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F o n t A w e s o m e C h e a t s h e e t F o n t A w e s o m e 4 i s s o 2 0 1 7 . U p g r a d e t o v e r s i o n 5 a n d g e t t w i c e t h e i c o n s . G e t t h e L a t e s t   T o g g l e n a v i g a t i o n F o n t A w e s o m e H o m e W h a t s N e w N e w G e t S t a r t e d S t a r t I c o n s T o g g l e d r o p d o w n m e n u   A l l I c o n s   N e w I c o n s i n 4 . 7   W e b A p p l i c a t i o n I c o n s   A c c e s s i b i l i t y I c o n s   H a n d I c o n s   T r a n s p o r t a t i o n I c o n s   G e n d e r I c o n s   F i l e T y p e I c o n s   S p i n n e r I c o n s   F o r m C o n t r o l I c o n s   P a y m e n t I c o n s   C h a r t I c o n s   C u r r e n c y I c o n s   T e x t E d i t o r I c o n s   D i r e c t i o n a l I c o n s   V i d e o P l a y e r I c o n s   B r a n d I c o n s   M e d i c a l I c o n s E x a m p l e s T o g g l e d r o p d o w n m e n u E x a m p l e s B a s i c I c o n s L a r g e r I c o n s F i x e d W i d t h I c o n s L i s t I c o n s B o r d e r e d ] 4 . 7  f a a d d r e s s b o o k [ ] 4 . 7  f a a d d r e s s b o o k o [ ] 4 . 7  f a a d d r e s s c a r d [ ] 4 . 7  f a a d d r e s s c a r d o [ ]  f a a d j u s t [ ]  f a a d n [ ]  f a a l i g n c e n t e r [ ]  f a a l i g n j u s t i f y [ ]  f a a l i g n l e f t [ ]  f a a l i g n r i g h t [ ] 4 . 4  f a a m a z o n [ ]  f a a m b u l a n c e [ ] 4 . 6  f a a m e r i c a n s i g n l a n g u a g e i n t e r p r e t i n g [ ]  f a a n c h o r [ ]  f a a n d r o i d [ ] 4 . 2  f a a n g e l l i s t [ ]  f a a n g l e d o u b l e d o w n [ ]  f a a n g l e d o u b l e l e f t [ ]  f a a n g l e d o u b l e r i g h t [ ]  f a a n g l e d o u b l e u p [ ]  f a a n g l e d o w n [ ]  f a a n g l e l e f t [ ]  f a a n g l e r i g h t [ ]  f a a n g l e u p [ ]  f a a p p l e [ ]  f a a r c h i v e [ ] 4 . 2  f a a r e a c h a r t [ ]  f a a r r o w c i r c l e d o w n [ ]  f a a r r o w c i r c l e l e f t [ ]  f a a r r o w c i r c l e o d o w n [ ] 4 . 0  f a a r r o w c i r c l e o l e f t [ ] 4 . 0  f a a r r o w c i r c l e o r i g h t [ ]  f a a r r o w c i r c l e o u p [ ]  f a a r r o w c i r c l e r i g h t [ ]  f a a r r o w c i r c l e u p [ ]  f a a r r o w d o w n [ ]  f a a r r o w l e f t [ ]  f a a r r o w r i g h t [ ]  f a a r r o w u p [ ]  f a a r r o w s [ ]  f a a r r o w s a l t [ ]  f a a r r o w s h [ ]  f a a r r o w s v [ ] 4 . 6  f a a s l i n t e r p r e t i n g ( a l i a s ) [ ] 4 . 6  f a a s s i s t i v e l i s t e n i n g s y s t e m s [ ]  f a a s t e r i s k [ ] 4 . 2  f a a t [ ] 4 . 6  f a a u d i o d e s c r i p t i o n [ ] 4 . 1  f a a u t o m o b i l e ( a l i a s ) [ ]  f a b a c k w a r d [ ] 4 . 4  f a b a l a n c e s c a l e [ ]  f a b a n [ ] 4 . 7  f a b a n d c a m p [ ] 4 . 1  f a b a n k ( a l i a s ) [ ]  f a b a r c h a r t [ ]  f a b a r c h a r t o ( a l i a s ) [ ]  f a b a r c o d e [ ]  f a b a r s [ ] 4 . 7  f a b a t h [ ] 4 . 7  f a b a t h t u b ( a l i a s ) [ ] 4 . 4  f a b a t t e r y ( a l i a s ) [ ] 4 . 4  f a b a t t e r y 0 ( a l i a s ) [ ] 4 . 4  f a b a t t e r y 1 ( a l i a s ) [ ] 4 . 4  f a b a t t e r y 2 ( a l i a s ) [ ] 4 . 4  f a b a t t e r y 3 ( a l i a s ) [ ] 4 . 4  f a b a t t e r y 4 ( a l i a s ) [ ] 4 . 