'F) 
 
 p r s = /1I
 
 p s _ A F = ~*H  ( 'A:'F3*'F) 
 
 p s = ~*H
 
 p t _ B R = P o r t u g u  s   ( B r a s i l ) 
 
 p t _ P T = p o r t u g u  s   ( P o r t u g a l ) 
 
 p t = P o r t u g u  s 
 
 q u t _ G T = K ' i c h e   ( G u a t e m a l a ) 
 
 q u t = K ' i c h e 
 
 q u z _ B O = r u n a s i m i   ( Q u l l a s u y u ) 
 
 q u z _ E C = r u n a s i m i   ( E c u a d o r ) 
 
 q u z _ P E = r u n a s i m i   ( P i r u w ) 
 
 q u z = r u n a s i m i 
 
 r m _ C H = R u m a n t s c h   ( S v i z r a ) 
 
 r m = R u m a n t s c h 
 
 r o _ R O = r o m  n   ( R o m  n i a ) 
 
 r o = r o m  n 
 
 r u _ R U = @CAA:89  (  >AA8O) 
 
 r u = @CAA:89
 
 r u _ R U _ i e = @CAA:89  (  >AA8O) ( 5) 
 
 r u _ R U _ y o = @CAA:89  (  >AA8O) ( Q) 
 
 r w _ R W = K i n y a r w a n d a   ( R w a n d a ) 
 
 r w = K i n y a r w a n d a 
 
 s a _ I N = 8		8	M		C	$	  ( -	>	0	$	.	M	) 
 
 s a = 8		8	M		C	$	
 
 s a h _ R U = A0E0  (  >AA8O) 
 
 s a h = A0E0
 
 s e _ F I = d a v v i s  m e g i e l l a   ( S u o p m a ) 
 
 s e _ N O = d a v v i s  m e g i e l l a   ( N o r g a ) 
 
 s e _ S E = d a v v i s  m e g i e l l a   ( R u o gga ) 
 
 s e = d a v v i s  m e g i e l l a 
 
 s i _ L K = 




  ( 


 

  



) 
 
 s i = 





 
 s k _ S K = s l o v e n 
i n a   ( S l o v e n s k    r e p u b l i k a ) 
 
 s k = s l o v e n 
i n a 
 
 s l _ S I = s l o v e n s k i   ( S l o v e n i j a ) 
 
 s l = s l o v e n s k i 
 
 s m a _ N O =  a r j e l s a e m i e n g i e l e   ( N   r j e ) 
 
 s m a _ S E =  a r j e l s a e m i e n g i e l e   ( S v e e r j e ) 
 
 s m a =  a r j e l s a e m i e n g i e l e 
 
 s m j _ N O = j u l e v u s  m e g i e l l a   ( V u o d n a ) 
 
 s m j _ S E = j u l e v u s  m e g i e l l a   ( S v i e r i k ) 
 
 s m j = j u l e v u s  m e g i e l l a 
 
 s m n _ F I = s  m i k i e l    ( S u o m  ) 
 
 s m n = s  m i k i e l  
 
 s m s _ F I = s   m  i  l l   ( L    d d j  n n a m ) 
 
 s m s = s   m  i  l l 
 
 s q _ A L = s h q i p e   ( S h q i p  r i a ) 
 
 s q = s h q i p e 
 
 s r _ C y r l _ B A = A@?A:8  ( >A=0  8  %5@F53>28=0) 
 
 s r _ C y r l _ C S = A@?A:8  ( !@18X0  8  &@=0  >@0  ( @5BE>4=>) ) 
 
 s r _ C y r l _ M E = A@?A:8  ( &@=0  >@0) 
 
 s r _ C y r l _ R S = A@?A:8  ( !@18X0) 
 
 s r _ C y r l = A@?A:8
 
 s r _ L a t n _ B A = s r p s k i   ( B o s n a   i   H e r c e g o v i n a ) 
 
