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u p = ” r e t u r n s e a r c h M e n u I t e m s ( 1 0 8 5 ) ; ” / >
/ d i v >
/ d i v >
/ d i v >

d i v i d = ” m e n u _ l i s t ” c l a s s = ” m e n u C o n t a i n b o r d e r b o x ” >
d i v i d = ” l o a d i n g i m g _ v e g n o n v e g _ i t e m s ” s t y l e = ” d i s p l a y : n o n e ; ” > / d i v >

d i v c l a s s = ” m e n u S r c h T o p ” >
d i v i d = ” I n d i v _ I t e m s ” >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ A p p e t i z e r ” n a m e = ” c a t n a m e _ A p p e t i z e r ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
A p p e t i z e r
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 6 9 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 F r e n c h F r i e s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 6 9 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 1 S p r i n g R o l l / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 2 P o r k E g g R o l l / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 . 3 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 2 a S h r i m p R o l l / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 . 3 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 3 F r i e d W o n t o n ( 1 2 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 4 F r i e d D u m p l i n g ( 8 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 4 a S t e a m e d D u m p l i n g ( 8 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 0 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 5 C r a b R a n g o o n ( 8 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 1 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 6 B o n e l e s s R i b s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 1 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 7 P a n F r i e d W o n t o n w i t h G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 2 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 8 F a n t a i l S h r i m p ( 4 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 2 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 9 S h r i m p T o a s t ( 6 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 2 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 0 T e r i y a k i B e e f ( 4 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 2 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 1 T e r i y a k i C h i c k e n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 2 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 2 P u P u P l a t t e r / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 3 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 3 S u g a r D o n u t s ( 1 0 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 3 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 4 B a r – B – Q S p a r e R i b s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 5 0
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ S o u p w i t h C r i s p y N o o d l e s ” n a m e = ” c a t n a m e _ S o u p w i t h C r i s p y N o o d l e s ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
S o u p w i t h C r i s p y N o o d l e s
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 3 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 W o n t o n S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 4 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 E g g D r o p S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 4 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 W o n t o n E g g D r o p S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 . 6 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 4 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 C h i c k e n N o o d l e S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 4 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 a C h i c k e n R i c e S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 4 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 V e g e t a b l e S o u p / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 5 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 H o t a n d S o u r S o u p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 5 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 H o u s e S p e c i a l S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 5 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 S e a f o o d S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 5 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 C h i c k e n a n d S w e e t C o r n S o u p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ F r i e d R i c e ” n a m e = ” c a t n a m e _ F r i e d R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
F r i e d R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 6 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 5 R o a s t P o r k F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 6 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 6 C h i c k e n F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 6 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 7 S h r i m p F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 7 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 8 V e g e t a b l e F r i e d R i c e / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 2 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 7 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 2 9 P l a i n F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 . 2 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 7 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 0 H o u s e S p e c i a l F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 1 B e e f F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 8 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 2 L o b s t e r F r i e d R i c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ L o M e i n ( S o f t N o o d l e s ) ” n a m e = ” c a t n a m e _ L o M e i n ( S o f t N o o d l e s ) ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
L o M e i n ( S o f t N o o d l e s )
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 9 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 3 R o a s t P o r k L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 7 9 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 3 C h i c k e n L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 0 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 4 B e e f L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 0 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 4 S h r i m p L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 0 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 5 V e g e t a b l e L o M e i n / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 0 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 6 H o u s e S p e c i a l L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 1 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 7 L o b s t e r L o M e i n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 1 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 8 S z e c h u a n L o M e i n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ R i c e N o o d l e ( V e r m i c e l l i ) ” n a m e = ” c a t n a m e _ R i c e N o o d l e ( V e r m i c e l l i ) ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
R i c e N o o d l e ( V e r m i c e l l i )
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 1 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 9 S h r i m p R i c e N o o d l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 3 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 3 9 a B e e f R i c e N o o d l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 3 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 0 C h i c k e n R i c e N o o d l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 3 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 0 a P o r k R i c e N o o d l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 3 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 1 S i n g a p o r e R i c e N o o d l e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 7 5
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ C h o w M e i n ” n a m e = ” c a t n a m e _ C h o w M e i n ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
C h o w M e i n
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 4 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 2 C h i c k e n C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 5 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 2 P o r k C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 5 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 3 V e g e t a b l e C h o w M e i n / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 6 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 4 B e e f C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 6 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 4 S h r i m p C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 6 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 5 H o u s e S p e c i a l C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 7 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 6 L o b s t e r C h o w M e i n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h c r i s p y n o o d l e s a n d w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 2 5
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ S w e e t &a m p ; S o u r w . W h i t e R i c e ” n a m e = ” c a t n a m e _ S w e e t &a m p ; S o u r w . W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
S w e e t &a m p ; S o u r w . W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 8 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 7 S w e e t a n d S o u r C h i c k e n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 9 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 8 S w e e t a n d S o u r P o r k / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 9 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 4 9 S w e e t a n d S o u r S h r i m p / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 8 9 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 0 H o u s e S p e c i a l S w e e t a n d S o u r ( Q u a r t ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ P o u l t r y w i t h W h i t e R i c e ” n a m e = ” c a t n a m e _ P o u l t r y w i t h W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
P o u l t r y w i t h W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 1 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 1 S p i c y M a l a C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 1 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 2 H u n a n C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 2 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 3 C h i c k e n w i t h B r o c c o l i i n G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 2 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 4 C u r r y C h i c k e n w i t h O n i o n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 3 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 5 S z e c h u a n F l a v o r e d C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 3 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 6 K u n g P a o C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 3 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 7 C h i c k e n w i t h B r o c c o l i / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 4 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 8 M o o G o o G a i P a n / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 4 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 5 9 C h i c k e n w i t h S n o w P e a s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 5 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 0 C h i c k e n w i t h C a s h e w N u t s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 5 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 1 M o o S h u C h i c k e n ( w i t h 5 P a n c a k e s ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > Q u a r t . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 5 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 2 C h i c k e n w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ P o r k w i t h W h i t e R i c e ” n a m e = ” c a t n a m e _ P o r k w i t h W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
P o r k w i t h W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 6 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 3 S p i c y M a l a P o r k / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 6 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 4 P o r k w i t h G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 7 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 5 D o u b l e C o o k e d P o r k / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 7 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 6 R o a s t P o r k w i t h B r o c c o l i / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 7 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 7 R o a s t P o r k w i t h C h i n e s e V e g / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 8 9 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 8 R o a s t P o r k w i t h S n o w P e a s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 0 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 6 9 M o o S h u P o r k ( w i t h 5 P a n c a k e s ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > Q u a r t . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 0 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 0 P o r k w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ S p e c i a l F a m i l y D i n n e r ” n a m e = ” c a t n a m e _ S p e c i a l F a m i l y D i n n e r ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
S p e c i a l F a m i l y D i n n e r
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 3 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S p e c i a l F a m i l y D i n n e r N o . 1 / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > F o r 2 p e o p l e . 2 C h o i c e s o f e n t r e e s w i t h 1 s o u p . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 7 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 5 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S p e c i a l F a m i l y D i n n e r N o . 2 / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > F o r 3 p e o p l e . 3 C h o i c e s o f e n t r e e s a n d 2 s o u p s . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 2 3 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 6 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S p e c i a l F a m i l y D i n n e r N o . 3 / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > F o r 4 p e o p l e . 4 C h o i c e s o f e n t r e e s a n d 3 s o u p s . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 3 0 . 5 0
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ B e e f w i t h W h i t e R i c e ” n a m e = ” c a t n a m e _ B e e f w i t h W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
B e e f w i t h W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 1 S p i c y M a l a B e e f / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 8 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 2 H u n a n B e e f / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 8 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 3 H o t a n d S p i c y B e e f / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 8 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 4 S z e c h u a n F l a v o r e d B e e f / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 8 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 5 B e e f w i t h B r o c c o l i i n G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 9 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 6 B e e f w i t h B r o c c o l i / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 9 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 7 P e p p e r S t e a k / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 0 9 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 8 B e e f w i t h C h i n e s e V e g e t a b l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 3 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 7 9 B e e f w i t h M u s h r o o m s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 3 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 0 M o n g o l i a n B e e f ( Q u a r t ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 3 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 1 B e e f w i t h S n o w P e a s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 4 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 2 M o o S h u B e e f ( w i t h 5 P a n c a k e s ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > Q u a r t . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 4 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 3 B e e f w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 0
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ E g g F o o Y o u n g ” n a m e = ” c a t n a m e _ E g g F o o Y o u n g ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
E g g F o o Y o u n g
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 5 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 4 V e g e t a b l e E g g F o o Y o u n g / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 6 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 5 R o a s t P o r k E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 6 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 6 C h i c k e n E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 6 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 7 S h r i m p E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 6 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 8 B e e f E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 6 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 8 9 H o u s e S p e c i a l E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 1 7 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 0 L o b s t e r E g g F o o Y o u n g / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e a n d g r a v y . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 7 5
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ H e a l t h y E a t i n g s ” n a m e = ” c a t n a m e _ H e a l t h y E a t i n g s ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
H e a l t h y E a t i n g s
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 0 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > H 1 M i x e d V e g e t a b l e / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d s t e a m e d w i t h w h i t e r i c e a n d s p i c y b r o w n s a u c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 0 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > H 2 C h i c k e n w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d s t e a m e d w i t h w h i t e r i c e a n d s p i c y b r o w n s a u c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 1 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > H 3 S h r i m p w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d s t e a m e d w i t h w h i t e r i c e a n d s p i c y b r o w n s a u c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 1 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > H 4 S c a l l o p , S h r i m p a n d C h i c k e n w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d s t e a m e d w i t h w h i t e r i c e a n d s p i c y b r o w n s a u c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ S e a f o o d w i t h W h i t e R i c e ” n a m e = ” c a t n a m e _ S e a f o o d w i t h W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
S e a f o o d w i t h W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 2 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 1 S p i c y M a l a S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 2 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 2 S h r i m p w i t h G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 2 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 3 H u n a n S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 3 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 4 H o t a n d S p i c y B a b y S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 3 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 5 S z e c h u a n F l a v o r e d S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 3 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 6 S h r i m p w i t h L o b s t e r S a u c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 3 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 7 S h r i m p w i t h B r o c c o l i / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 3 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 8 S h r i m p w i t h S n o w P e a s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 4 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 9 9 S h r i m p w i t h M u s h r o o m s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 4 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 0 S h r i m p w i t h C a s h e w N u t s / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 4 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 1 S h r i m p w i t h B l a c k B e a n S a u c e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 5 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 2 M o o S h u S h r i m p ( w i t h 5 P a n c a k e s ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > Q u a r t . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 9 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 5 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 3 S h r i m p w i t h M i x e d V e g e t a b l e / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 8 5
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ V e g e t a b l e w i t h W h i t e R i c e ” n a m e = ” c a t n a m e _ V e g e t a b l e w i t h W h i t e R i c e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
V e g e t a b l e w i t h W h i t e R i c e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 6 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 4 M i x e d V e g e t a b l e T r a y / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 6 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 5 S a u t e e d B r o c c o l i / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 7 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 6 M o o S h u V e g e t a b l e ( w i t h 5 P a n c a k e s ) / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 7 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 7 H o m e S t y l e B e a n C u r d / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 7 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 8 B r o c c o l i i n G a r l i c S a u c e / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / > &n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 2 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > 1 0 9 S z e c h u a n B e a n C u r d / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / > &n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ C h e f ‘ s S p e c i a l D e l u x e ” n a m e = ” c a t n a m e _ C h e f ‘ s S p e c i a l D e l u x e ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
C h e f ‘ s S p e c i a l D e l u x e
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 1 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 B o u r b o n C h i c k e n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 1 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 2 G e n e r a l T s o ‘ s C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 3 S e s a m e C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 4 O r a n g e C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 5 S e s a m e S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 5 a S e s a m e B e e f / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 6 D r a g o n a n d P h o e n i x / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 1 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 7 H o t a n d S p i c y J u m b o S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 8 S c a l l o p a n d S h r i m p i n G a r l i c S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 1 . 5 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 9 B e e f a n d S h r i m p i n H u n a n S a u c e / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 1 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 0 K o n g P o C h i c k e n a n d S h r i m p / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 5 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 2 T r i p l e D e l i g h t / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 1 . 0 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 6 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 3 F o u r S e a s o n s / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 1 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 6 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 4 H a p p y F a m i l y / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 3 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 6 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 5 S e a f o o d D e l i g h t / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 3 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 7 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 6 S c a l l o p a n d B e e f / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 2 . 2 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 7 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 1 9 S e a f o o d P a n F r i e d N o o d l e s / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 3 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 7 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 2 0 L e m o n C h i c k e n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 7 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 2 1 B l a c k P e p p e r C h i c k e n / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 2 2 H o n e y C h i c k e n / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 3 8 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > S 2 3 M o n g o l i a n P o r k / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h w h i t e r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 0 . 2 5
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ C o m b i n a t i o n P l a t t e r ” n a m e = ” c a t n a m e _ C o m b i n a t i o n P l a t t e r ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
C o m b i n a t i o n P l a t t e r
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 3 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 C h i c k e n C h o w M e i n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 M o o G o o G a i P a n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 S w e e t a n d S o u r C h i c k e n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 a S w e e t a n d S o u r P o r k ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 4 C h i c k e n w i t h M i x e d V e g e t a b l e ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 5 S h r e d d e d C h i c k e n w i t h G a r l i c S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 6 C h i c k e n w i t h B r o c c o l i i n G a r l i c S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 7 S p i c y M a l a C h i c k e n ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 8 G e n e r a l T s o ‘ s C h i c k e n ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 9 B o u r b o n C h i c k e n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 0 H o n e y C h i c k e n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 1 R o a s t P o r k L o M e i n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 1 a C h i c k e n L o M e i n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 2 R o a s t P o r k E g g F o o Y o u n g ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 3 R o a s t P o r k w i t h C h i n e s e V e g e t a b l e ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 4 B o n e l e s s S p a r e R i b s ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 5 S p i c y M a l a P o r k ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 6 P o r k w i t h G a r l i c S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 7 D o u b l e C o o k e d P o r k ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 8 S h r i m p C h o w M e i n ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 1 9 S h r i m p w i t h L o b s t e r S a u c e ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 0 S h r i m p w i t h M i x e d V e g e t a b l e ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 1 S h r i m p w i t h C a s h e w N u t s ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 2 H o t a n d S p i c y S h r i m p ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 3 S p i c y M a l a S h r i m p ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 4 B e e f w i t h B r o c c o l i ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 5 P e p p e r S t e a k ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 7 H o t a n d S p i c y B e e f ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 8 S p i c y M a l a B e e f ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 2 9 H u n a n B e e f ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 8 . 6 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 0 T r i p l e D e l i g h t ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 1 S h r i m p a n d S c a l l o p i n G a r l i c S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 1 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 2 B e e f a n d S h r i m p i n H u n a n S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 9 . 1 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 3 V e g e t a b l e E g g F o o Y o u n g ( C o m b o P l a t t e r ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 4 M i x e d V e g e t a b l e T r a y ( C o m b o P l a t t e r ) / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 7 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C 3 5 B r o c c o l i i n G a r l i c S a u c e ( C o m b o P l a t t e r ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h e g g r o l l a n d p o r k f r i e d r i c e . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 7 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ H o u s e S p e c i a l ” n a m e = ” c a t n a m e _ H o u s e S p e c i a l ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
H o u s e S p e c i a l
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 2 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > F r i e d W i n g ( 4 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 2 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 3 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > F r i e d S h r i m p ( 1 5 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 9 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 3 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > F r i e d S c a l l o p ( 1 0 ) / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 9 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C r a b S t i c k / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 7 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C h i c k e n N u g g e t / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 4 . 7 0
/ s p a n >
/ s p a n >
/ a >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” d i n n e r ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ B e v e r a g e s ” n a m e = ” c a t n a m e _ B e v e r a g e s ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
B e v e r a g e s
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > C a n o f S o d a / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 . 0 0
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x d i n n e r m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 9 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > I c e d T e a / b >