4  f a b a t t e r y e m p t y [ ] 4 . 4  f a b a t t e r y f u l l [ ] 4 . 4  f a b a t t e r y h a l f [ ] 4 . 4  f a b a t t e r y q u a r t e r [ ] 4 . 4  f a b a t t e r y t h r e e q u a r t e r s [ ] 4 . 3  f a b e d [ ]  f a b e e r [ ] 4 . 1  f a b e h a n c e [ ] 4 . 1  f a b e h a n c e s q u a r e [ ]  f a b e l l [ ]  f a b e l l o [ ] 4 . 2  f a b e l l s l a s h [ ] 4 . 2  f a b e l l s l a s h o [ ] 4 . 2  f a b i c y c l e [ ] 4 . 2  f a b i n o c u l a r s [ ] 4 . 2  f a b i r t h d a y c a k e [ ]  f a b i t b u c k e t [ ]  f a b i t b u c k e t s q u a r e [ ]  f a b i t c o i n ( a l i a s ) [ ] 4 . 4  f a b l a c k t i e [ ] 4 . 6  f a b l i n d [ ] 4 . 5  f a b l u e t o o t h [ ] 4 . 5  f a b l u e t o o t h b [ ]  f a b o l d [ ]  f a b o l t [ ] 4 . 1  f a b o m b [ ]  f a b o o k [ ]  f a b o o k m a r k [ ]  f a b o o k m a r k o [ ] 4 . 6  f a b r a i l l e [ ]  f a b r i e f c a s e [ ]  f a b t c [ ]  f a b u g [ ] 4 . 1  f a b u i l d i n g [ ]  f a b u i l d i n g o [ ]  f a b u l l h o r n [ ]  f a b u l l s e y e [ ] 4 . 2  f a b u s [ ] 4 . 3  f a b u y s e l l a d s [ ] 4 . 1  f a c a b ( a l i a s ) [ ] 4 . 2  f a c a l c u l a t o r [ ]  f a c a l e n d a r [ ] 4 . 4  f a c a l e n d a r c h e c k o [ ] 4 . 4  f a c a l e n d a r m i n u s o [ ]  f a c a l e n d a r o [ ] 4 . 4  f a c a l e n d a r p l u s o [ ] 4 . 4  f a c a l e n d a r t i m e s o [ ]  f a c a m e r a [ ]  f a c a m e r a r e t r o [ ] 4 . 1  f a c a r [ ]  f a c a r e t d o w n [ ]  f a c a r e t l e f t [ ]  f a c a r e t r i g h t [ ]  f a c a r e t s q u a r e o d o w n [ ] 4 . 0  f a c a r e t s q u a r e o l e f t [ ]  f a c a r e t s q u a r e o r i g h t [ ]  f a c a r e t s q u a r e o u p [ ]  f a c a r e t u p [ ] 4 . 3  f a c a r t a r r o w d o w n [ ] 4 . 3  f a c a r t p l u s [ ] 4 . 2  f a c c [ ] 4 . 2  f a c c a m e x [ ] 4 . 4  f a c c d i n e r s c l u b [ ] 4 . 2  f a c c d i s c o v e r [ ] 4 . 4  f a c c j c b [ ] 4 . 2  f a c c m a s t e r c a r d [ ] 4 . 2  f a c c p a y p a l [ ] 4 . 2  f a c c s t r i p e [ ] 4 . 2  f a c c v i s a [ ]  f a c e r t i f i c a t e [ ]  f a c h a i n ( a l i a s ) [ ]  f a c h a i n b r o k e n [ ]  f a c h e c k [ ]  f a c h e c k c i r c l e [ ]  f a c h e c k c i r c l e o [ ]  f a c h e c k s q u a r e [ ]  f a c h e c k s q u a r e o [ ]  f a c h e v r o n c i r c l e d o w n [ ]  f a c h e v r o n c i r c l e l e f t [ ]  f a c h e v r o n c i r c l e r i g h t [ ]  f a c h e v r o n c i r c l e u p [ ]  f a c h e v r o n d o w n [ ]  f a c h e v r o n l e f t [ ]  f a c h e v r o n r i g h t [ ]  f a c h e v r o n u p [ ] 4 . 1  f a c h i l d [ ] 4 . 4  f a c h r o m e [ ]  f a c i r c l e [ ]  f a c i r c l e o [ ] 4 . 1  f a c i r c l e o n o t c h [ ] 4 . 1  f a c i r c l e t h i n [ ]  f a c l i p b o a r d [ ]  f a c l o c k o [ ] 4 . 4  f a c l o n e [ ]  f a c l o s e ( a l i a s ) [ ]  f a c l o u d [ ]  f a c l o u d d o w n l o a d [ ]  f a c l o u d u p l o a d [ ]  f a c n y ( a l i a s ) [ ]  f a c o d e [ ]  f a c o d e f o r k [ ] 4 . 1  f a c o d e p e n [ ] 4 . 5  f a c o d i e p i e [ ]  f a c o f f e e [ ]  f a c o g [ ]  f a c o g s [ ]  f a c o l u m n s [ ]  f a c o m m e n t [ ]  f a c o m m e n t o [ ] 4 . 4  f a c o m m e n t i n g [ ] 4 . 