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F r a n c o n i a n M i n N a n C h i n e s e M i n g u o C a l e n d a r M o r o c c a n A r a b i c N u m e r i c S o r t i n g O l C h i k i D i g i t s O l d H i g h G e r m a n O t t o m a n T u r k i s h P a l a t i n e G e r m a n P s a l t e r P a h l a v i S o r t A s S y m b o l s T u n i s i a n A r a b i c W e s t e r n A r m e n i a n L i t e r a r y C h i n e s e A n c i e n t E g y p t i a n B o h o r i a l p h a b e t C h i n e s e C a l e n d a r C l a s s i c a l S y r i a c E a s t e r n A r m e n i a n E g y p t i a n d e m o t i c E m o j i S o r t O r d e r I s l a m i c C a l e n d a r K h u d a w a d i D i g i t s M a l a y a l a m D i g i t s M e r o i t i c C u r s i v e M e t e l k o a l p h a b e t M y a n m a r L a n g u a g e N a t i s o n e d i a l e c t N o r t h e r n F r i s i a n P e r s i a n C a l e n d a r P o l l a r d P h o n e t i c S o r t i n g S t r e n g t h S u n d a n e s e D i g i t s U n k n o w n L a n g u a g e A r m e n i a n N u m e r a l s B u d d h i s t C a l e n d a r C y r i l l i c N u m e r a l s D e v a n a g a r i D i g i t s E g y p t i a n h i e r a t i c E t h i o p i c C a l e n d a r E t h i o p i c N u m e r a l s F i r s t d a y o f w e e k F u l l - W i d t h D i g i t s G e o r g i a n N u m e r a l s I S O - 8 6 0 1 C a l e n d a r J a p a n e s e C a l e n d a r J a p a n e s e N u m e r a l s M a y a n h i e r o g l y p h s O l d N o r t h A r a b i a n O l d S o u t h A r a b i a n P i n y i n S o r t O r d e r S a t e r l a n d F r i s i a n S a u r a s h t r a D i g i t s Z h u y i n S o r t O r d e r C a u c a s i a n A l b a n i a n T o r n e d a l e n F i n n i s h A u s t r a l i a n E n g l i s h C o m m o n O r t h o g r a p h y D u p l o y a n s h o r t h a n d G r e g o r i a n C a l e n d a r M i d d l e H i g h G e r m a n M u l t i p l e L a n g u a g e s N e w T a i L u e D i g i t s N o r m a l i z e d S o r t i n g W a r a n g C i t i D i g i t s S a s s a r e s e S a r d i n i a n E a r l y M o d e r n F r e n c h G n i v a / N j i v a d i a l e c t M e e t e i M a y e k D i g i t s M y a n m a r S h a n D i g i t s P a h a w h H m o n g D i g i t s P e n n s y l v a n i a G e r m a n P h o n e t i c S o r t O r d e r R e f o r m e d S o r t O r d e r S i n h a l a L i t h D i g i t s S o r a S o m p e n g D i g i t s S o r t C a s e S e n s i t i v e S t a n d a r d S o r t O r d e r T r a d i t i o n a l C h i n e s e U n i f i e d O r t h o g r a p h y B r a z i l i a n P o r t u g u e s e E a r l y M o d e r n E n g l i s h E g y p t i a n h i e r o g l y p h s H e p b u r n r o m a n i z a t i o n J a p a n e s e s y l l a b a r i e s P h o n e b o o k S o r t O r d e r S o r t K a n a S e p a r a t e l y S o r t L o w e r c a s e F i r s t S o r t U p p e r c a s e F i r s t S t a n d a r d O r t h o g r a p h y T a i T h a m H o r a D i g i t s T a i T h a m T h a m D i g i t s T r a d i t i o n a l N u m e r a l s D i c t i o n a r y S o r t O r d e r 1 2 H o u r S y s t e m ( 0 1 1 ) 1 2 H o u r S y s t e m ( 1 1 2 ) 2 4 H o u r S y s t e m ( 0 2 3 ) 2 4 H o u r S y s t e m ( 1 2 4 ) A n a t o l i a n H i e r o g l y p h s H o u r C y c l e ( 1 2 v s 2 4 ) I n s c r i p t i o n a l P a h l a v i M a t h e m a t i c a l N o t a t i o n N o l i n g u i s t i c c o n t e n t S o r t A c c e n t s N o r m a l l y S o r t A c c e n t s R e v e r s e d S o r t C a s e I n s e n s i t i v e S o r t I g n o r i n g S y m b o l s S o r t K a n a D i f f e r e n t l y U S M e a s u r e m e n t S y s t e m X A r a b i c - I n d i c D i g i t s A m e r i c a n S i g n L a n g u a g e C a s e S e n s i t i v e S o r t i n g G e n e r a l - P u r p o s e S e a r c h I g n o r e S y m b o l s S o r t i n g I n s c r i p t i o n a l P a r t h i a n L o o s e L i n e B r