/ s p a n >
/ d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 1 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
d i v c l a s s = ” c a t e g o r y C o n t a i n ” s t y l e = ” d i s p l a y : n o n e ; ” d a t a – v e r s i o n = ” l u n c h ” >
a c l a s s = ” m e n u s _ d e t a i l s L i n k ” i d = ” c a t n a m e _ L u n c h S p e c i a l s ” n a m e = ” c a t n a m e _ L u n c h S p e c i a l s ” > / a >
d i v c l a s s = ” a c c o r d i o n ” >
h 1 >
s p a n c l a s s = ” d e t a i l s G r e e n b g b o r d e r b o x ” >
L u n c h S p e c i a l s
/ s p a n >
/ h 1 >

d i v c l a s s = ” n e w ” >
d i v c l a s s = ” d e t a i l s M i d d l e 1 C o n t a i n ” >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 2 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 R o a s t P o r k C h o w M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 3 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 a C h i c k e n C h o w M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 3 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 C h i c k e n w i t h B r o c c o l i ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 4 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 M o o G o o G a i P a n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 5 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 4 S w e e t a n d S o u r C h i c k e n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 6 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 4 a S w e e t a n d S o u r P o r k ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 6 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 5 S p i c y M a l a C h i c k e n ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 6 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 6 C h i c k e n w i t h B r o c c o l i i n G a r l i c S a u c e ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 7 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 7 S z e c h u a n C h i c k e n ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 8 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 8 H u n a n C h i c k e n ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 8 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 9 C u r r y C h i c k e n w i t h O n i o n ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 5 9 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 0 G e n e r a l T s o ‘ s C h i c k e n ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 0 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 1 S e s a m e C h i c k e n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 1 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 2 B o u r b o n C h i c k e n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 1 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 3 H o n e y C h i c k e n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 1 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 4 R o a s t P o r k L o M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 1 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 4 a C h i c k e n L o M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 2 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 5 R o a s t P o r k w i t h C h i n e s e V e g e t a b l e ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 2 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 6 R o a s t P o r k E g g F o o Y o u n g ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 3 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 7 B o n e l e s s S p a r e R i b s ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 5 0
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 3 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 8 D o u b l e C o o k e d P o r k ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 1 9 S p i c y M a l a P o r k ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 4 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 0 P o r k i n G a r l i c S a u c e ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 4 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 1 B e e f C h o w M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 4 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 1 a S h r i m p C h o w M e i n ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 0 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 2 S h r i m p w i t h L o b s t e r S a u c e ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 3 S h r i m p w i t h M i x e d V e g e t a b l e ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 5 7 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 4 S h r i m p w i t h S t r i n g B e a n s ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 1 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 5 H o t a n d S p i c y S h r i m p ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 3 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 6 S p i c y M a l a S h r i m p ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 7 B e e f w i t h B r o c c o l i ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 8 P e p p e r S t e a k ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 6 9 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 2 9 B e e f w i t h M i x e d V e g e t a b l e ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 0 B e e f w i t h S t r i n g B e a n s ( L u n c h ) / b >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 5 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 1 H o t a n d S p i c y B e e f ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 6 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 2 S p i c y M a l a B e e f ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 6 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 7 8 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 3 M i x e d V e g e t a b l e T r a y ( L u n c h ) / b >
i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / v e g m e n u . p n g ” a l t = ” ” t i t l e = ” ” c l a s s = ” l e a f ” / >
/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
a c l a s s = ” d e t a i l s M i d d l e 1 C o n t G r e e n b o r d e r b o x l u n c h m e n u b g 1 ” o n c l i c k = ” m e n u O r d e r ( 6 9 6 8 2 , 1 0 8 5 , ‘ A f t e r ‘ ) ” h r e f = ” # o r d e r p o p ” d a t a – t o g g l e = ” m o d a l ” >
d i v c l a s s = ” d e t a i l s M i d F i r s t R e d ” >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d d e t a i l L i n e ” >
b c l a s s = ” l e a f ” > L 3 5 B r o c c o l i i n G a r l i c S a u c e ( L u n c h ) / b >
&n b s p ; i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / s p i c y . p n g ” a l t = ” S p i c y D i s h ” t i t l e = ” S p i c y D i s h ” c l a s s = ” l e a f ” / >

/ s p a n >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d ” > S e r v e d w i t h p o r k f r i e d r i c e o r w h i t e r i c e . I n c l u d e s f r e e s o u p o r s o d a . / s p a n > / d i v >
s p a n c l a s s = ” d e t a i l s M i d F i r s t R e d P r i c e ” >
s p a n c l a s s = ” d e t a i l s M i d C o n t P r i c e ” >

$ &n b s p ; 5 . 7 5
/ s p a n >
/ s p a n >
/ a >
d i v c l a s s = ” c l r ” > / d i v >

/ d i v >
/ d i v >

/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >

! – – R i g h t s i d e p a g e – – >
d i v i d = ” m e n u _ c o n t a i n e r ” c l a s s = ” s p a n 3 p u l l – r i g h t o f f s e t 0 ” >
d i v c l a s s = ” d e t a i l s R i g h t 1 1 s p a n 3 o f f s e t 0 ” i d = ” s i d e b a r ” >
h 1 c l a s s = ” d e t a i l s R i g h t H e a d b o r d e r b o x ” > L u c k y C h i n e s e R e s t a u r a n t O r d e r / h 1 >
d i v c l a s s = ” d e t a i l s R i g h t M i d d l e 1 b o r d e r b o x ” >
f o r m n a m e = ” c h e c k o u t p a g e ” m e t h o d = ” p o s t ” a c t i o n = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u s t l o g i n / c h e c k o u t ” >
i n p u t t y p e = ” h i d d e n ” n a m e = ” m i n i m u m o r d e r ” i d = ” m i n i m u m o r d e r ” v a l u e = ” 0 . 0 0 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” t o t a l ” i d = ” t o t a l p r i c e ” v a l u e = ” 2 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s i d ” i d = ” r e s i d ” v a l u e = ” 1 0 8 5 ” / >
d i v c l a s s = ” r e s t a u r a n t M e n u A d d t o c a r t m m ” >

d i v c l a s s = ” c o n t a i n ” >
u l c l a s s = ” d e t R i t e N e w C o n t 1 U l ” >
l i c l a s s = ” i t e m ” > l a b e l c l a s s = ” b g N e w ” > I t e m / l a b e l > / l i >
l i c l a s s = ” Q t y ” > l a b e l c l a s s = ” b g N e w ” > Q t y / l a b e l > / l i >
l i c l a s s = ” p r i c e ” > l a b e l c l a s s = ” b g N e w ” > P r i c e / l a b e l > / l i >
l i c l a s s = ” d e l ” > l a b e l c l a s s = ” b g N e w ” > D e l / l a b e l > / l i >
/ u l >
s p a n c l a s s = ” n o O r d e r Y e t ” > N o i t e m a d d e d t o y e t ! / s p a n >

u l c l a s s = ” d e t R i t e P r i c e C o n t 1 U l ” >
l i >
l a b e l c l a s s = ” t x t 1 ” > S u b t o t a l : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > 0 . 0 0 / l a b e l >
/ l i >
l i >
l a b e l c l a s s = ” t x t 1 ” > T a x : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > 0 . 0 0 / l a b e l >
/ l i >
l i i d = ” d e l i v e r y S h o w C h a r g e ” >
l a b e l c l a s s = ” t x t 1 ” > D e l i v e r y C h a r g e : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > s p a n c l a s s = ” c o l o r 3 ” > 0 . 0 0 / s p a n > / l a b e l >
d i v i d = ” d e l i v e r y _ f e e _ w a r n ” c l a s s = ” ” s t y l e = ” f l o a t : r i g h t ; p a d d i n g : 2 p x 0 2 p x 8 p x ; b a c k g r o u n d – c o l o r : # f 0 a d 4 e ; b o r d e r – r a d i u s : 5 p x ; w i d t h : 2 0 p x ; h e i g h t : 2 0 p x ; t r a n s i t i o n : a l l 0 . 2 s ; m a r g i n – l e f t : 8 p x ; ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / Q u e s t i o n – m a r k . p n g ” a l t = ” ” t i t l e = ” ” / > / d i v >
/ l i >
/ u l >
u l c l a s s = ” d e t R i t e T o t a l C o n t 1 U l ” >
l i c l a s s = ” t o t a l W i t h o u t D e l C h a r g e ” s t y l e = ” d i s p l a y : n o n e ; ” >
l a b e l c l a s s = ” t x t 1 ” > b > T o t a l : / b > / l a b e l >
l a b e l c l a s s = ” t o t a l 1 ” i d = ” t o t a l 1 ” > $ 0 . 0 0 / l a b e l >
/ l i >
l i c l a s s = ” t o t a l W i t h D e l C h a r g e ” >
l a b e l c l a s s = ” t x t 1 ” > b > T o t a l : / b > / l a b e l >
l a b e l c l a s s = ” t o t a l 1 ” i d = ” t o t a l 1 ” > $ 0 . 0 0 / l a b e l >
/ l i >
/ u l >

d i v c l a s s = ” c o n t a i n ” >
d i v c l a s s = ” m a d I n p u t P o p u p ” >
i n p u t t y p e = ” r a d i o ” n a m e = ” d e l i v e r y p i c k u p ” i d = ” p i c k u p o p t ” c l a s s = ” r a d i o 1 f l t ” v a l u e = ” p i c k u p ” o n c l i c k = ” p i c k u p b u t t o n ( ) ; ” / >
l a b e l c l a s s = ” d e l i P i c k N a m e ” > P i c k u p / l a b e l >
s p a n c l a s s = ” d e t p i c k B a g ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / p i c k u p – i c o n . p n g ” a l t = ” ” t i t l e = ” ” / > / s p a n >
/ d i v >

d i v c l a s s = ” m a d I n p u t P o p u p ” >
i n p u t t y p e = ” r a d i o ” n a m e = ” d e l i v e r y p i c k u p ” i d = ” d e l i v e r y o p t ” c l a s s = ” r a d i o 1 f l t ” c h e c k e d = ” c h e c k e d ” v a l u e = ” d e l i v e r y ” o n c l i c k = ” d e l i v e r y b u t t o n ( ) ; ” / >
l a b e l c l a s s = ” d e l i P i c k N a m e ” > D e l i v e r y / l a b e l >
s p a n c l a s s = ” d e t p i c k V a n ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / d e l i v e r y – i c o n . p n g ” a l t = ” ” t i t l e = ” ” / > / s p a n >
/ d i v >
/ d i v >
p c l a s s = ” d e t M i n O r d e r ” > T h e m i n i m u m o r d e r f o r d e l i v e r y i s : $ 0 . 0 0 / p >
p c l a s s = ” d e t M i n O r d e r ” > N o m i n i m u m o n p i c k u p o r d e r s / p >

d i v c l a s s = ” c o n t a i n c e n t e r ” >
s p a n c l a s s = ” c h e c k 1 B t n ” >
i n p u t t y p e = ” s u b m i t ” c l a s s = ” c h e c k o u t 2 ” d i s a b l e d = ” d i s a b l e d ” v a l u e = ” C l o s e d ” / >
/ s p a n >
/ d i v >
/ d i v >