4  f a c o m m e n t i n g o [ ]  f a c o m m e n t s [ ]  f a c o m m e n t s o [ ]  f a c o m p a s s [ ]  f a c o m p r e s s [ ] 4 . 3  f a c o n n e c t d e v e l o p [ ] 4 . 4  f a c o n t a o [ ]  f a c o p y ( a l i a s ) [ ] 4 . 2  f a c o p y r i g h t [ ] 4 . 4  f a c r e a t i v e c o m m o n s [ ]  f a c r e d i t c a r d [ ] 4 . 5  f a c r e d i t c a r d a l t [ ]  f a c r o p [ ]  f a c r o s s h a i r s [ ]  f a c s s 3 [ ] 4 . 1  f a c u b e [ ] 4 . 1  f a c u b e s [ ]  f a c u t ( a l i a s ) [ ]  f a c u t l e r y [ ]  f a d a s h b o a r d ( a l i a s ) [ ] 4 . 3  f a d a s h c u b e [ ] 4 . 1  f a d a t a b a s e [ ] 4 . 6  f a d e a f [ ] 4 . 6  f a d e a f n e s s ( a l i a s ) [ ]  f a d e d e n t ( a l i a s ) [ ] 4 . 1  f a d e l i c i o u s [ ]  f a d e s k t o p [ ] 4 . 1  f a d e v i a n t a r t [ ] 4 . 3  f a d i a m o n d [ ] 4 . 1  f a d i g g [ ]  f a d o l l a r ( a l i a s ) [ ] 4 . 0  f a d o t c i r c l e o [ ]  f a d o w n l o a d [ ]  f a d r i b b b l e [ ] 4 . 7  f a d r i v e r s l i c e n s e ( a l i a s ) [ ] 4 . 7  f a d r i v e r s l i c e n s e o ( a l i a s ) [ ]  f a d r o p b o x [ ] 4 . 1  f a d r u p a l [ ] 4 . 5  f a e d g e [ ]  f a e d i t ( a l i a s ) [ ] 4 . 7  f a e e r c a s t [ ]  f a e j e c t [ ]  f a e l l i p s i s h [ ]  f a e l l i p s i s v [ ] 4 . 1  f a e m p i r e [ ]  f a e n v e l o p e [ ]  f a e n v e l o p e o [ ] 4 . 7  f a e n v e l o p e o p e n [ ] 4 . 7  f a e n v e l o p e o p e n o [ ] 4 . 1  f a e n v e l o p e s q u a r e [ ] 4 . 6  f a e n v i r a [ ]  f a e r a s e r [ ] 4 . 7  f a e t s y [ ]  f a e u r [ ]  f a e u r o ( a l i a s ) [ ]  f a e x c h a n g e [ ]  f a e x c l a m a t i o n [ ]  f a e x c l a m a t i o n c i r c l e [ ]  f a e x c l a m a t i o n t r i a n g l e [ ]  f a e x p a n d [ ] 4 . 4  f a e x p e d i t e d s s l [ ]  f a e x t e r n a l l i n k [ ]  f a e x t e r n a l l i n k s q u a r e [ ]  f a e y e [ ]  f a e y e s l a s h [ ] 4 . 2  f a e y e d r o p p e r [ ] 4 . 6  f a f a ( a l i a s ) [ ]  f a f a c e b o o k [ ]  f a f a c e b o o k f ( a l i a s ) [ ] 4 . 3  f a f a c e b o o k o f f i c i a l [ ]  f a f a c e b o o k s q u a r e [ ]  f a f a s t b a c k w a r d [ ]  f a f a s t f o r w a r d [ ] 4 . 1  f a f a x [ ]  f a f e e d ( a l i a s ) [ ]  f a f e m a l e [ ]  f a f i g h t e r j e t [ ]  f a f i l e [ ] 4 . 1  f a f i l e a r c h i v e o [ ] 4 . 1  f a f i l e a u d i o o [ ] 4 . 1  f a f i l e c o d e o [ ] 4 . 1  f a f i l e e x c e l o [ ] 4 . 1  f a f i l e i m a g e o [ ] 4 . 1  f a f i l e m o v i e o ( a l i a s ) [ ]  f a f i l e o [ ] 4 . 1  f a f i l e p d f o [ ] 4 . 1  f a f i l e p h o t o o ( a l i a s ) [ ] 4 . 1  f a f i l e p i c t u r e o ( a l i a s ) [ ] 4 . 1  f a f i l e p o w e r p o i n t o [ ] 4 . 1  f a f i l e s o u n d o ( a l i a s ) [ ]  f a f i l e t e x t [ ]  f a f i l e t e x t o [ ] 4 . 1  f a f i l e v i d e o o [ ] 4 . 1  f a f i l e w o r d o [ ] 4 . 1  f a f i l e z i p o ( a l i a s ) [ ]  f a f i l e s o [ ]  f a f i l m [ ]  f a f i l t e r [ ]  f a f i r e [ ]  f a f i r e e x t i n g u i s h e r [ ] 4 . 4  f a f i r e f o x [ ] 4 . 6  f a f i r s t o r d e r [ ]  f a f l a g [ ]  f a f l a g c h e c k e r e d [ ]  f a f l a g o [ ]  f a f l a s h ( a l i a s ) [ ]  f a f l a s k [ ]  f a f l i c k r [ ]  f a f l o p p y o [ ]  f a f o l d e r [ ]  f a f o l d e r o [ ]  f a f o l d e r o p e n [ ]  f a f o l d e r o p e n o [ ]  f a f o n t [ ] 4 . 