 s r _ L a t n _ C S = s r p s k i   ( S r b i j a   i   C r n a   G o r a   ( P r e t h o d n o ) ) 
 
 s r _ L a t n _ M E = s r p s k i   ( C r n a   G o r a ) 
 
 s r _ L a t n _ R S = s r p s k i   ( S r b i j a ) 
 
 s r _ L a t n = s r p s k i 
 
 s r = s r p s k i 
 
 s v _ F I = s v e n s k a   ( F i n l a n d ) 
 
 s v _ S E = s v e n s k a   ( S v e r i g e ) 
 
 s v = s v e n s k a 
 
 s w _ K E = K i s w a h i l i   ( K e n y a ) 
 
 s w = K i s w a h i l i 
 
 s y r _ S Y = #*  ( 3H1J') 
 
 s y r = #*
 
 t a _ I N =   ( ) 
 
 t a = 
 
 t e _ I N = $F2AA  ( ->0$ &G6) 
 
 t e = $F2AA
 
 t g _ C y r l _ T J = ">8:  ( ">8:8AB>=) 
 
 t g _ C y r l = ">8:
 
 t g = ">8:
 
 t h _ T H = D"  ( D") 
 
 t h = D"
 
 t k _ T M = t  r k m e n  e   ( T  r k m e n i s t a n ) 
 
 t k = t  r k m e n  e 
 
 t n _ Z A = S e t s w a n a   ( A f o r i k a   B o r w a ) 
 
 t n = S e t s w a n a 
 
 t r _ T R = T  r k  e   ( T  r k i y e ) 
 
 t r = T  r k  e 
 
 t t _ R U = "0B0@  (  >AA8O) 
 
 t t = "0B0@
 
 t z m _ L a t n _ D Z = T a m a z i g h t   ( D j a z a  r ) 
 
 t z m _ L a t n = T a m a z i g h t 
 
 t z m = T a m a z i g h t 
 
 u g _ C N = &J:1  ( ,.'  .DB  ,E1IJI*I) 
 
 u g = &J:1
 
 u k _ U A = C:@0W=AL:0  ( #:@0W=0) 
 
 u k = C:@0W=AL:0
 
 u r _ P K = 'O1/H  ( ~'3*'F) 
 
 u r = 'O1/H
 
 u z _ C y r l _ U Z = 715:  ( 715:8AB>=) 
 
 u z _ C y r l = 715:
 
 u z _ L a t n _ U Z = U ' z b e k   ( U ' z b e k i s t o n   R e s p u b l i k a s i ) 
 
 u z _ L a t n = U ' z b e k 
 
 u z = U ' z b e k 
 
 v i _ V N = T i  n g   V i t   ( V i t   N a m ) 
 
 v i = T i  n g   V i t 
 
 w o _ S N = W o l o f   ( S  n  g a l ) 
 
 w o = W o l o f 
 
 x h _ Z A = i s i X h o s a   ( u M z a n t s i   A f r i k a ) 
 
 x h = i s i X h o s a 
 
 y o _ N G = Y o r u b a   ( N i g e r i a ) 
 
 y o = Y o r u b a 
 
 z h _ C H S = -Ne( {SO)   eHr
 
 z h _ C H T = -Ne( A~Ԛ)   
Hr
 
 z h _ C N = -Ne( -NNSNlqQTV) 
 
 z h _ H a n s = -Ne( {SO) 
 
 z h _ H a n t = -Ne( A~Ԛ) 
 
 z h _ H K = -Ne( /nyr%RL?e@S) 
 
 z h _ M O = -Ne( oyr%RL?e@S) 
 
 z h _ S G = -Ne( eRaW) 
 
 z h _ T W = -Ne( Scp) 
 
 z h = -Ne
 
 z u _ Z A = i s i Z u l u   ( i N i n g i z i m u   A f r i k a ) 
 
 z u = i s i Z u l u 