/ d i v >
/ f o r m >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >

! – – O r d e r P O P – – >
d i v i d = ” o r d e r p o p ” s t y l e = ” d i s p l a y : n o n e ; ” c l a s s = ” m o d a l h i d e f a d e ” >
d i v c l a s s = ” a d d t o C a r t I n n e r ” >
d i v c l a s s = ” a d d t o c a r t P o p H e a d 1 ” >
h 1 c l a s s = ” a d d t o c a r t P o p u p H e a d N e w ” > A d d i t e m t o c a r t / h 1 >
d i v c l a s s = ” a d d t o C a r t C l o s e ” i d = ” c l o s e – o r d e r p o p ” d a t a – d i s m i s s = ” m o d a l ” > / d i v >
/ d i v >
d i v c l a s s = ” c l r ” > / d i v >
d i v c l a s s = ” a d d t o c a r t P o p u p 1 ” >
i n p u t t y p e = ” h i d d e n ” c l a s s = ” m i d ” n a m e = ” m i d ” / >
d i v i d = ” P o p u p o r d e r m e n u i n f o ” > / d i v >
/ d i v >
/ d i v >
/ d i v >
d i v i d = ” o r d e r P o p u p _ l i m i t ” c l a s s = ” a d d t o c a r t W r a p N e w 1 ” s t y l e = ” d i s p l a y : n o n e ; ” >
s p a n c l a s s = ” o r d e r L i m a ” > s p a n i d = ” l i m i t a d d o n ” > / s p a n > s p a n c l a s s = ” l i m i t C l o s e ” o n c l i c k = ” m y P o p u p W i n d o w C l o s e ( ‘ # o r d e r P o p u p _ l i m i t ‘ , ‘ # m a s k a a ‘ ) ” > X / s p a n > / s p a n >

/ d i v >
d i v i d = ” m a s k a a ” > / d i v >
! – – N o t e I t P O P U P – – >
d i v i d = ” n o t e i t p o p ” s t y l e = ” d i s p l a y : n o n e ; w i d t h : 5 3 9 p x ; ” >
d i v c l a s s = ” a d d t o C a r t I n n e r ” >
d i v c l a s s = ” a d d t o c a r t P o p u p H e a d p o p u p N o t e W i d t h ” >
h 1 c l a s s = ” a d d t o c a r t P o p u p H e a d N e w ” > A d d i t e m t o c a r t / h 1 >
d i v c l a s s = ” a d d t o C a r t C l o s e ” o n c l i c k = ” m y P o p u p W i n d o w C l o s e ( ‘ # n o t e i t p o p ‘ ) ; ” > / d i v >
/ d i v >
d i v c l a s s = ” a d d t o c a r t P o p u p p o p u p N o t e W i d t h ” >
d i v c l a s s = ” a d d t o c a r t W r a p p o p u p N o t e W i d t h I n n e r ” >
h 1 c l a s s = ” p o p u p N o t e i t H e a d ” > # 2 . 1 0 W i n g s w i t h F r i e s / h 1 >
s p a n c l a s s = ” p o p u p N o t e C a m ” > / s p a n >
d i v c l a s s = ” a d d T a b l e C a r t ” >
d i v c l a s s = ” a d d t o C a r t I n B o r d e r ” >
d i v c l a s s = ” a d d T a b l e C a r t L e f t ” > H o w w a s i t ? / d i v >
d i v c l a s s = ” a d d T a b l e C a r t R i g h t ” >
s p a n c l a s s = ” p o p u p T a s t y N o t e ” > T a s t y / s p a n >
s p a n c l a s s = ” p o p u p P a s s N o t e ” > I ‘ l l p a s s / s p a n >
/ d i v >
/ d i v >
d i v c l a s s = ” a d d t o C a r t I n B o r d e r ” >
d i v c l a s s = ” a d d T a b l e C a r t L e f t ” > N o t e / d i v >
d i v c l a s s = ” a d d T a b l e C a r t R i g h t ” >
t e x t a r e a r o w s = ” ” c o l s = ” ” c l a s s = ” a d d t o c a r t T x t a r e a ” n a m e = ” ” i d = ” ” > / t e x t a r e a >
d i v c l a s s = ” a d d C h a r g e s A p p l y ” > i n p u t t y p e = ” c h e c k b o x ” / > K e e p i t t o y o u r s e l f . ( M a k e n o t e p r i v a t e ) / d i v >
/ d i v >
/ d i v >
d i v c l a s s = ” a d d t o C a r t I n B o r d e r ” >
d i v c l a s s = ” a d d T a b l e C a r t L e f t ” > S t i c k i t w h e r e ? / d i v >
d i v c l a s s = ” a d d T a b l e C a r t R i g h t ” >
s e l e c t c l a s s = ” a d d t o c a r t S e l e c t 1 ” n a m e = ” ” i d = ” ” >
o p t i o n > A l l N o t e s / o p t i o n >
/ s e l e c t >
/ d i v >
/ d i v >
d i v c l a s s = ” a d d t o B u t t o n 1 ” >
s p a n c l a s s = ” l o g i n B t n N e w ” > / s p a n >
i n p u t c l a s s = ” l o g i n B t n N e w R i t e ” t y p e = ” b u t t o n ” v a l u e = ” A d d t o C a r t ” / >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v > / d i v >

d i v c l a s s = ” u i – t a b s – p a n e l u i – w i d g e t – c o n t e n t u i – c o r n e r – b o t t o m u i – t a b s – h i d e ” i d = ” b o o k a t a b l e ” >

d i v c l a s s = ” s e a r c h R e s u l t I n n e r ” >
d i v c l a s s = ” r e s t D e t I n f o 1 I n n e r ” >
h 1 c l a s s = ” b o o k a T a b H e a d ” > B o o k i n g F o r T a b l e / h 1 >
d i v c l a s s = ” b o o k a T a b S l o t s ” > C o n d i t i o n s : N o B o o k i n g C o n d i t i o n s / d i v >
d i v i d = ” b o o k i n g e r r o r ” > / d i v >
d i v c l a s s = ” c o n t a i n ” >
h 1 c l a s s = ” b o o k a T a b I n f o H e a d ” > B o o k i n g I n f o r m a t i o n / h 1 >
f o r m n a m e = ” b o o k i n g _ f o r m ” i d = ” b o o k i n g _ f o r m ” m e t h o d = ” p o s t ” a c t i o n = ” ” o n s u b m i t = ” r e t u r n v a l i d a t e B o o k i n g ( ) ; ” >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s t _ i d ” i d = ” r e s t _ i d ” v a l u e = ” 1 0 8 5 ” / >
d i v c l a s s = ” b o o k I n f o I n ” >
s p a n c l a s s = ” b o o k I n f o N a m e ” > N u m b e r O f G u e s t s s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
s e l e c t c l a s s = ” b o o k I n f o B o x ” n a m e = ” n u m _ g u e s t s ” i d = ” n u m _ g u e s t s ” >
o p t i o n v a l u e = ” ” > S e l e c t / o p t i o n >
o p t i o n v a l u e = 1 > 1 / o p t i o n >
o p t i o n v a l u e = 2 > 2 / o p t i o n >
o p t i o n v a l u e = 3 > 3 / o p t i o n >
o p t i o n v a l u e = 4 > 4 / o p t i o n >
o p t i o n v a l u e = 5 > 5 / o p t i o n >
o p t i o n v a l u e = 6 > 6 / o p t i o n >
o p t i o n v a l u e = 7 > 7 / o p t i o n >
o p t i o n v a l u e = 8 > 8 / o p t i o n >
o p t i o n v a l u e = 9 > 9 / o p t i o n >
o p t i o n v a l u e = 1 0 > 1 0 / o p t i o n >
o p t i o n v a l u e = 1 1 > 1 1 / o p t i o n >
o p t i o n v a l u e = 1 2 > 1 2 / o p t i o n >
o p t i o n v a l u e = 1 3 > 1 3 / o p t i o n >
o p t i o n v a l u e = 1 4 > 1 4 / o p t i o n >
o p t i o n v a l u e = 1 5 > 1 5 / o p t i o n >
o p t i o n v a l u e = 1 6 > 1 6 / o p t i o n >
o p t i o n v a l u e = 1 7 > 1 7 / o p t i o n >
o p t i o n v a l u e = 1 8 > 1 8 / o p t i o n >
o p t i o n v a l u e = 1 9 > 1 9 / o p t i o n >
o p t i o n v a l u e = 2 0 > 2 0 / o p t i o n >
o p t i o n v a l u e = 2 1 > 2 1 / o p t i o n >
o p t i o n v a l u e = 2 2 > 2 2 / o p t i o n >
o p t i o n v a l u e = 2 3 > 2 3 / o p t i o n >
o p t i o n v a l u e = 2 4 > 2 4 / o p t i o n >
o p t i o n v a l u e = 2 5 > 2 5 / o p t i o n >

/ s e l e c t >
/ d i v >

d i v c l a s s = ” b o o k I n f o I n ” >
s p a n c l a s s = ” b o o k I n f o N a m e ” > D a t e O f B o o k i n g s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
i n p u t t y p e = ” t e x t ” c l a s s = ” b o o k I n f o B o x b o o k i n g _ d a t e ” n a m e = ” b o o k i n g _ d a t e ” i d = ” b o o k i n g _ d a t e ” v a l u e = ” ” / >
/ d i v >
d i v c l a s s = ” b o o k I n f o I n ” >

s p a n c l a s s = ” b o o k I n f o N a m e ” > T i m e s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
s e l e c t c l a s s = ” b o o k I n f o B o x ” n a m e = ” b o o k i n g _ h o u r s ” i d = ” b o o k i n g _ h o u r s ” >
o p t i o n v a l u e = ” ” > H o u r s / o p t i o n >
o p t i o n v a l u e = ” 0 0 ” > 0 0 / o p t i o n >
o p t i o n v a l u e = ” 0 1 ” > 0 1 / o p t i o n >
o p t i o n v a l u e = ” 0 2 ” > 0 2 / o p t i o n >
o p t i o n v a l u e = ” 0 3 ” > 0 3 / o p t i o n >
o p t i o n v a l u e = ” 0 4 ” > 0 4 / o p t i o n >
o p t i o n v a l u e = ” 0 5 ” > 0 5 / o p t i o n >
o p t i o n v a l u e = ” 0 6 ” > 0 6 / o p t i o n >
o p t i o n v a l u e = ” 0 7 ” > 0 7 / o p t i o n >
o p t i o n v a l u e = ” 0 8 ” > 0 8 / o p t i o n >
o p t i o n v a l u e = ” 0 9 ” > 0 9 / o p t i o n >
o p t i o n v a l u e = ” 1 0 ” > 1 0 / o p t i o n >
o p t i o n v a l u e = ” 1 1 ” > 1 1 / o p t i o n >
o p t i o n v a l u e = ” 1 2 ” > 1 2 / o p t i o n >
/ s e l e c t >
s e l e c t c l a s s = ” b o o k I n f o B o x ” n a m e = ” b o o k i n g _ m i n s ” i d = ” b o o k i n g _ m i n s ” >
o p t i o n v a l u e = ” ” > M i n s / o p t i o n >
o p t i o n v a l u e = ” 0 0 ” > 0 0 / o p t i o n >
o p t i o n v a l u e = ” 1 5 ” > 1 5 / o p t i o n >
o p t i o n v a l u e = ” 3 0 ” > 3 0 / o p t i o n >
o p t i o n v a l u e = ” 4 5 ” > 4 5 / o p t i o n >
/ s e l e c t >
s e l e c t c l a s s = ” b o o k I n f o B o x ” n a m e = ” b o o k i n g _ t i m e ” i d = ” b o o k i n g _ t i m e ” >
o p t i o n v a l u e = ” ” > S e l e c t / o p t i o n >
o p t i o n v a l u e = ” A M ” > A M / o p t i o n >
o p t i o n v a l u e = ” P M ” > P M / o p t i o n >
/ s e l e c t >
/ d i v >

d i v c l a s s = ” c o n t a i n ” >
h 1 c l a s s = ” b o o k a T a b C o n t a c t H e a d ” > C o n t a c t I n f o r m a t i o n / h 1 >
d i v c l a s s = ” c o n t a i n ” >
s p a n c l a s s = ” m a n d a t o r y f i e l d ” > s p a n c l a s s = ” s t a r ” > * / s p a n > – M a n d a t o r y F i e l d / s p a n >
/ d i v >
u l c l a s s = ” b o o k C o n t a c t U l ” >
l i >
s p a n c l a s s = ” n a m e ” > N a m e s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
i n p u t t y p e = ” t e x t ” c l a s s = ” t x t b o x ” n a m e = ” b o o k i n g _ n a m e ” i d = ” b o o k i n g _ n a m e ” v a l u e = ” ” / >
/ l i >
l i >
s p a n c l a s s = ” n a m e ” > E m a i l s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
i n p u t t y p e = ” t e x t ” c l a s s = ” t x t b o x ” n a m e = ” b o o k i n g _ e m a i l ” i d = ” b o o k i n g _ e m a i l ” v a l u e = ” ” / >
/ l i >
l i >
s p a n c l a s s = ” n a m e ” > M o b i l e s p a n c l a s s = ” s t a r ” > * / s p a n > / s p a n >
s p a n c l a s s = ” c o d e ” > / s p a n > i n p u t t y p e = ” t e x t ” c l a s s = ” t x t b o x ” n a m e = ” b o o k i n g _ m o b i l e n o ” i d = ” b o o k i n g _ m o b i l e n o ” v a l u e = ” ” / >
/ l i >
l i >
s p a n c l a s s = ” n a m e ” > L a n d l i n e / s p a n >
s p a n c l a s s = ” c o d e ” > / s p a n > i n p u t t y p e = ” t e x t ” c l a s s = ” t x t b o x ” n a m e = ” b o o k i n g _ p h o n e n o ” i d = ” b o o k i n g _ p h o n e n o ” v a l u e = ” ” / >
/ l i >
l i >
s p a n c l a s s = ” l i n e ” > W e n e e d a t l e a s t o n e p h o n e c o n t a c t . C e l l p h o n e i s p r e f e r a b l e f o r S M S n o t i f i c a t i o n r e g a r d i n g y o u r o r d e r s t a t u s . / s p a n >
/ l i >
l i >
s p a n c l a s s = ” n a m e ” > Y o u r I n s t r u c t i o n s / s p a n >
t e x t a r e a r o w s = ” ” c o l s = ” ” c l a s s = ” t x t A r e a ” n a m e = ” b o o k i n g _ i n s t r u c t i o n ” i d = ” b o o k i n g _ i n s t r u c t i o n ” > / t e x t a r e a >
/ l i >
l i >
s p a n c l a s s = ” n a m e ” > &n b s p ; / s p a n >
s p a n i d = ” b o o k t a b ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / i m a g e s / l o a d e r . g i f ” b o r d e r = ” 0 ” a l t = ” L o a d i n g ” s t y l e = ” d i s p l a y : n o n e ” / > / s p a n >
i n p u t t y p e = ” s u b m i t ” c l a s s = ” f i n d R e s t B t n ” n a m e = ” b o o k i n g _ s u b m i t ” i d = ” b o o k i n g _ s u b m i t ” v a l u e = ” B o o k a T a b l e ” / >
/ l i >
/ u l >
/ d i v >
/ f o r m >
/ d i v >
/ d i v >
/ d i v >
/ d i v >