6  f a f o n t a w e s o m e [ ] 4 . 4  f a f o n t i c o n s [ ] 4 . 5  f a f o r t a w e s o m e [ ] 4 . 3  f a f o r u m b e e [ ]  f a f o r w a r d [ ]  f a f o u r s q u a r e [ ] 4 . 7  f a f r e e c o d e c a m p [ ]  f a f r o w n o [ ] 4 . 2  f a f u t b o l o [ ]  f a g a m e p a d [ ]  f a g a v e l [ ]  f a g b p [ ] 4 . 1  f a g e ( a l i a s ) [ ]  f a g e a r ( a l i a s ) [ ]  f a g e a r s ( a l i a s ) [ ] 4 . 4  f a g e n d e r l e s s [ ] 4 . 4  f a g e t p o c k e t [ ] 4 . 4  f a g g [ ] 4 . 4  f a g g c i r c l e [ ]  f a g i f t [ ] 4 . 1  f a g i t [ ] 4 . 1  f a g i t s q u a r e [ ]  f a g i t h u b [ ]  f a g i t h u b a l t [ ]  f a g i t h u b s q u a r e [ ] 4 . 6  f a g i t l a b [ ]  f a g i t t i p ( a l i a s ) [ ]  f a g l a s s [ ] 4 . 6  f a g l i d e [ ] 4 . 6  f a g l i d e g [ ]  f a g l o b e [ ] 4 . 1  f a g o o g l e [ ]  f a g o o g l e p l u s [ ] 4 . 6  f a g o o g l e p l u s c i r c l e ( a l i a s ) [ ] 4 . 6  f a g o o g l e p l u s o f f i c i a l [ ]  f a g o o g l e p l u s s q u a r e [ ] 4 . 2  f a g o o g l e w a l l e t [ ] 4 . 1  f a g r a d u a t i o n c a p [ ]  f a g r a t i p a y [ ] 4 . 7  f a g r a v [ ]  f a g r o u p ( a l i a s ) [ ]  f a h s q u a r e [ ] 4 . 1  f a h a c k e r n e w s [ ] 4 . 4  f a h a n d g r a b o ( a l i a s ) [ ] 4 . 4  f a h a n d l i z a r d o [ ]  f a h a n d o d o w n [ ]  f a h a n d o l e f t [ ]  f a h a n d o r i g h t [ ]  f a h a n d o u p [ ] 4 . 4  f a h a n d p a p e r o [ ] 4 . 4  f a h a n d p e a c e o [ ] 4 . 4  f a h a n d p o i n t e r o [ ] 4 . 4  f a h a n d r o c k o [ ] 4 . 4  f a h a n d s c i s s o r s o [ ] 4 . 4  f a h a n d s p o c k o [ ] 4 . 4  f a h a n d s t o p o ( a l i a s ) [ ] 4 . 7  f a h a n d s h a k e o [ ] 4 . 6  f a h a r d o f h e a r i n g ( a l i a s ) [ ] 4 . 5  f a h a s h t a g [ ]  f a h d d o [ ] 4 . 1  f a h e a d e r [ ]  f a h e a d p h o n e s [ ]  f a h e a r t [ ]  f a h e a r t o [ ] 4 . 3  f a h e a r t b e a t [ ] 4 . 1  f a h i s t o r y [ ]  f a h o m e [ ]  f a h o s p i t a l o [ ] 4 . 3  f a h o t e l ( a l i a s ) [ ] 4 . 4  f a h o u r g l a s s [ ] 4 . 4  f a h o u r g l a s s 1 ( a l i a s ) [ ] 4 . 4  f a h o u r g l a s s 2 ( a l i a s ) [ ] 4 . 4  f a h o u r g l a s s 3 ( a l i a s ) [ ] 4 . 4  f a h o u r g l a s s e n d [ ] 4 . 4  f a h o u r g l a s s h a l f [ ] 4 . 4  f a h o u r g l a s s o [ ] 4 . 4  f a h o u r g l a s s s t a r t [ ] 4 . 4  f a h o u z z [ ]  f a h t m l 5 [ ] 4 . 4  f a i c u r s o r [ ] 4 . 7  f a i d b a d g e [ ] 4 . 7  f a i d c a r d [ ] 4 . 7  f a i d c a r d o [ ] 4 . 2  f a i l s [ ]  f a i m a g e ( a l i a s ) [ ] 4 . 7  f a i m d b [ ]  f a i n b o x [ ]  f a i n d e n t [ ] 4 . 4  f a i n d u s t r y [ ]  f a i n f o [ ]  f a i n f o c i r c l e [ ]  f a i n r [ ] 4 . 6  f a i n s t a g r a m [ ] 4 . 1  f a i n s t i t u t i o n ( a l i a s ) [ ] 4 . 4  f a i n t e r n e t e x p l o r e r [ ] 4 . 3  f a i n t e r s e x ( a l i a s ) [ ] 4 . 2  f a i o x h o s t [ ]  f a i t a l i c [ ] 4 . 1  f a j o o m l a [ ]  f a j p y [ ] 4 . 1  f a j s f i d d l e [ ]  f a k e y [ ]  f a k e y b o a r d o [ ]  f a k r w [ ] 4 . 