e a k S t y l e M o d e r n S t a n d a r d A r a b i c P O S I X C o m p l i a n t L o c a l e S o r t B a s e L e t t e r s O n l y S o r t N o r m a l C a s e O r d e r T r a d i t i o n a l S o r t O r d e r S t r i c t L i n e B r e a k S t y l e B a l a n k a d i a l e c t o f A n i i E u r o p e a n O r d e r i n g R u l e s J a m a i c a n C r e o l e E n g l i s h N o r m a l L i n e B r e a k S t y l e O s e a c c o / O s o j a n e d i a l e c t R e v e r s e d A c c e n t S o r t i n g S c r i p t / B l o c k R e o r d e r i n g S o r t A c c e n t s / C a s e / W i d t h S o r t D i g i t s N u m e r i c a l l y S o r t U n i c o d e N o r m a l i z e d C h i n e s e D e c i m a l N u m e r a l s I n d i a n N a t i o n a l C a l e n d a r M a t h e m a t i c a l B o l d D i g i t s M y a n m a r T a i L a i n g D i g i t s S a n G i o r g i o / B i l a d i a l e c t S o r t D i g i t s I n d i v i d u a l l y S t a n d a r d C u r r e n c y F o r m a t T a r a s k i e v i c a o r t h o g r a p h y U n i f o n p h o n e t i c a l p h a b e t R a d i c a l - S t r o k e S o r t O r d e r S c o t t i s h S t a n d a r d E n g l i s h S t o l v i z z a / S o l b i c a d i a l e c t A c c o u n t i n g C u r r e n c y F o r m a t D e f a u l t U n i c o d e S o r t O r d e r G e r m a n o r t h o g r a p h y o f 1 9 9 6 L a t e M i d d l e F r e n c h t o 1 6 0 6 S o r t W i t h o u t N o r m a l i z a t i o n T r a d i t i o n a l T a m i l N u m e r a l s U n i f i e d R e v i s e d O r t h o g r a p h y I m p e r i a l M e a s u r e m e n t S y s t e m J a p a n e s e F i n a n c i a l N u m e r a l s S i m p l i f i e d C h i n e s e N u m e r a l s E x t e n d e d A r a b i c - I n d i c D i g i t s O l d C h u r c h S l a v o n i c C y r i l l i c E t h i o p i c A m e t e A l e m C a l e n d a r L i n e B r e a k s I n W o r d s S e t t i n g N o r m a l L i n e B r e a k s F o r W o r d s S o r t A c c e n t s / C a s e / W i d t h / K a n a T r a d i t i o n a l C h i n e s e N u m e r a l s U p p e r c a s e / L o w e r c a s e O r d e r i n g M a t h e m a t i c a l M o n o s p a c e D i g i t s T h e L i p o v a z d i a l e c t o f R e s i a n U n i f i e d T u r k i c L a t i n A l p h a b e t A l l o w L i n e B r e a k s I n A l l W o r d s I s l a m i c C a l e n d a r ( U m m a l - Q u r a ) M a t h e m a t i c a l S a n s - S e r i f D i g i t s T r a d i t i o n a l G e r m a n o r t h o g r a p h y S t a n d a r d i z e d R e s i a n o r t h o g r a p h y O r t h o g r a p h i c f o r m u l a t i o n o f 1 9 4 3 P r e v e n t L i n e B r e a k s I n A l l W o r d s S e n t e n c e B r e a k S u p p r e s s i o n s T y p e A L A - L C R o m a n i z a t i o n , 1 9 9 7 e d i t i o n M a t h e m a t i c a l D o u b l e - S t r u c k D i g i t s O x f o r d E n g l i s h D i c t i o n a r y s p e l l i n g S e a r c h B y H a n g u l I n i t i a l C o n s o n a n t S e r b i a n w i t h E k a v i a n p r o n u n c i a t i o n M a t h e m a t i c a l S a n s - S e r i f B o l d D i g i t s S e r b i a n w i t h I j e k a v i a n p r o n u n c i a t i o n S i m p l i f i e d C h i n e s e F i n a n c i a l N u m e r a l s T r a d i t i o n a l C h i n e s e S o r t O r d e r - B i g 5 U n i f i e d C a n a d i a n A b o r i g i n a l S y l l a b i c s T r a d i t i o n a l C h i n e s e F i n a n c i a l N u m e r a l s C h i n e s e C a l e n d a r D a y - o f - M o n t h N u m e r a l s P r e v i o u s S o r t O r d e r , f o r c o m p a t i b i l i t y S i m p l i f i e d C h i n e s e S o r t O r d e r - G B 2 3 1 2 I s l a m i c C a l e n d a r ( t a b u l a r , c i v i l e p o c h ) S o t a v e n t o d i a l e c t g r o u p o f K a b u v e r d i a n u B a r l a v e n t o d i a l e c t g r o u p o f K a b u v e r d i a n u ?) 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