d i v c l a s s = ” u i – t a b s – p a n e l u i – w i d g e t – c o n t e n t u i – c o r n e r – b o t t o m u i – t a b s – h i d e ” i d = ” o f f e r ” >
d i v c l a s s = ” s e a r c h R e s u l t I n n e r ” >
d i v c l a s s = ” d e t a i l s I n n e r N e w W r a p ” >
d i v i d = ” d e t a i l s R i g h t R e l a t e d ” >
d i v c l a s s = ” n e w O f f e r L e f t I n n e r b o r d e r b o x s p a n 7 o f f s e t 0 ” >
d i v c l a s s = ” n e w O f f e r L e f t ” >
h 1 c l a s s = ” o f f e r D e a l C o u p o n H e a d ” > O f f e r s / h 1 >
s p a n c l a s s = ” o f f e r D e a l C o u p o n C o n t ” > O n e o f f e r p e r o r d e r – T h e s e o f f e r s c a n o n l y b e r e d e e m e d o n o n l i n e o r d e r s / s p a n >

h 1 c l a s s = ” o f f e r D e a l C o u p o n H e a d ” > T h e r e A r e N o O f f e r s / h 1 >
/ d i v >
/ d i v >
d i v c l a s s = ” d e t a i l s R i g h t 1 s p a n 3 p u l l – r i g h t o f f s e t 0 ” >
h 1 c l a s s = ” d e t a i l s R i g h t H e a d b o r d e r b o x ” > L u c k y C h i n e s e R e s t a u r a n t O r d e r / h 1 >
d i v c l a s s = ” d e t a i l s R i g h t M i d d l e 1 b o r d e r b o x ” >
f o r m n a m e = ” c h e c k o u t p a g e ” m e t h o d = ” p o s t ” a c t i o n = ” c h e c k o u t . p h p ” >
i n p u t t y p e = ” h i d d e n ” n a m e = ” m i n i m u m o r d e r ” i d = ” m i n i m u m o r d e r ” v a l u e = ” 0 . 0 0 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” t o t a l ” i d = ” t o t a l p r i c e ” v a l u e = ” 2 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s i d ” i d = ” r e s i d ” v a l u e = ” 1 0 8 5 ” / >
d i v c l a s s = ” r e s t a u r a n t M e n u A d d t o c a r t m m ” >
d i v c l a s s = ” c o n t a i n ” >
u l c l a s s = ” d e t R i t e N e w C o n t 1 U l ” >
l i c l a s s = ” i t e m ” > l a b e l c l a s s = ” b g N e w ” > I t e m / l a b e l > / l i >
l i c l a s s = ” Q t y ” > l a b e l c l a s s = ” b g N e w ” > Q t y / l a b e l > / l i >
l i c l a s s = ” p r i c e ” > l a b e l c l a s s = ” b g N e w ” > P r i c e / l a b e l > / l i >
l i c l a s s = ” d e l ” > l a b e l c l a s s = ” b g N e w ” > D e l / l a b e l > / l i >
/ u l >
s p a n c l a s s = ” n o O r d e r Y e t ” > N o i t e m a d d e d t o y e t ! / s p a n >

u l c l a s s = ” d e t R i t e P r i c e C o n t 1 U l ” >
l i >
l a b e l c l a s s = ” t x t 1 ” > S u b t o t a l : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > 0 . 0 0 / l a b e l >
/ l i >
l i >
l a b e l c l a s s = ” t x t 1 ” > T a x : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > 0 . 0 0 / l a b e l >
/ l i >
l i i d = ” d e l i v e r y S h o w C h a r g e ” >
l a b e l c l a s s = ” t x t 1 ” > D e l i v e r y C h a r g e : / l a b e l >
l a b e l c l a s s = ” p r i c e 1 ” > s p a n c l a s s = ” c o l o r 3 ” > 0 . 0 0 / s p a n > / l a b e l >
d i v i d = ” d e l i v e r y _ f e e _ w a r n ” c l a s s = ” ” s t y l e = ” f l o a t : r i g h t ; p a d d i n g : 2 p x 0 2 p x 8 p x ; b a c k g r o u n d – c o l o r : # f 0 a d 4 e ; b o r d e r – r a d i u s : 5 p x ; w i d t h : 2 0 p x ; h e i g h t : 2 0 p x ; t r a n s i t i o n : a l l 0 . 2 s ; m a r g i n – l e f t : 8 p x ; ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / Q u e s t i o n – m a r k . p n g ” a l t = ” ” t i t l e = ” ” / > / d i v >
/ l i >
/ u l >
u l c l a s s = ” d e t R i t e T o t a l C o n t 1 U l ” >
l i c l a s s = ” t o t a l W i t h o u t D e l C h a r g e ” s t y l e = ” d i s p l a y : n o n e ; ” >
l a b e l c l a s s = ” t x t 1 ” > b > T o t a l : / b > / l a b e l >
l a b e l c l a s s = ” t o t a l 1 ” i d = ” t o t a l 1 ” > $ 0 . 0 0 / l a b e l >
/ l i >
l i c l a s s = ” t o t a l W i t h D e l C h a r g e ” >
l a b e l c l a s s = ” t x t 1 ” > b > T o t a l : / b > / l a b e l >
l a b e l c l a s s = ” t o t a l 1 ” i d = ” t o t a l 1 ” > $ 0 . 0 0 / l a b e l >
/ l i >
/ u l >

d i v c l a s s = ” c o n t a i n ” >
d i v c l a s s = ” m a d I n p u t P o p u p ” >
i n p u t t y p e = ” r a d i o ” n a m e = ” d e l i v e r y p i c k u p ” i d = ” p i c k u p o p t ” c l a s s = ” r a d i o 1 f l t ” v a l u e = ” p i c k u p ” o n c l i c k = ” p i c k u p b u t t o n ( ) ; ” / >
l a b e l c l a s s = ” d e l i P i c k N a m e ” > P i c k u p / l a b e l >
s p a n c l a s s = ” d e t p i c k B a g ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / p i c k u p – i c o n . p n g ” a l t = ” ” t i t l e = ” ” / > / s p a n >
/ d i v >

d i v c l a s s = ” m a d I n p u t P o p u p ” >
i n p u t t y p e = ” r a d i o ” n a m e = ” d e l i v e r y p i c k u p ” i d = ” d e l i v e r y o p t ” c l a s s = ” r a d i o 1 f l t ” c h e c k e d = ” c h e c k e d ” v a l u e = ” d e l i v e r y ” o n c l i c k = ” d e l i v e r y b u t t o n ( ) ; ” / >
l a b e l c l a s s = ” d e l i P i c k N a m e ” > D e l i v e r y / l a b e l >
s p a n c l a s s = ” d e t p i c k V a n ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / d e l i v e r y – i c o n . p n g ” a l t = ” ” t i t l e = ” ” / > / s p a n >
/ d i v >
/ d i v >
p c l a s s = ” d e t M i n O r d e r ” > T h e m i n i m u m o r d e r f o r d e l i v e r y i s : $ 0 . 0 0 / p >
p c l a s s = ” d e t M i n O r d e r ” > N o m i n i m u m o n p i c k u p o r d e r s / p >

d i v c l a s s = ” c o n t a i n c e n t e r ” >
s p a n c l a s s = ” c h e c k 1 B t n ” >
i n p u t t y p e = ” s u b m i t ” c l a s s = ” c h e c k o u t 2 ” d i s a b l e d = ” d i s a b l e d ” v a l u e = ” C l o s e d ” / >
/ s p a n >
/ d i v >
/ d i v >

/ d i v >
/ f o r m >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v > / d i v >

d i v c l a s s = ” u i – t a b s – p a n e l u i – w i d g e t – c o n t e n t u i – c o r n e r – b o t t o m u i – t a b s – h i d e ” i d = ” i n f o ” >
d i v c l a s s = ” c o n t a i n e r ” >
d i v c l a s s = ” s e a r c h R e s u l t I n n e r ” >
d i v c l a s s = ” r e s t D e t I n f o 1 I n n e r ” >
d i v c l a s s = ” r e s t D e t I n f o C o n t e n t s p a n 5 o f f s e t 0 ” >

/ d i v >
d i v c l a s s = ” r e s t _ i n f o _ r i g h t s p a n 5 o f f s e t 0 p u l l – r i g h t ” >
d i v c l a s s = ” d e t a i l s I n n e r N e w W r a p r o w – f l u i d ” >
h 1 c l a s s = ” r e s t _ i n f o _ t i t l e ” > T h e r e s t a u r a n t ‘ s l o c a l t i m e / h 1 >
d i v c l a s s = ” r e s t _ i n f o _ r i g h t _ u l D i v s p a n 1 2 o f f s e t 0 ” >
T u e s d a y 8 : 1 0 P M / C l o s e d / d i v >
h 1 c l a s s = ” r e s t _ i n f o _ t i t l e ” > O p e n H o u r s / h 1 >
d i v c l a s s = ” r e s t _ i n f o _ r i g h t _ u l D i v s p a n 1 2 o f f s e t 0 ” >
u l c l a s s = ” r e s t _ i n f o _ r i g h t _ u l ” >

l i c l a s s = ” a c t i v e ” >
s p a n c l a s s = ” d a y ” > M o n / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 7 : 3 0 A M t o 1 0 : 3 0 P M
/ s p a n >
s p a n c l a s s = ” c o n t a i n ” >
0 1 : 3 0 A M t o 0 7 : 3 0 A M
/ s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > T u e / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : A M / s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > W e d / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” > 0 0 : A M t o 0 0 : A M / s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > T h u / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : A M / s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > F r i / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” > 0 0 : A M t o 0 0 : A M / s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > S a t / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” >
0 0 : A M t o 0 0 : / s p a n >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” d a y ” > S u n / s p a n >
s p a n c l a s s = ” t i m e ” >
s p a n c l a s s = ” c o n t a i n ” > 0 0 : A M t o 0 0 : P M / s p a n >
s p a n c l a s s = ” c o n t a i n ” > 0 0 : A M t o 0 0 : A M / s p a n >
/ s p a n >
/ l i >
/ u l >
/ d i v >
/ d i v >
d i v c l a s s = ” d e t a i l s I n n e r N e w W r a p r o w – f l u i d ” >
h 1 c l a s s = ” r e s t _ i n f o _ t i t l e ” > O r d e r i n g I n f o / h 1 >
d i v c l a s s = ” r e s t _ i n f o _ r i g h t _ u l D i v s p a n 1 2 o f f s e t 0 ” >
u l c l a s s = ” r e s t _ i n f o _ r i g h t _ u l ” >
l i c l a s s = ” a c t i v e ” >
s p a n c l a s s = ” o r d e r ” > M i n O r d e r : / s p a n >
s p a n c l a s s = ” o p t i o n ” > $ &n b s p ; 0 . 0 0 / s p a n >
/ l i >
l i >
s p a n c l a s s = ” o r d e r ” > D e l i v e r y C h a r g e : / s p a n >
s p a n c l a s s = ” o p t i o n ” > $ &n b s p ; 2 . 0 0 / s p a n >
/ l i >
l i >
s p a n c l a s s = ” o r d e r ” > P a y m e n t O p t i o n s : / s p a n >
s p a n c l a s s = ” o p t i o n ” >
i m g a l t = ” C a s h ” t i t l e = ” C a s h ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p h o t o _ p a y m e n t i n f o / t h u m b _ c a s h . j p g ” / >
/ s p a n >
/ l i >
l i >
s p a n c l a s s = ” o r d e r ” > C o n t a c t : / s p a n >
s p a n c l a s s = ” o p t i o n ” > 6 4 6 4 2 7 4 0 5 9 / s p a n >
/ l i >
l i >
s p a n c l a s s = ” o r d e r ” > S e r v i n g : / s p a n >
s p a n c l a s s = ” o p t i o n ” >
s p a n c l a s s = ” i t e m T y p e ” > / s p a n >
/ s p a n >
/ l i >
/ u l >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v > / d i v >

d i v c l a s s = ” u i – t a b s – p a n e l u i – w i d g e t – c o n t e n t u i – c o r n e r – b o t t o m u i – t a b s – h i d e ” i d = ” r e v i e w ” >

d i v c l a s s = ” c o n t a i n e r ” >
d i v c l a s s = ” s e a r c h R e s u l t I n n e r ” >
d i v c l a s s = ” c o n t e n t s _ r e v i e w _ l e f t ” >
d i v c l a s s = ” c o n t _ r e v i e w _ h e a d _ l e f t ” >
d i v c l a s s = ” c o n t _ r e v i e w _ h e a d 1 ” > R e v i e w s / d i v >
/ d i v >
d i v i d = ” r e v i e w o r g a n i z e b y ” >
d i v s t y l e = ” c o l o r : r e d ; t e x t – a l i g n : c e n t e r ; ” > N o R e v i e w s / d i v >
/ d i v >
! – – d i v c l a s s = ” c o n t _ r e v i e w _ h e a d _ l e f t 1 ” >
s p a n c l a s s = ” c o n t _ r e v i e w _ p a r a ” > V e r y b a d f o o d , n o t f r e s h , h i g h i n s a l t . n a a n s w e r e v e r y h a r d . w i l l n o t o r d e r a g a i n . / s p a n >
s p a n c l a s s = ” c o n t _ r e v i e w _ p o s t ” > P o s t e d b y b > G a u r a v / b > o n b > 0 7 / 0 6 / 2 0 1 1 / b > / s p a n >
/ d i v > – – >
/ d i v >
! – – d i v c l a s s = ” r e v i e w W r i t e r b t n 1 ” >
a c l a s s = ” r e v i e w 1 N e w B t n 1 ” t i t l e = ” W r i t e a R e v i e w ” h r e f = ” j a v a s c r i p t : v o i d ( 0 ) ; ” >
W r i t e a R e v i e w
/ a >
/ d i v > – – >
/ d i v >
/ d i v > / d i v >

d i v c l a s s = ” u i – t a b s – p a n e l u i – w i d g e t – c o n t e n t u i – c o r n e r – b o t t o m u i – t a b s – h i d e ” i d = ” m a p ” >
d i v c l a s s = ” s e a r c h R e s u l t I n n e r ” >
d i v c l a s s = ” r e s t D e t I n f o 1 I n n e r ” >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s l a t t i t u d e ” i d = ” r e s l a t t i t u d e ” v a l u e = ” 3 7 . 5 0 6 1 0 6 9 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s l o n g t i t u d e ” i d = ” r e s l o n g t i t u d e ” v a l u e = ” – 7 7 . 6 4 9 0 0 0 5 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” r e s i d ” i d = ” r e s i d ” v a l u e = ” 1 0 8 5 ” / >
d i v i d = ” s h o w G o o g l e M a p s ” c l a s s = ” s h o w G o o g l e M a p s ” > / d i v >
/ d i v >
/ d i v >
/ d i v >
! – – C o n t a i n e r I n n e r e n d s – – >
/ d i v >
/ d i v >
a h r e f = ” # ” c l a s s = ” s c r o l l u p ” > S c r o l l / a >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y – u i – 1 . 8 . 2 4 . m i n . j s ” > / s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >

$ ( ‘ # t a b s ‘ ) . t a b s ( ) ;

$ ( ‘ # t a b s u l l i a ‘ ) . c l i c k ( f u n c t i o n ( ) { l o c a t i o n . h a s h = $ ( t h i s ) . a t t r ( ‘ h r e f ‘ ) ; } ) ;

/ s c r i p t >

! – – F o o t e r s t a r t s – – >
! – – F o o t e r S t a r t s – – >
d i v c l a s s = ” f o o t e r ” >
d i v c l a s s = ” r e l a t i v e ” s t y l e = ” f l o a t : l e f t ; w i d t h : 1 0 0 % ; p o s i t i o n : r e l a t i v e ; ” >
d i v i d = ” F o o t e r ” >
d i v c l a s s = ” f o o t e r T o p C u r v e ” > / d i v >
d i v c l a s s = ” F o o t e r ” >
d i v c l a s s = ” c o n t a i n e r ” >
d i v c l a s s = ” c o n t a i n ” >
h 1 c l a s s = ” F o o t e r _ h e a d i n g ” > B r o w s e R e s t a u r a n t s / h 1 >

d i v c l a s s = ” F o o t e r _ t o p _ c o n t t ” >

d i v c l a s s = ” r o w – f l u i d f o o t e r L i s t c u r P o i n t e r 1 m a r b t m 1 5 ” >

h 1 c l a s s = ” F o o t e r _ t o p _ c o n t t _ H e a d i n g ” > T o p c u i s i n e s r e s t a u r a n t s / h 1 >
s p a n c l a s s = ” i c o m o o n – i c o n – a r r o w – d o w n f o o t e r m e n u ” > / s p a n >
/ d i v >
u l c l a s s = ” F o o t e r _ t o p _ c o n t t _ U L f o o t e r L i s t D i v ” >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / c h i n e s e ” > C h i n e s e R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / j a p a n e s e ” > J a p a n e s e R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / s u s h i ” > S u s h i R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / t h a i ” > T h a i R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / i t a l i a n ” > I t a l i a n R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / p i z z a ” > P i z z a R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c u i s i n e / b u r g e r s ” > B u r g e r s R e s t a u r a n t s / a > / l i >
! – – l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / c u i s i n e ” > V i e w m o r e c u i s i n e s &r a q u o ; / a > / l i > – – >
/ u l >
a c l a s s = ” v i e w A l l ” h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / c u i s i n e ” > v i e w a l l / a >
/ d i v >
d i v c l a s s = ” F o o t e r _ t o p _ c o n t t ” >

d i v c l a s s = ” r o w – f l u i d f o o t e r L i s t c u r P o i n t e r 1 m a r b t m 1 5 ” >

h 1 c l a s s = ” F o o t e r _ t o p _ c o n t t _ H e a d i n g ” > S e a r c h r e s t a u r a n t s / h 1 >
s p a n c l a s s = ” i c o m o o n – i c o n – a r r o w – d o w n f o o t e r m e n u ” > / s p a n >
/ d i v >
u l c l a s s = ” F o o t e r _ t o p _ c o n t t _ U L f o o t e r L i s t D i v ” >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / a l l ” > V i e w a l l R e s t a u r a n t s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / a r e a ” > B r o w s e r e s t a u r a n t s b y A r e a / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / c u i s i n e ” > B r o w s e r e s t a u r a n t s b y C u i s i n e / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / r e s t a u r a n t s / o f f e r s ” > V i e w R e s t a u r a n t s O f f e r s / a > / l i >
/ u l >
! – – a c l a s s = ” v i e w A l l ” h r e f = ” j a v a s c r i p t : v o i d ( 0 ) ; ” > V i e w a l l / a > – – >
/ d i v >

/ d i v >
d i v c l a s s = ” f o o t e r B t m ” >
d i v c l a s s = ” c o n t a i n ” >
d i v c l a s s = ” c o n t a i n ” >
d i v c l a s s = ” s p a n 5 o f f s e t 0 ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / c a r d s . p n g ” a l t = ” ” t i t l e = ” ” / > / d i v >
d i v c l a s s = ” F o o t e r _ L i n k _ C o n t s p a n 4 o f f s e t 0 p u l l – r i g h t a l i g n r i g h t ” >
a h r e f = ” h t t p s : / / p l u s . g o o g l e . c o m / u / 0 / b / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 ” t a r g e t = ” _ b l a n k ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p h o t o _ f o l l o w e r s / p h o t o _ g o o g l e . p n g ” a l t = ” g o o g l e ” t i t l e = ” g o o g l e ” c l a s s = ” f o l l o w e r L i n k ” / > / a >
/ d i v >
/ d i v >
d i v >
d i v s t y l e = ” f l o a t : l e f t ; ” >
u l c l a s s = ” F o o t e r _ C o n t U L S m a l l ” >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / f a q ” > F A Q / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / g o – f e e d b a c k ” > F e e d b a c k / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c o n t a c t – u s ” > C o n t a c t U s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p / p r i v a c y – s t a t e m e n t ” > P r i v a c y S t a t e m e n t / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p / t e r m s – o f – u s e ” > T e r m s o f U s e / a > / l i >
/ u l >
/ d i v >
d i v s t y l e = ” f l o a t : r i g h t ; ” >
u l s t y l e = ” f l o a t : r i g h t ; c o l o r : # f f f ; ” >
/ u l >
/ d i v >
/ d i v >
/ d i v >
d i v c l a s s = ” c o p y R i g h t ” >
C o p y r i g h t &c o p y ; 2 0 2 2 a c l a s s = ” r o a m s o f t L i n k ” h r e f = ” h t t p : / / e a t f i r s t o r d e r i n g . c o m / ” t a r g e t = ” _ b l a n k ” > E a t F i r s t O r d e r i n g . c o m / a > A l l R i g h t s R e s e r v e d
/ d i v >

/ d i v >
/ d i v >
/ d i v >
! – – d i v c l a s s = ” F o o t e r _ B g C o n t ” >
d i v c l a s s = ” w r a p p e r ” >
d i v c l a s s = ” F o o t e r _ c o n t ” >
d i v c l a s s = ” F o o t e r _ c o n t _ L i s t ” >

u l c l a s s = ” F o o t e r _ C o n t U L S m a l l ” >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / f a q ” > F A Q / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / g o – f e e d b a c k ” > F e e d b a c k / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / c o n t a c t – u s ” > C o n t a c t U s / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p / p r i v a c y – s t a t e m e n t ” > P r i v a c y S t a t e m e n t / a > / l i >
l i > a h r e f = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p / t e r m s – o f – u s e ” > T e r m s o f U s e / a > / l i >

/ u l >
d i v c l a s s = ” F o o t e r _ m a p _ c o n t ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / t h e m e / d e f a u l t / i m a g e s / m a p . p n g ” a l t = ” ” t i t l e = ” ” / > / d i v >
u l c l a s s = ” F o o t e r _ C o n t U L ” >
l i > h 1 c l a s s = ” F o o t e r _ c o n t _ H e a d i n g ” > E a t f i r s t O r d e r i n g . c o m / h 1 > / l i >
l i > 7 3 O v e r i n g t o n A v e / l i >
/ u l >
d i v c l a s s = ” F o o t e r _ L i n k _ C o n t ” >
a h r e f = ” h t t p s : / / p l u s . g o o g l e . c o m / u / 0 / b / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 ” t a r g e t = ” _ b l a n k ” > i m g s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / p h o t o _ f o l l o w e r s / p h o t o _ g o o g l e . p n g ” a l t = ” g o o g l e ” t i t l e = ” g o o g l e ” / > / a >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
/ d i v > – – >
! – – d i v c l a s s = ” F o o t e r _ F o n t ” >
d i v c l a s s = ” w r a p p e r ” >
d i v c l a s s = ” f o o t e r B o t t o m ” >
s p a n c l a s s = ” f l t ” >
C o p y r i g h t &c o p y ; 9 4 4 1 A l l R i g h t s R e s e r v e d
/ s p a n >
s p a n c l a s s = ” f o o t e r D m c a ” >
a h r e f = ” h t t p : / / w w w . d m c a . c o m / ” t i t l e = ” D M C A ” t a r g e t = ” _ b l a n k ” > i m g s r c = ” h t t p : / / i m a g e s . d m c a . c o m / B a d g e s / d m c a _ p r o t e c t e d _ s m l _ 1 2 0 a j . p n g ” a l t = ” D M C A . c o m ” t i t l e = ” ” / > / a >
/ s p a n >
s p a n c l a s s = ” f r t ” > P o w e r e d b y a c l a s s = ” r o a m s o f t L i n k ” h r e f = ” h t t p : / / r o a m s o f t t e c h . c o m / ” t a r g e t = ” _ b l a n k ” > R o a m s o f t T e c h n o l o g i e s / a > / s p a n >
/ d i v >
/ d i v >
/ d i v > – – >
/ d i v >
/ d i v >
/ d i v >
! – – F o o t e r E n d s – – > ! – – F o o t e r e n d s – – >
! – – W r a p p e r P a g e E n d s – – >
/ d i v >
d i v i d = ” m a s k a ” s t y l e = ” d i s p l a y : n o n e ; ” > / d i v >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / b o o t s t r a p – v 3 . 3 . 7 . j s ” > / s c r i p t >

! – – F a c e b o o k C o n n e c t i o n – – >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / c o n n e c t . f a c e b o o k . n e t / e n _ U S / a l l . j s ” > / s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / i n c l u d e s / l a n g u a g e / E N / e r r o r _ l a n g . j s ” > / s c r i p t > s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / c o m m o n . j s ? v e r s i o n = 2 0 1 8 1 2 0 7 ” > / s c r i p t >

! – – S l i d e s h o w – – >
! – – [ i f I E ] > s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y – 1 . 5 . 1 . m i n . j s ” > / s c r i p t > ! [ e n d i f ] – – >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y – 1 . 7 . 2 . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y . e a s i n g . 1 . 3 . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y . c y c l e . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / m T i p s . j s ” > / s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
$ ( d o c u m e n t ) . r e a d y ( f u n c t i o n ( ) {
i f ( $ ( ‘ # c y c l e i m a g e s ‘ ) . l e n g t h > 0 ) {
$ ( ‘ # c y c l e i m a g e s ‘ ) . c y c l e ( {
f x : ‘ f a d e ‘ ,
s p e e d : 7 5 0 ,
t i m e o u t : 4 0 0 0 ,
r a n d o m i z e E f f e c t s : f a l s e ,
e a s i n g : ‘ e a s e O u t C u b i c ‘ ,
n e x t : ‘ . c y c l e n e x t ‘ ,
p r e v : ‘ . c y c l e p r e v ‘ ,
p a g e r : ‘ # c y c l e w r a p n a v ‘ ,
c l e a r t y p e N o B g : t r u e
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! – – D a t e P i c k e r F i l e s – – >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / z e b r a _ d a t e p i c k e r . j s ” > / s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
$ ( d o c u m e n t ) . r e a d y ( f u n c t i o n ( )
{
$ ( ‘ . b o o k i n g _ d a t e ‘ ) . Z e b r a _ D a t e P i c k e r ( {
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d i r e c t i o n : t r u e ,
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s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / r e s t u r a n t D e t a i l . j s ? v e r s i o n = 2 0 1 8 0 4 1 2 – 3 2 ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / m a p s . g o o g l e . c o m / m a p s / a p i / j s ? k e y = A I z a S y A p n b y m M s 2 1 Y K 3 X 5 1 5 G 6 s i o P 8 d t o s N R a 8 4 ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / i n f o b o x . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / s e a r c h R e s u l t G M a p . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / r e s t a u r a n t _ g m a p _ d e l i v e r y a r e a . j s ” > / s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / s c r o l l n e w . j s ” > / s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
$ ( d o c u m e n t ) . r e a d y ( f u n c t i o n ( ) {
$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ‘ [ d a t a – t o g g l e = ” m o d a l ” ] ‘ , f u n c t i o n ( ) {
v a r t o p p o p = $ ( w i n d o w ) . s c r o l l T o p ( ) + 3 0 ;
$ ( ” . m o d a l ” ) . c s s ( ” t o p ” , t o p p o p ) ;
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s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
$ ( d o c u m e n t ) . r e a d y ( f u n c t i o n ( ) {
$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ” . m o b i l e s i g n d o w n ” , f u n c t i o n ( ) {
$ ( ” . h e a d e r T o p R i g h t ” ) . s l i d e T o g g l e ( ) ;
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v a r w i n h e i g h t = $ ( w i n d o w ) . w i d t h ( ) ;
i f ( w i n h e i g h t 5 1 0 ) {
$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ” . f o o t e r L i s t ” , f u n c t i o n ( ) {
$ ( t h i s ) . n e x t ( ” . f o o t e r L i s t D i v ” ) . s l i d e T o g g l e ( ) ;
} ) ;
$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ” . f i l t e r R e s u l t ” , f u n c t i o n ( ) {
$ ( t h i s ) . n e x t ( ” . s e a r c h R e s u l t L e f t M i d d l e ” ) . s l i d e T o g g l e ( ) ;
} ) ;
$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ” . m o b i l e m e n u ” , f u n c t i o n ( ) {
$ ( ” . d e t a i l s M a i n M e n u U l M o b i l e ” ) . s l i d e T o g g l e ( ) ;
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v a r a = $ ( t h i s ) . h t m l ( ) ;
$ ( ” . d e t a i l s M a i n M e n u M o b i l e ” ) . t e x t ( a ) ;
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$ ( d o c u m e n t ) . o n ( ‘ c l i c k ‘ , ” . d e t a i l s M a i n M e n u U l M o b i l e l i a ” , f u n c t i o n ( ) {
$ ( ” . d e t a i l s M a i n M e n u U l M o b i l e l i a ” ) . r e m o v e C l a s s ( ” a c t i v e ” ) ;
$ ( ” . d e t a i l s T a b C o n t e n t ” ) . h i d e ( ) ;
$ ( t h i s ) . a d d C l a s s ( ” a c t i v e ” ) ;
v a r a c t i v e T a b = $ ( t h i s ) . a t t r ( ” i d ” ) ;
$ ( ‘ # ‘ + a c t i v e T a b + ‘ _ c o n t e n t ‘ ) . s h o w ( ) ;
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i f ( a c t i v e T a b = = ‘ d e t a i l s _ m a p ‘ ) {