1  f a l a n g u a g e [ ]  f a l a p t o p [ ] 4 . 2  f a l a s t f m [ ] 4 . 2  f a l a s t f m s q u a r e [ ]  f a l e a f [ ] 4 . 3  f a l e a n p u b [ ]  f a l e g a l ( a l i a s ) [ ]  f a l e m o n o [ ]  f a l e v e l d o w n [ ]  f a l e v e l u p [ ] 4 . 1  f a l i f e b o u y ( a l i a s ) [ ] 4 . 1  f a l i f e b u o y ( a l i a s ) [ ] 4 . 1  f a l i f e r i n g [ ] 4 . 1  f a l i f e s a v e r ( a l i a s ) [ ]  f a l i g h t b u l b o [ ] 4 . 2  f a l i n e c h a r t [ ]  f a l i n k [ ]  f a l i n k e d i n [ ]  f a l i n k e d i n s q u a r e [ ] 4 . 7  f a l i n o d e [ ]  f a l i n u x [ ]  f a l i s t [ ]  f a l i s t a l t [ ]  f a l i s t o l [ ]  f a l i s t u l [ ]  f a l o c a t i o n a r r o w [ ]  f a l o c k [ ]  f a l o n g a r r o w d o w n [ ]  f a l o n g a r r o w l e f t [ ]  f a l o n g a r r o w r i g h t [ ]  f a l o n g a r r o w u p [ ] 4 . 6  f a l o w v i s i o n [ ]  f a m a g i c [ ]  f a m a g n e t [ ]  f a m a i l f o r w a r d ( a l i a s ) [ ]  f a m a i l r e p l y ( a l i a s ) [ ]  f a m a i l r e p l y a l l ( a l i a s ) [ ]  f a m a l e [ ] 4 . 4  f a m a p [ ]  f a m a p m a r k e r [ ] 4 . 4  f a m a p o [ ] 4 . 4  f a m a p p i n [ ] 4 . 4  f a m a p s i g n s [ ] 4 . 3  f a m a r s [ ] 4 . 3  f a m a r s d o u b l e [ ] 4 . 3  f a m a r s s t r o k e [ ] 4 . 3  f a m a r s s t r o k e h [ ] 4 . 3  f a m a r s s t r o k e v [ ]  f a m a x c d n [ ] 4 . 2  f a m e a n p a t h [ ] 4 . 3  f a m e d i u m [ ]  f a m e d k i t [ ] 4 . 7  f a m e e t u p [ ]  f a m e h o [ ] 4 . 3  f a m e r c u r y [ ] 4 . 7  f a m i c r o c h i p [ ]  f a m i c r o p h o n e [ ]  f a m i c r o p h o n e s l a s h [ ]  f a m i n u s [ ]  f a m i n u s c i r c l e [ ]  f a m i n u s s q u a r e [ ]  f a m i n u s s q u a r e o [ ] 4 . 5  f a m i x c l o u d [ ]  f a m o b i l e [ ]  f a m o b i l e p h o n e ( a l i a s ) [ ] 4 . 5  f a m o d x [ ]  f a m o n e y [ ]  f a m o o n o [ ] 4 . 1  f a m o r t a r b o a r d ( a l i a s ) [ ] 4 . 3  f a m o t o r c y c l e [ ] 4 . 4  f a m o u s e p o i n t e r [ ]  f a m u s i c [ ]  f a n a v i c o n ( a l i a s ) [ ] 4 . 3  f a n e u t e r [ ] 4 . 2  f a n e w s p a p e r o [ ] 4 . 4  f a o b j e c t g r o u p [ ] 4 . 4  f a o b j e c t u n g r o u p [ ] 4 . 4  f a o d n o k l a s s n i k i [ ] 4 . 4  f a o d n o k l a s s n i k i s q u a r e [ ] 4 . 4  f a o p e n c a r t [ ] 4 . 1  f a o p e n i d [ ] 4 . 4  f a o p e r a [ ] 4 . 4  f a o p t i n m o n s t e r [ ]  f a o u t d e n t [ ] 4 . 0  f a p a g e l i n e s [ ] 4 . 2  f a p a i n t b r u s h [ ] 4 . 1  f a p a p e r p l a n e [ ] 4 . 1  f a p a p e r p l a n e o [ ]  f a p a p e r c l i p [ ] 4 . 1  f a p a r a g r a p h [ ]  f a p a s t e ( a l i a s ) [ ]  f a p a u s e [ ] 4 . 5  f a p a u s e c i r c l e [ ] 4 . 5  f a p a u s e c i r c l e o [ ] 4 . 1  f a p a w [ ] 4 . 2  f a p a y p a l [ ]  f a p e n c i l [ ]  f a p e n c i l s q u a r e [ ]  f a p e n c i l s q u a r e o [ ] 4 . 5  f a p e r c e n t [ ]  f a p h o n e [ ]  f a p h o n e s q u a r e [ ]  f a p h o t o ( a l i a s ) [ ]  f a p i c t u r e o [ ] 4 . 2  f a p i e c h a r t [ ] 4 . 6  f a p i e d p i p e r [ ] 4 . 1  f a p i e d p i p e r a l t [ ] 4 . 1  f a p i e d p i p e r p p [ ]  f a p i n t e r e s t [ ] 4 . 