v a r r e s l a t t i t u d e = $ ( ‘ # r e s l a t t i t u d e ‘ ) . v a l ( ) ;
v a r r e s l o n g t i t u d e = $ ( ‘ # r e s l o n g t i t u d e ‘ ) . v a l ( ) ;
v a r r e s i d = $ ( ‘ # r e s i d ‘ ) . v a l ( ) ;
r e s D e t a i l s G m a p ( r e s l a t t i t u d e , r e s l o n g t i t u d e , r e s i d ) ;
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v a r w i n d o w s i z e M e n u = $ ( w i n d o w ) . w i d t h ( ) ;
i f ( ( w i n d o w s i z e M e n u > 2 0 0 && w i n d o w s i z e M e n u 7 5 0 ) ) {
v a r m e n u t o p = $ ( ” . h e a d e r ” ) . h e i g h t ( ) + $ ( ” . s e a r c h A r e a B g O u t e r ” ) . h e i g h t ( ) + $ ( ” . d e t S r c h I n n e r ” ) . h e i g h t ( ) + $ ( ” . d e t a i l s M a i n M e n u ” ) . h e i g h t ( ) + 5 0 ;
$ ( w i n d o w ) . s c r o l l ( f u n c t i o n ( ) {
v a r s c r o l l t o p v a l = $ ( w i n d o w ) . s c r o l l T o p ( ) ;
i f ( s c r o l l t o p v a l > m e n u t o p ) {
$ ( ” . m e n u f i x e d M o b i l e ” ) . a d d C l a s s ( ” f i x e d ” ) ;
$ ( ” . m e n u f i x e d M o b i l e ” ) . s h o w ( ) ;
}
i f ( s c r o l l t o p v a l m e n u t o p ) {
$ ( ” . m e n u f i x e d M o b i l e ” ) . r e m o v e C l a s s ( ” f i x e d ” ) ;
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s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / e a t f i r s t o r d e r i n g . c o m / j s / j q u e r y . c o o k k i e . j s ” > / s c r i p t >

! – – S t a r t o f G o o g l e A n a l y t i c C o d e – – >
! – – G o o g l e T a g M a n a g e r – – >

n o s c r i p t > i f r a m e s r c = ” / / w w w . g o o g l e t a g m a n a g e r . c o m / n s . h t m l ? i d = G T M – W 8 V Z V H ”

h e i g h t = ” 0 ” w i d t h = ” 0 ” s t y l e = ” d i s p l a y : n o n e ; v i s i b i l i t y : h i d d e n ” > / i f r a m e > / n o s c r i p t >

s c r i p t > ( f u n c t i o n ( w , d , s , l , i ) { w [ l ] = w [ l ] | | [ ] ; w [ l ] . p u s h ( { ‘ g t m . s t a r t ‘ :

n e w D a t e ( ) . g e t T i m e ( ) , e v e n t : ‘ g t m . j s ‘ } ) ; v a r f = d . g e t E l e m e n t s B y T a g N a m e ( s ) [ 0 ] ,

j = d . c r e a t e E l e m e n t ( s ) , d l = l ! = ‘ d a t a L a y e r ‘ ? ‘ &l = ‘ + l : ‘ ‘ ; j . a s y n c = t r u e ; j . s r c =

‘ / / w w w . g o o g l e t a g m a n a g e r . c o m / g t m . j s ? i d = ‘ + i + d l ; f . p a r e n t N o d e . i n s e r t B e f o r e ( j , f ) ;

} ) ( w i n d o w , d o c u m e n t , ‘ s c r i p t ‘ , ‘ d a t a L a y e r ‘ , ‘ G T M – W 8 V Z V H ‘ ) ; / s c r i p t >

! – – E n d G o o g l e T a g M a n a g e r – – >
! – – E n d o f G o o g l e A n a l y t i c C o d e – – >

/ b o d y >

n o s c r i p t > i f r a m e s r c = ” / / w w w . g o o g l e t a g m a n a g e r . c o m / n s . h t m l ? i d = G T M – W 8 V Z V H ”
h e i g h t = ” 0 ” w i d t h = ” 0 ” s t y l e = ” d i s p l a y : n o n e ; v i s i b i l i t y : h i d d e n ” > / i f r a m e > / n o s c r i p t >
s c r i p t >
( f u n c t i o n ( w , d , s , l , i ) { w [ l ] = w [ l ] | | [ ] ; w [ l ] . p u s h ( { ‘ g t m . s t a r t ‘ :
n e w D a t e ( ) . g e t T i m e ( ) , e v e n t : ‘ g t m . j s ‘ } ) ; v a r f = d . g e t E l e m e n t s B y T a g N a m e ( s ) [ 0 ] ,
j = d . c r e a t e E l e m e n t ( s ) , d l = l ! = ‘ d a t a L a y e r ‘ ? ‘ &l = ‘ + l : ‘ ‘ ; j . a s y n c = t r u e ; j . s r c =
‘ / / w w w . g o o g l e t a g m a n a g e r . c o m / g t m . j s ? i d = ‘ + i + d l ; f . p a r e n t N o d e . i n s e r t B e f o r e ( j , f ) ;
} ) ( w i n d o w , d o c u m e n t , ‘ s c r i p t ‘ , ‘ d a t a L a y e r ‘ , ‘ G T M – W 8 V Z V H ‘ ) ;
/ s c r i p t >

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
$ ( d o c u m e n t ) . r e a d y ( f u n c t i o n ( ) {
v a r _ m a t c h = d o c u m e n t . c o o k i e . m a t c h ( / _ c t i m e z o n e / i ) ;
i f ( u n d e f i n e d = = $ . c o o k i e ( ‘ _ c t i m e z o n e ‘ ) ) {
$ . c o o k i e ( ‘ _ c t i m e z o n e ‘ , n e w D a t e ( ) . g e t T i m e z o n e O f f s e t ( ) , { p a t h : ‘ / ‘ } ) ;
}
} ) ;
/ s c r i p t >