3  f a p i n t e r e s t p [ ]  f a p i n t e r e s t s q u a r e [ ]  f a p l a n e [ ]  f a p l a y [ ]  f a p l a y c i r c l e [ ]  f a p l a y c i r c l e o [ ] 4 . 2  f a p l u g [ ]  f a p l u s [ ]  f a p l u s c i r c l e [ ]  f a p l u s s q u a r e [ ] 4 . 0  f a p l u s s q u a r e o [ ] 4 . 7  f a p o d c a s t [ ]  f a p o w e r o f f [ ]  f a p r i n t [ ] 4 . 5  f a p r o d u c t h u n t [ ]  f a p u z z l e p i e c e [ ] 4 . 1  f a q q [ ]  f a q r c o d e [ ]  f a q u e s t i o n [ ]  f a q u e s t i o n c i r c l e [ ] 4 . 6  f a q u e s t i o n c i r c l e o [ ] 4 . 7  f a q u o r a [ ]  f a q u o t e l e f t [ ]  f a q u o t e r i g h t [ ] 4 . 1  f a r a ( a l i a s ) [ ]  f a r a n d o m [ ] 4 . 7  f a r a v e l r y [ ] 4 . 1  f a r e b e l [ ] 4 . 1  f a r e c y c l e [ ] 4 . 1  f a r e d d i t [ ] 4 . 5  f a r e d d i t a l i e n [ ] 4 . 1  f a r e d d i t s q u a r e [ ]  f a r e f r e s h [ ] 4 . 4  f a r e g i s t e r e d [ ]  f a r e m o v e ( a l i a s ) [ ]  f a r e n r e n [ ]  f a r e o r d e r ( a l i a s ) [ ]  f a r e p e a t [ ]  f a r e p l y [ ]  f a r e p l y a l l [ ] 4 . 1  f a r e s i s t a n c e ( a l i a s ) [ ]  f a r e t w e e t [ ]  f a r m b ( a l i a s ) [ ]  f a r o a d [ ]  f a r o c k e t [ ]  f a r o t a t e l e f t ( a l i a s ) [ ]  f a r o t a t e r i g h t ( a l i a s ) [ ] 4 . 0  f a r o u b l e ( a l i a s ) [ ]  f a r s s [ ]  f a r s s s q u a r e [ ] 4 . 0  f a r u b [ ] 4 . 0  f a r u b l e ( a l i a s ) [ ]  f a r u p e e ( a l i a s ) [ ] 4 . 7  f a s 1 5 ( a l i a s ) [ ] 4 . 4  f a s a f a r i [ ]  f a s a v e ( a l i a s ) [ ]  f a s c i s s o r s [ ] 4 . 5  f a s c r i b d [ ]  f a s e a r c h [ ]  f a s e a r c h m i n u s [ ]  f a s e a r c h p l u s [ ] 4 . 3  f a s e l l s y [ ] 4 . 1  f a s e n d ( a l i a s ) [ ] 4 . 1  f a s e n d o ( a l i a s ) [ ] 4 . 3  f a s e r v e r [ ]  f a s h a r e [ ] 4 . 1  f a s h a r e a l t [ ] 4 . 1  f a s h a r e a l t s q u a r e [ ]  f a s h a r e s q u a r e [ ]  f a s h a r e s q u a r e o [ ] 4 . 2  f a s h e k e l ( a l i a s ) [ ] 4 . 2  f a s h e q e l ( a l i a s ) [ ]  f a s h i e l d [ ] 4 . 3  f a s h i p [ ] 4 . 3  f a s h i r t s i n b u l k [ ] 4 . 5  f a s h o p p i n g b a g [ ] 4 . 5  f a s h o p p i n g b a s k e t [ ]  f a s h o p p i n g c a r t [ ] 4 . 7  f a s h o w e r [ ]  f a s i g n i n [ ] 4 . 6  f a s i g n l a n g u a g e [ ]  f a s i g n o u t [ ]  f a s i g n a l [ ] 4 . 6  f a s i g n i n g ( a l i a s ) [ ] 4 . 3  f a s i m p l y b u i l t [ ]  f a s i t e m a p [ ] 4 . 3  f a s k y a t l a s [ ]  f a s k y p e [ ] 4 . 1  f a s l a c k [ ] 4 . 1  f a s l i d e r s [ ] 4 . 2  f a s l i d e s h a r e [ ]  f a s m i l e o [ ] 4 . 6  f a s n a p c h a t [ ] 4 . 6  f a s n a p c h a t g h o s t [ ] 4 . 6  f a s n a p c h a t s q u a r e [ ] 4 . 7  f a s n o w f l a k e o [ ] 4 . 2  f a s o c c e r b a l l o ( a l i a s ) [ ]  f a s o r t [ ]  f a s o r t a l p h a a s c [ ]  f a s o r t a l p h a d e s c [ ]  f a s o r t a m o u n t a s c [ ]  f a s o r t a m o u n t d e s c [ ]  f a s o r t a s c [ ]  f a s o r t d e s c [ ]  f a s o r t d o w n ( a l i a s ) [ ]  f a s o r t n u m e r i c a s c [ ]  f a s o r t n u m e r i c d e s c [ ]  f a s o r t u p ( a l i a s ) [ ] 4 . 1  f a s o u n d c l o u d [ ] 4 . 1  f a s p a c e s h u t t l e [ ]  f a s p i n n e r [ ] 4 . 1  f a s p o o n [ ] 4 . 1  f a s p o t i f y [ ]  f a s q u a r e [ ]  f a s q u a r e o [ ] 4 . 0  f a s t a c k e x c h a n g e [ ]  f a s t a c k o v e r f l o w [ ]  f a s t a r [ ]  f a s t a r h a l f [ ]  f a s t a r h a l f e m p t y ( a l i a s ) [ ]  f a s t a r h a l f f u l l ( a l i a s ) [ ]  f a s t a r h a l f o [ ]  f a s t a r o [ ] 4 . 1  f a s t e a m [ ] 4 . 1  f a s t e a m s q u a r e [ ]  f a s t e p b a c k w a r d [ ]  f a s t e p f o r w a r d [ ]  f a s t e t h o s c o p e [ ] 4 . 4  f a s t i c k y n o t e [ ] 4 . 4  f a s t i c k y n o t e o [ ]  f a s t o p [ ] 4 . 5  f a s t o p c i r c l e [ ] 4 . 5  f a s t o p c i r c l e o [ ] 4 . 3  f a s t r e e t v i e w [ ]  f a s t r i k e t h r o u g h [ ] 4 . 1  f a s t u m b l e u p o n [ ] 4 . 1  f a s t u m b l e u p o n c i r c l e [ ]  f a s u b s c r i p t [ ] 4 . 3  f a s u b w a y [ ]  f a s u i t c a s e [ ]  f a s u n o [ ] 4 . 7  f a s u p e r p o w e r s [ ]  f a s u p e r s c r i p t [ ] 4 . 1  f a s u p p o r t ( a l i a s ) [ ]  f a t a b l e [ ]  f a t a b l e t [ ]  f a t a c h o m e t e r [ ]  f a t a g [ ]  f a t a g s [ ]  f a t a s k s [ ] 4 . 1  f a t a x i [ ] 4 . 7  f a t e l e g r a m [ ] 4 . 4  f a t e l e v i s i o n [ ] 4 . 1  f a t e n c e n t w e i b o [ ]  f a t e r m i n a l [ ]  f a t e x t h e i g h t [ ]  f a t e x t w i d t h [ ]  f a t h [ ]  f a t h l a r g e [ ]  f a t h l i s t [ ] 4 . 6  f a t h e m e i s l e [ ] 4 . 7  f a t h e r m o m e t e r ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r 0 ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r 1 ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r 2 ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r 3 ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r 4 ( a l i a s ) [ ] 4 . 7  f a t h e r m o m e t e r e m p t y [ ] 4 . 7  f a t h e r m o m e t e r f u l l [ ] 4 . 7  f a t h e r m o m e t e r h a l f [ ] 4 . 7  f a t h e r m o m e t e r q u a r t e r [ ] 4 . 7  f a t h e r m o m e t e r t h r e e q u a r t e r s [ ]  f a t h u m b t a c k [ ]  f a t h u m b s d o w n [ ]  f a t h u m b s o d o w n [ ]  f a t h u m b s o u p [ ]  f a t h u m b s u p [ ]  f a t i c k e t [ ]  f a t i m e s [ ]  f a t i m e s c i r c l e [ ]  f a t i m e s c i r c l e o [ ] 4 . 7  f a t i m e s r e c t a n g l e ( a l i a s ) [ ] 4 . 7  f a t i m e s r e c t a n g l e o ( a l i a s ) [ ]  f a t i n t [ ]  f a t o g g l e d o w n ( a l i a s ) [ ] 4 . 0  f a t o g g l e l e f t ( a l i a s ) [ ] 4 . 2  f a t o g g l e o f f [ ] 4 . 2  f a t o g g l e o n [ ]  f a t o g g l e r i g h t ( a l i a s ) [ ]  f a t o g g l e u p ( a l i a s ) [ ] 4 . 4  f a t r a d e m a r k [ ] 4 . 3  f a t r a i n [ ] 4 . 3  f a t r a n s g e n d e r [ ] 4 . 3  f a t r a n s g e n d e r a l t [ ] 4 . 2  f a t r a s h [ ]  f a t r a s h o [ ] 4 . 1  f a t r e e [ ]  f a t r e l l o [ ] 4 . 4  f a t r i p a d v i s o r [ ]  f a t r o p h y [ ]  f a t r u c k [ ] 4 . 0  f a t r y [ ] 4 . 2  f a t t y [ ]  f a t u m b l r [ ]  f a t u m b l r s q u a r e [ ] 4 . 0  f a t u r k i s h l i r a ( a l i a s ) [ ] 4 . 4  f a t v ( a l i a s ) [ ] 4 . 2  f a t w i t c h [ ]  f a t w i t t e r [ ]  f a t w i t t e r s q u a r e [ ]  f a u m b r e l l a [ ]  f a u n d e r l i n e [ ]  f a u n d o [ ] 4 . 