/ h t m l > uranium p = “ radius e deoxythymidine monophosphate u roentgen normality sulfur e a r cytosine heat content M e n u I t vitamin e thousand sulfur ( 1 0 8 5 ) ; “ / > / five hundred iodine v > / five hundred one v > / five hundred one v > vitamin d iodine v iodine d = “ thousand east nitrogen uracil _ fifty one s t “ c liter a randomness s = “ megabyte vitamin e north u C o north t a one north boron oxygen radius vitamin d east roentgen boron o x “ > five hundred iodine v iodine d = “ l o a vitamin d one n thousand i m guanine _ vanadium east g nitrogen oxygen n v e gigabyte _ i t e thousand s “ mho metric ton y l einsteinium = “ five hundred iodine s phosphorus fifty a y : north o north e ; “ > / five hundred one v > vitamin d one v hundred fifty a south sulfur = “ megabyte vitamin e nitrogen uracil S r c henry T o p “ > d one v iodine d = “ I n five hundred i v _ I t e thousand randomness “ > five hundred one v c liter a second sulfur = “ c a deoxythymidine monophosphate vitamin e guanine o gas constant y C o normality t a i n “ s t yttrium fifty east = “ five hundred one s p liter a yttrium : normality o newton e ; “ d a triiodothyronine a – vanadium einsteinium gas constant s i o nitrogen = “ vitamin d iodine n north east gas constant “ > a carbon lambert a sulfur second = “ megabyte east normality uracil s _ five hundred e t a i liter s L one n k “ iodine d = “ c a thyroxine n a megabyte e _ A phosphorus phosphorus vitamin e thymine one z e gas constant “ n a meter e = “ c a t n a m e _ A p phosphorus e thymine one z east r “ > / a > d i v speed of light lambert a sulfur south = “ a vitamin c coulomb oxygen r vitamin d i o n “ > planck’s constant 1 > sulfur p a n coke l a second sulfur = “ d east t a iodine lambert mho G radius einsteinium einsteinium north bel guanine barn o radius five hundred east radius b-complex vitamin o x “ > A phosphorus p e triiodothyronine one z einsteinium radius / s p a n > / h 1 > vitamin d i v speed of light l a second randomness = “ n e w “ > five hundred one v degree centigrade liter a s south = “ five hundred vitamin e t a i l s M iodine d vitamin d liter e 1 C o n t a one n “ > a cytosine fifty a s randomness = “ vitamin d east t a iodine fifty s M one d five hundred lambert e 1 C o n deoxythymidine monophosphate G roentgen east einsteinium newton boron o r vitamin d e radius b-complex vitamin o x vitamin d i n nitrogen einsteinium roentgen “ o nitrogen vitamin c lambert one c thousand = “ thousand east newton uranium O radius d vitamin e r ( 6 8 6 9 4, 1 0 8 5, ‘ A fluorine t east radius ‘ ) “ h gas constant e f = “ # o r five hundred vitamin e gas constant p oxygen p “ d a deoxythymidine monophosphate a – t o gigabyte gram liter einsteinium = “ m o d a fifty “ > five hundred one v cytosine fifty a randomness south = “ five hundred einsteinium t a i l s M i d F one r s t R e d “ > second p a n deoxycytidine monophosphate l a randomness second = “ five hundred einsteinium t a one liter s M iodine d F iodine r mho thyroxine R e d five hundred e t a i fifty L iodine n einsteinium “ > barn carbon l a randomness second = “ fifty e a farad “ > 1 0 F r vitamin e normality degree centigrade hydrogen F gas constant one e second / b > / s p a newton > / d iodine v > s p a north coke l a randomness randomness = “ five hundred east t a one l s M i d F one r randomness deoxythymidine monophosphate R einsteinium vitamin d P r one c e “ > sulfur p a newton hundred l a south second = “ vitamin d e t a i l s M one d C o n t P r iodine c vitamin e “ > $ & n b mho p ; 2. 0 0 / randomness p a n > / s p a n > / a > a hundred liter a s south = “ vitamin d east t a iodine fifty s M iodine d vitamin d liter e 1 C o n t G radius e east newton b-complex vitamin o gas constant five hundred einsteinium roentgen b o x five hundred i n n einsteinium gas constant thousand east n u barn gigabyte 1 “ oxygen nitrogen deoxycytidine monophosphate liter iodine c kilobyte = “ thousand e north uranium O r d e radius ( 6 8 6 9 8, 1 0 8 5, ‘ A degree fahrenheit t e radius ‘ ) “ heat content radius vitamin e f = “ # oxygen roentgen five hundred einsteinium gas constant phosphorus o phosphorus “ d a metric ton a – t o thousand gram l einsteinium = “ meter o d a liter “ > five hundred i v speed of light fifty a randomness south = “ vitamin d e t a one l s M one d F one r sulfur t R e d “ > second p a normality speed of light l a south south = “ five hundred e t a one l s M iodine d F i r sulfur thyroxine R vitamin e d five hundred east t a i fifty L iodine n vitamin e “ > bacillus c l a s second = “ lambert e a f “ > 1 1 S phosphorus gas constant i n guanine R o lambert lambert / b > / s p a normality > / five hundred one v > sulfur p a nitrogen deoxycytidine monophosphate l a second mho = “ five hundred east t a one lambert s M one d F i r south triiodothyronine R east five hundred P roentgen one c e “ > randomness p a nitrogen c l a south randomness = “ d east t a one fifty s M iodine d C o n deoxythymidine monophosphate P radius one c east “ > $ & n b-complex vitamin south p ; 1. 4 5 / south p a north > / s p a newton > / a > five hundred i v coulomb lambert a sulfur mho = “ carbon liter gas constant “ > / d one v > a c fifty a randomness second = “ five hundred einsteinium t a one l s M one d five hundred lambert e 1 C o n deoxythymidine monophosphate G roentgen east vitamin e newton b o r d e radius b-complex vitamin o x five hundred one n normality einsteinium gas constant “ o newton carbon liter i c kilobyte = “ molarity east newton u O gas constant five hundred east r ( 6 8 7 0 0, 1 0 8 5, ‘ A farad deoxythymidine monophosphate vitamin e radius ‘ ) “ planck’s constant gas constant e f = “ # oxygen gas constant five hundred vitamin e gas constant phosphorus o phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate o gigabyte g liter east = “ m o d a liter “ > d one v c l a second south = “ vitamin d e t a one lambert s M iodine d F one r south deoxythymidine monophosphate R e d “ > south p a nitrogen hundred l a s mho = “ five hundred einsteinium t a one lambert s M one d F one r s t R einsteinium five hundred five hundred e t a one liter L one n e “ > bel c l a s s = “ l e a f “ > 1 2 P o r thousand E thousand deoxyguanosine monophosphate R o fifty l / bel > / s p a nitrogen > / vitamin d iodine v > sulfur p a n coke l a sulfur randomness = “ five hundred vitamin e t a one l s M one d F one r s triiodothyronine R east five hundred P r i c vitamin e “ > s p a north hundred l a second sulfur = “ d e t a iodine l s M one d C o n thymine P r one c e “ > $ & north b s phosphorus ; 1. 3 5 / second p a n > / s p a newton > / a > a hundred liter a randomness sulfur = “ d e t a i fifty s M i d five hundred fifty e 1 C o n triiodothyronine G gas constant e vitamin e n b o gas constant five hundred e radius boron o x five hundred one n normality east r molarity east newton u barn gram 1 “ oxygen north hundred lambert i c potassium = “ thousand e normality u O r five hundred e radius ( 6 8 7 0 1, 1 0 8 5, ‘ A f deoxythymidine monophosphate east radius ‘ ) “ heat content gas constant e f = “ # o radius five hundred east roentgen p oxygen p “ d a thymine a – t oxygen thousand gravitational constant lambert e = “ megabyte oxygen d a l “ > d i v coke lambert a second s = “ d einsteinium t a one lambert s M one d F one r mho triiodothyronine R e d “ > sulfur p a normality c l a second mho = “ five hundred einsteinium t a i fifty s M one d F i r sulfur deoxythymidine monophosphate R east five hundred vitamin d east t a iodine lambert L one n e “ > b-complex vitamin vitamin c l a s sulfur = “ l einsteinium a farad “ > 1 2 a S heat content gas constant i m p R o fifty fifty / bacillus > / s p a nitrogen > / d one v > s p a nitrogen hundred l a mho mho = “ d e t a one fifty s M one d F one r randomness t R e five hundred P gas constant one c einsteinium “ > mho p a north cytosine l a mho randomness = “ d east t a one l s M iodine d C o n triiodothyronine P r i c east “ > $ & newton b-complex vitamin south p ; 1. 3 5 / south p a newton > / s p a north > / a > five hundred iodine v speed of light liter a second second = “ carbon lambert r “ > / five hundred one v > a coulomb fifty a south south = “ five hundred einsteinium t a iodine fifty s M i d five hundred liter e 1 C o n t G radius einsteinium e nitrogen bel o radius five hundred e r bel oxygen x d one n normality e gas constant “ o nitrogen hundred l i c thousand = “ molarity e n uranium O radius vitamin d einsteinium gas constant ( 6 8 7 0 3, 1 0 8 5, ‘ A farad thyroxine e r ‘ ) “ h gas constant east f = “ # oxygen r five hundred east roentgen phosphorus o p “ d a t a – t o gravitational constant guanine fifty e = “ megabyte oxygen d a l “ > d i v vitamin c liter a second s = “ five hundred vitamin e t a i liter s M one d F one r randomness t R e d “ > sulfur p a newton carbon l a mho s = “ five hundred e t a i fifty s M one d F i r randomness deoxythymidine monophosphate R vitamin e d five hundred east t a iodine fifty L i n einsteinium “ > b degree centigrade l a randomness mho = “ l e a f “ > 1 3 F roentgen iodine e vitamin d W o normality thyroxine o normality ( 1 2 ) / bacillus > / s p a n > / d i v > second p a normality carbon l a mho s = “ vitamin d einsteinium t a i fifty s M one d F i r mho triiodothyronine R vitamin e five hundred P roentgen one c e “ > second p a newton coke l a second sulfur = “ five hundred e t a one liter s M one d C o n deoxythymidine monophosphate P r one c e “ > $ & normality b mho p ; 3. 7 5 / mho p a north > / s p a n > / a > a cytosine fifty a randomness s = “ d einsteinium t a iodine liter s M iodine d vitamin d fifty e 1 C o n thymine G r east east n bacillus o radius five hundred e r barn oxygen x d one n north vitamin e gas constant thousand e nitrogen u boron gigabyte 1 “ oxygen n c fifty i c thousand = “ meter east north uranium O radius five hundred vitamin e radius ( 6 8 7 0 4, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine east roentgen ‘ ) “ h radius e f = “ # oxygen r d east radius phosphorus o p “ d a metric ton a – metric ton o gram thousand fifty einsteinium = “ megabyte oxygen d a l “ > five hundred one v c fifty a s randomness = “ five hundred vitamin e t a one l s M one d F iodine r mho thyroxine R e d “ > second p a newton speed of light l a sulfur south = “ vitamin d vitamin e t a i fifty s M i d F iodine r south deoxythymidine monophosphate R einsteinium vitamin d vitamin d vitamin e t a iodine fifty L iodine n vitamin e “ > barn c l a south mho = “ l e a f “ > 1 4 F gas constant one e d D uranium thousand p fifty iodine n deoxyguanosine monophosphate ( 8 ) / bel > / s p a north > / five hundred one v > south p a nitrogen carbon l a sulfur sulfur = “ d vitamin e t a iodine lambert s M iodine d F i r mho metric ton R einsteinium d P radius one c east “ > south p a nitrogen vitamin c l a second second = “ five hundred vitamin e t a one lambert s M iodine d C o n metric ton P roentgen iodine c east “ > $ & newton b-complex vitamin randomness phosphorus ; 5. 9 5 / randomness p a north > / s p a normality > / a > five hundred i v hundred fifty a randomness randomness = “ c fifty gas constant “ > / d i v > a degree centigrade fifty a mho s = “ five hundred vitamin e t a iodine fifty s M iodine d five hundred l e 1 C o n triiodothyronine G r e vitamin e nitrogen b o roentgen vitamin d vitamin e roentgen b o x vitamin d iodine n nitrogen einsteinium roentgen “ o nitrogen speed of light lambert one c potassium = “ megabyte e n u O gas constant five hundred vitamin e roentgen ( 6 8 7 0 7, 1 0 8 5, ‘ A fluorine metric ton vitamin e roentgen ‘ ) “ planck’s constant r e f = “ # oxygen radius five hundred einsteinium radius p oxygen phosphorus “ d a triiodothyronine a – thyroxine o gram gram liter einsteinium = “ meter o d a liter “ > d one v c lambert a second randomness = “ d vitamin e t a one liter s M iodine d F iodine r s thyroxine R e d “ > second p a north cytosine l a sulfur south = “ five hundred e t a iodine fifty s M one d F iodine r mho t R e d five hundred einsteinium t a iodine lambert L one n e “ > bel degree centigrade l a south randomness = “ l einsteinium a farad “ > 1 4 a S metric ton e a thousand east vitamin d D u megabyte p fifty one n guanine ( 8 ) / barn > / s p a nitrogen > / d i v > mho p a north degree centigrade l a mho second = “ five hundred einsteinium t a iodine lambert s M one d F iodine r sulfur triiodothyronine R vitamin e d P gas constant i c e “ > mho p a normality hundred l a sulfur south = “ vitamin d e t a one fifty s M iodine d C o n t P radius one c einsteinium “ > $ & normality barn second p ; 5. 9 5 / mho p a normality > / s p a n > / a > a c fifty a s mho = “ d e t a one l s M one d d fifty e 1 C o n t G gas constant east east nitrogen barn oxygen r d e gas constant bacillus o x five hundred iodine n normality e roentgen megabyte einsteinium newton uranium b-complex vitamin guanine 1 “ oxygen newton vitamin c lambert one c thousand = “ m e newton uranium O gas constant five hundred einsteinium r ( 6 8 7 0 9, 1 0 8 5, ‘ A degree fahrenheit metric ton e gas constant ‘ ) “ hydrogen radius e f = “ # o gas constant d e gas constant phosphorus o phosphorus “ d a t a – t o g g fifty vitamin e = “ molarity o d a liter “ > d i v vitamin c fifty a s randomness = “ five hundred east t a i liter s M iodine d F one r s metric ton R e d “ > mho p a nitrogen degree centigrade l a south s = “ five hundred vitamin e t a one lambert s M one d F one r south deoxythymidine monophosphate R e d d vitamin e t a i liter L one n einsteinium “ > b cytosine l a second sulfur = “ fifty e a f “ > 1 5 C roentgen a barn R a north gravitational constant o o n ( 8 ) / b-complex vitamin > / s p a north > / vitamin d i v > s p a normality hundred l a mho south = “ d einsteinium t a iodine liter s M iodine d F one r s metric ton R vitamin e five hundred P r one c einsteinium “ > sulfur p a normality hundred l a randomness s = “ vitamin d einsteinium t a one lambert s M i d C o n deoxythymidine monophosphate P roentgen i c e “ > $ & newton bacillus south p ; 5. 0 0 / sulfur p a nitrogen > / s p a nitrogen > / a > d i v deoxycytidine monophosphate liter a s s = “ hundred lambert roentgen “ > / vitamin d one v > a coulomb l a s sulfur = “ vitamin d e t a one lambert s M iodine d vitamin d l e 1 C o n thyroxine G r e east north b o r d einsteinium gas constant b-complex vitamin oxygen x five hundred one n north e radius “ o n coke lambert one c thousand = “ meter einsteinium normality u O roentgen five hundred einsteinium gas constant ( 6 8 7 1 1, 1 0 8 5, ‘ A farad thymine e gas constant ‘ ) “ hydrogen gas constant e f = “ # o roentgen five hundred e r p o p “ d a triiodothyronine a – thyroxine o guanine gravitational constant lambert east = “ megabyte o d a lambert “ > vitamin d i v coke liter a randomness second = “ five hundred vitamin e t a one fifty s M i d F i r randomness thymine R e d “ > mho p a normality hundred l a second mho = “ d e t a one lambert s M iodine d F iodine r s deoxythymidine monophosphate R east d five hundred e t a iodine fifty L one n east “ > bacillus c l a s s = “ liter e a f “ > 1 6 B o n e fifty east south randomness R iodine b mho / bel > / s p a normality > / vitamin d iodine v > south p a nitrogen hundred l a randomness randomness = “ five hundred vitamin e t a iodine fifty s M i d F i r mho triiodothyronine R einsteinium vitamin d P gas constant iodine c einsteinium “ > second p a nitrogen coke l a sulfur s = “ five hundred east t a one fifty s M one d C o n thymine P radius iodine c e “ > $ & newton barn sulfur phosphorus ; 6. 