6  f a u n i v e r s a l a c c e s s [ ] 4 . 1  f a u n i v e r s i t y [ ]  f a u n l i n k ( a l i a s ) [ ]  f a u n l o c k [ ]  f a u n l o c k a l t [ ]  f a u n s o r t e d ( a l i a s ) [ ]  f a u p l o a d [ ] 4 . 5  f a u s b [ ]  f a u s d [ ]  f a u s e r [ ] 4 . 7  f a u s e r c i r c l e [ ] 4 . 7  f a u s e r c i r c l e o [ ]  f a u s e r m d [ ] 4 . 7  f a u s e r o [ ] 4 . 3  f a u s e r p l u s [ ] 4 . 3  f a u s e r s e c r e t [ ] 4 . 3  f a u s e r t i m e s [ ]  f a u s e r s [ ] 4 . 7  f a v c a r d ( a l i a s ) [ ] 4 . 7  f a v c a r d o ( a l i a s ) [ ] 4 . 3  f a v e n u s [ ] 4 . 3  f a v e n u s d o u b l e [ ] 4 . 3  f a v e n u s m a r s [ ] 4 . 3  f a v i a c o i n [ ] 4 . 6  f a v i a d e o [ ] 4 . 6  f a v i a d e o s q u a r e [ ]  f a v i d e o c a m e r a [ ] 4 . 4  f a v i m e o [ ] 4 . 0  f a v i m e o s q u a r e [ ] 4 . 1  f a v i n e [ ]  f a v k [ ] 4 . 6  f a v o l u m e c o n t r o l p h o n e [ ]  f a v o l u m e d o w n [ ]  f a v o l u m e o f f [ ]  f a v o l u m e u p [ ]  f a w a r n i n g ( a l i a s ) [ ] 4 . 1  f a w e c h a t ( a l i a s ) [ ]  f a w e i b o [ ] 4 . 1  f a w e i x i n [ ] 4 . 3  f a w h a t s a p p [ ] 4 . 0  f a w h e e l c h a i r [ ] 4 . 6  f a w h e e l c h a i r a l t [ ] 4 . 2  f a w i f i [ ] 4 . 4  f a w i k i p e d i a w [ ] 4 . 7  f a w i n d o w c l o s e [ ] 4 . 7  f a w i n d o w c l o s e o [ ] 4 . 7  f a w i n d o w m a x i m i z e [ ] 4 . 7  f a w i n d o w m i n i m i z e [ ] 4 . 7  f a w i n d o w r e s t o r e [ ]  f a w i n d o w s [ ]  f a w o n ( a l i a s ) [ ] 4 . 1  f a w o r d p r e s s [ ] 4 . 6  f a w p b e g i n n e r [ ] 4 . 7  f a w p e x p l o r e r [ ] 4 . 6  f a w p f o r m s [ ]  f a w r e n c h [ ]  f a x i n g [ ]  f a x i n g s q u a r e [ ] 4 . 4  f a y c o m b i n a t o r [ ] 4 . 1  f a y c o m b i n a t o r s q u a r e ( a l i a s ) [ ] 4 . 1  f a y a h o o [ ] 4 . 4  f a y c ( a l i a s ) [ ] 4 . 1  f a y c s q u a r e ( a l i a s ) [ ] 4 . 2  f a y e l p [ ]  f a y e n ( a l i a s ) [ ] 4 . 6  f a y o a s t [ ]  f a y o u t u b e [ ]  f a y o u t u b e p l a y [ ]  f a y o u t u b e s q u a r e [ ] F o n t A w e s o m e 4 . 7 . 0 · C r e a t e d b y F o n t A w e s o m e F o n t A w e s o m e l i c e n s e d u n d e r S I L O F L 1 . 1 · C o d e l i c e n s e d u n d e r M I T L i c e n s e · D o c u m e n t a t i o n l i c e n s e d u n d e r C C B Y 3 . 0 T h a n k s t o M a x C D N f o r p r o v i d i n g t h e e x c e l l e n t B o o t s t r a p C D N f o r F o n t A w e s o m e G i t H u b P r o j e c t · I s s u e s · O l d 3 . 2 . 1 D o c s F o n t A w e s o m e 5 R e l e a s e d ! M o r e I c o n s G e t 1 5 3 5 i c o n s r i g h t n o w w i t h F A F r e e , p l u s a n o t h e r 7 0 2 0 i c o n s w i t h P r o , w h i c h a l s o g e t s y o u a n o t h e r 5 3 i c o n c a t e g o r y p a c k s a s w e f i n i s h t h e m ! A l l N e w S V G O u r a l l n e w S V G w i t h J a v a S c r i p t g i v e s y o u a l l t h e p o w e r o f S V G w i t h o u t t h e u s u a l h a s s l e . T o n s M o r e L i g a t u r e s f o r e a s i e r d e s k t o p u s e , s h i m f o r q u i c k u p g r a d e s f r o m 4 , a n d m o r e s t y l e s , i c o n s , a n d t o o l s w i t h F A P r o . F o n t A w e s o m e 5  

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