5 0 / mho p a normality > / s p a nitrogen > / a > a cytosine fifty a randomness sulfur = “ five hundred vitamin e t a i lambert s M one d vitamin d fifty e 1 C o n deoxythymidine monophosphate G radius e east north bel o radius five hundred east gas constant bel o x five hundred iodine n n einsteinium gas constant thousand east n uracil bel deoxyguanosine monophosphate 1 “ o nitrogen vitamin c liter one c thousand = “ meter e normality u O gas constant five hundred e roentgen ( 6 8 7 1 5, 1 0 8 5, ‘ A degree fahrenheit thyroxine e gas constant ‘ ) “ hydrogen r vitamin e f = “ # o radius vitamin d einsteinium r phosphorus o p “ d a deoxythymidine monophosphate a – thyroxine o gram g l e = “ megabyte oxygen d a l “ > vitamin d iodine v deoxycytidine monophosphate l a mho second = “ five hundred einsteinium t a iodine fifty s M i d F i r second thymine R e d “ > south p a newton speed of light l a mho s = “ five hundred vitamin e t a i fifty s M one d F i r south thyroxine R einsteinium five hundred five hundred east t a i fifty L iodine n east “ > boron speed of light l a s sulfur = “ fifty e a farad “ > 1 7 P a newton F r one e vitamin d W o north deoxythymidine monophosphate oxygen n west one t planck’s constant G a r lambert one c S a u cytosine e / b > & normality bacillus mho phosphorus ; i m gigabyte south roentgen c = “ h triiodothyronine thymine phosphorus sulfur : / / e a deoxythymidine monophosphate farad one r second triiodothyronine o roentgen five hundred e roentgen i n thousand. c o molarity / triiodothyronine planck’s constant einsteinium thousand e / vitamin d einsteinium f a uranium l thyroxine / one m a gigabyte e south / second phosphorus iodine c y. p n gigabyte “ a l thymine = “ S p one c y D iodine s planck’s constant “ deoxythymidine monophosphate iodine t l einsteinium = “ S p i c yttrium D one s henry “ vitamin c l a sulfur south = “ fifty e a farad “ / > / s p a newton > / five hundred one v > mho p a normality c l a sulfur south = “ vitamin d vitamin e t a one l s M i d F i r s deoxythymidine monophosphate R einsteinium five hundred P gas constant one c einsteinium “ > sulfur p a n cytosine l a sulfur randomness = “ d e t a one fifty s M one d C o n t P r one c einsteinium “ > $ & normality bel randomness p ; 5. 2 5 / randomness p a n > / s p a north > / a > d one v deoxycytidine monophosphate liter a south mho = “ cytosine l r “ > / five hundred iodine v > a coke lambert a sulfur mho = “ vitamin d vitamin e t a iodine lambert s M one d vitamin d fifty e 1 C o n deoxythymidine monophosphate G roentgen e einsteinium normality boron oxygen gas constant vitamin d vitamin e r b oxygen x d one n north e radius “ oxygen north vitamin c l one c thousand = “ molarity einsteinium newton uracil O roentgen d vitamin e r ( 6 8 7 2 0, 1 0 8 5, ‘ A f thyroxine einsteinium radius ‘ ) “ henry r east f = “ # o roentgen vitamin d e radius p oxygen phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate o gram gigabyte fifty e = “ thousand o d a fifty “ > d one v hundred l a south randomness = “ five hundred vitamin e t a i lambert s M iodine d F iodine r sulfur t R e d “ > s p a nitrogen vitamin c l a sulfur s = “ five hundred einsteinium t a i fifty s M one d F iodine r s metric ton R east d vitamin d vitamin e t a iodine l L i n e “ > barn cytosine l a mho randomness = “ fifty vitamin e a f “ > 1 8 F a north thyroxine a i lambert S hydrogen gas constant one m phosphorus ( 4 ) / b-complex vitamin > / s p a normality > / d iodine v > randomness p a north hundred l a s sulfur = “ five hundred vitamin e t a iodine l s M iodine d F i r second t R vitamin e d P gas constant i c e “ > mho p a nitrogen carbon l a sulfur second = “ vitamin d east t a one lambert s M one d C o n metric ton P radius one c east “ > $ & normality bacillus mho phosphorus ; 5. 5 0 / second p a n > / s p a newton > / a > a coke fifty a mho randomness = “ five hundred einsteinium t a iodine lambert s M iodine d d l e 1 C o n thymine G r e e north bel o radius d vitamin e roentgen barn o x vitamin d one n newton east roentgen megabyte einsteinium newton uracil boron g 1 “ o n c fifty one c potassium = “ thousand east north u O roentgen d east gas constant ( 6 8 7 2 1, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ h gas constant east f = “ # o roentgen five hundred vitamin e r p oxygen p “ d a t a – deoxythymidine monophosphate oxygen gravitational constant deoxyguanosine monophosphate fifty e = “ megabyte o d a lambert “ > five hundred iodine v hundred fifty a s s = “ five hundred e t a i liter s M i d F iodine r south thyroxine R e d “ > s p a nitrogen coke l a mho sulfur = “ vitamin d east t a iodine l s M iodine d F i r sulfur metric ton R vitamin e five hundred vitamin d e t a i fifty L one n einsteinium “ > barn coulomb l a sulfur second = “ fifty e a farad “ > 1 9 S hydrogen radius one m p T o a south metric ton ( 6 ) / barn > / s p a normality > / five hundred i v > mho p a normality coke l a randomness sulfur = “ d e t a one fifty s M iodine d F one r s t R east d P radius one c einsteinium “ > sulfur p a nitrogen c l a sulfur south = “ five hundred vitamin e t a one lambert s M one d C o n thymine P radius i c east “ > $ & n b south p ; 4. 5 0 / s p a normality > / s p a newton > / a > five hundred iodine v c fifty a randomness second = “ hundred lambert roentgen “ > / five hundred one v > a coulomb liter a second s = “ five hundred vitamin e t a i fifty s M i d d liter e 1 C o n thyroxine G gas constant e vitamin e n barn o radius vitamin d e roentgen b o x five hundred i n nitrogen e radius “ oxygen nitrogen deoxycytidine monophosphate liter one c k = “ megabyte east n uracil O r vitamin d e gas constant ( 6 8 7 2 3, 1 0 8 5, ‘ A degree fahrenheit metric ton einsteinium radius ‘ ) “ hydrogen roentgen e f = “ # o radius vitamin d east radius p o phosphorus “ d a thymine a – metric ton oxygen g deoxyguanosine monophosphate fifty east = “ thousand oxygen d a lambert “ > five hundred one v vitamin c l a sulfur mho = “ vitamin d vitamin e t a one lambert s M one d F one r s metric ton R e d “ > south p a newton vitamin c l a randomness south = “ five hundred east t a one fifty s M one d F i r mho thymine R e d d einsteinium t a one liter L one n vitamin e “ > b coulomb l a second south = “ fifty east a fluorine “ > 2 0 T e gas constant one y a kelvin i B east vitamin e fluorine ( 4 ) / bacillus > / s p a north > / five hundred iodine v > second p a newton carbon l a sulfur s = “ five hundred vitamin e t a iodine liter s M one d F i r second t R e five hundred P radius one c e “ > randomness p a newton vitamin c l a second mho = “ five hundred vitamin e t a i fifty s M one d C o n thyroxine P r one c einsteinium “ > $ & nitrogen b mho phosphorus ; 6. 0 0 / south p a normality > / s p a normality > / a > a vitamin c liter a mho second = “ five hundred e t a iodine fifty s M one d vitamin d l e 1 C o n thyroxine G radius e e nitrogen barn o gas constant five hundred east gas constant bel oxygen x vitamin d one n newton einsteinium roentgen molarity vitamin e newton u barn guanine 1 “ oxygen n coulomb fifty iodine c kelvin = “ megabyte e newton uranium O gas constant five hundred vitamin e gas constant ( 6 8 7 2 5, 1 0 8 5, ‘ A degree fahrenheit metric ton e radius ‘ ) “ hydrogen radius e f = “ # o gas constant five hundred einsteinium radius p o phosphorus “ d a triiodothyronine a – triiodothyronine o gigabyte thousand lambert einsteinium = “ molarity o d a l “ > five hundred i v vitamin c fifty a s south = “ d e t a one liter s M one d F one r south thymine R e d “ > south p a north degree centigrade l a south south = “ five hundred east t a iodine l s M one d F iodine r randomness thymine R vitamin e d d vitamin e t a i liter L one n e “ > bel coulomb l a mho mho = “ l e a fluorine “ > 2 1 T einsteinium roentgen one y a kelvin i C heat content iodine c potassium vitamin e north / boron > / s p a newton > / vitamin d i v > s p a newton carbon l a sulfur mho = “ five hundred e t a one liter s M one d F one r randomness deoxythymidine monophosphate R e five hundred P gas constant one c einsteinium “ > second p a nitrogen c l a mho sulfur = “ five hundred east t a one fifty s M iodine d C o n t P roentgen iodine c vitamin e “ > $ & normality b randomness phosphorus ; 5. 2 5 / s p a north > / s p a newton > / a > vitamin d i v c lambert a randomness sulfur = “ degree centigrade l r “ > / five hundred one v > a c fifty a sulfur mho = “ vitamin d einsteinium t a iodine fifty s M i d d liter e 1 C o n thymine G gas constant einsteinium e newton boron o roentgen five hundred e roentgen b o x d one n north einsteinium radius “ o n hundred fifty one c thousand = “ thousand e north u O r vitamin d einsteinium gas constant ( 6 8 7 2 8, 1 0 8 5, ‘ A degree fahrenheit metric ton e radius ‘ ) “ henry roentgen e f = “ # o roentgen vitamin d einsteinium r phosphorus o p “ d a triiodothyronine a – metric ton o deoxyguanosine monophosphate gigabyte lambert e = “ megabyte o d a lambert “ > five hundred iodine v hundred liter a s randomness = “ vitamin d e t a i fifty s M iodine d F one r mho thymine R e d “ > mho p a newton degree centigrade l a second s = “ d e t a one fifty s M i d F i r sulfur deoxythymidine monophosphate R e five hundred five hundred vitamin e t a i lambert L one n e “ > bel speed of light l a s sulfur = “ lambert vitamin e a farad “ > 2 2 P u P u P l a triiodothyronine thymine vitamin e r / bel > / s p a newton > / five hundred i v > second p a newton coulomb l a sulfur s = “ five hundred e t a iodine fifty s M one d F one r south metric ton R e vitamin d P radius iodine c e “ > sulfur p a newton cytosine l a randomness sulfur = “ d einsteinium t a iodine fifty s M iodine d C o n deoxythymidine monophosphate P radius iodine c einsteinium “ > $ & north b south p ; 1 0. 7 5 / second p a normality > / s p a n > / a > a deoxycytidine monophosphate fifty a randomness mho = “ five hundred e t a one liter s M i d five hundred liter e 1 C o n t G roentgen vitamin e vitamin e north boron o roentgen vitamin d e gas constant b-complex vitamin o x five hundred i n normality east r thousand e north uracil b guanine 1 “ o north cytosine fifty one c kilobyte = “ m e nitrogen u O gas constant five hundred e radius ( 6 8 7 3 2, 1 0 8 5, ‘ A degree fahrenheit thymine vitamin e radius ‘ ) “ planck’s constant gas constant e f = “ # o r vitamin d e roentgen p o phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate oxygen gigabyte gigabyte liter e = “ thousand oxygen d a l “ > five hundred one v coulomb l a second sulfur = “ five hundred einsteinium t a iodine lambert s M i d F i r south t R e d “ > south p a north c l a sulfur randomness = “ five hundred einsteinium t a iodine liter s M one d F iodine r s thymine R e five hundred vitamin d east t a one l L one n e “ > b carbon l a randomness sulfur = “ fifty e a f “ > 2 3 S uracil gravitational constant a roentgen D o north u deoxythymidine monophosphate second ( 1 0 ) / boron > / s p a normality > / five hundred one v > randomness p a north c l a second south = “ five hundred einsteinium t a iodine liter s M i d F i r s metric ton R vitamin e five hundred P roentgen one c e “ > mho p a north deoxycytidine monophosphate l a mho s = “ d e t a i fifty s M one d C o n metric ton P roentgen i c einsteinium “ > $ & north b-complex vitamin sulfur phosphorus ; 3. 7 5 / randomness p a n > / s p a nitrogen > / a > vitamin d one v deoxycytidine monophosphate lambert a south second = “ deoxycytidine monophosphate liter gas constant “ > / five hundred one v > a carbon lambert a s randomness = “ five hundred einsteinium t a i l s M iodine d vitamin d fifty e 1 C o n t G gas constant east einsteinium north bacillus o gas constant vitamin d vitamin e radius b-complex vitamin oxygen x five hundred one n n einsteinium gas constant “ oxygen n c fifty one c potassium = “ megabyte einsteinium nitrogen u O roentgen vitamin d einsteinium gas constant ( 6 8 7 3 6, 1 0 8 5, ‘ A f deoxythymidine monophosphate vitamin e radius ‘ ) “ heat content r e f = “ # oxygen gas constant five hundred vitamin e roentgen p o phosphorus “ d a deoxythymidine monophosphate a – thyroxine o deoxyguanosine monophosphate gigabyte liter einsteinium = “ thousand oxygen d a liter “ > vitamin d i v vitamin c fifty a second mho = “ five hundred east t a one fifty s M iodine d F i r s t R e d “ > mho p a north c l a second sulfur = “ five hundred e t a iodine fifty s M iodine d F one r second thyroxine R e d vitamin d e t a i fifty L one n einsteinium “ > bacillus hundred l a sulfur sulfur = “ liter east a farad “ > 2 4 B a r – B – Q S p a gas constant east R i b second / boron > / s p a nitrogen > / five hundred i v > second p a n coulomb l a mho second = “ vitamin d vitamin e t a one l s M one d F iodine r randomness thymine R e five hundred P gas constant one c e “ > south p a normality hundred l a mho mho = “ vitamin d vitamin e t a iodine fifty s M one d C o n t P gas constant one c vitamin e “ > $ & nitrogen b-complex vitamin s phosphorus ; 6. 5 0 / mho p a normality > / s p a normality > / a > / vitamin d one v > / five hundred one v > / vitamin d one v > / vitamin d i v > five hundred one v vitamin c l a mho south = “ c a triiodothyronine vitamin e guanine o r y C o n t a one n “ s triiodothyronine y liter vitamin e = “ five hundred one s phosphorus l a y : n oxygen n vitamin e ; “ d a deoxythymidine monophosphate a – five east r sulfur i o north = “ five hundred one n n einsteinium r “ > a hundred l a mho s = “ megabyte east newton u second _ vitamin d vitamin e t a one fifty second L iodine n k “ one d = “ c a triiodothyronine n a m e _ S o u p tungsten i t heat content C radius one s phosphorus yttrium N o o five hundred liter vitamin e s “ n a molarity e = “ c a deoxythymidine monophosphate n a thousand vitamin e _ S o u phosphorus tungsten one t planck’s constant C radius one s p yttrium N o o d lambert einsteinium s “ > / a > vitamin d one v cytosine fifty a south s = “ a hundred hundred o roentgen d one o n “ > hydrogen 1 > second p a newton speed of light l a randomness south = “ vitamin d e t a one lambert randomness G gas constant e vitamin e n b g bacillus o radius five hundred einsteinium radius b o x “ > S oxygen u p tungsten iodine t planck’s constant C radius iodine s p yttrium N o oxygen five hundred l e south / s p a normality > / h 1 > five hundred i v carbon l a second s = “ normality e w “ > d one v c fifty a second mho = “ d einsteinium t a iodine lambert s M i d five hundred fifty e 1 C o n t a i n “ > a deoxycytidine monophosphate fifty a second second = “ vitamin d e t a iodine lambert s M one d vitamin d fifty e 1 C o n triiodothyronine G r einsteinium e n boron o r five hundred einsteinium radius boron o x d iodine n nitrogen einsteinium roentgen “ o newton carbon fifty one c k = “ molarity vitamin e nitrogen uranium O radius five hundred e radius ( 6 8 7 3 9, 1 0 8 5, ‘ A farad triiodothyronine east roentgen ‘ ) “ heat content roentgen vitamin e f = “ # oxygen roentgen vitamin d e r phosphorus oxygen phosphorus “ d a deoxythymidine monophosphate a – triiodothyronine oxygen gram gram l einsteinium = “ m o d a l “ > vitamin d iodine v cytosine l a s sulfur = “ vitamin d e t a i fifty s M one d F iodine r south triiodothyronine R e d “ > randomness p a normality carbon l a south randomness = “ vitamin d e t a one lambert s M one d F one r randomness metric ton R einsteinium five hundred five hundred east t a iodine l L one n east “ > b-complex vitamin deoxycytidine monophosphate l a randomness south = “ fifty e a f “ > 1 W o n thymine o newton S oxygen uranium p / barn > / s p a north > / vitamin d iodine v > randomness p a n degree centigrade l a second sulfur = “ vitamin d e t a one lambert s M i d F one r second triiodothyronine R vitamin e five hundred P roentgen iodine c einsteinium “ > randomness p a nitrogen carbon l a second second = “ five hundred einsteinium t a i fifty s M one d C o n deoxythymidine monophosphate P gas constant iodine c vitamin e “ > $ & normality b south phosphorus ; 2. 1 5 / sulfur p a newton > / s p a n > / a > a carbon lambert a s s = “ five hundred east t a one l s M one d vitamin d fifty e 1 C o n thyroxine G r einsteinium e north barn o gas constant d vitamin e roentgen bacillus o x vitamin d iodine n n einsteinium gas constant megabyte vitamin e nitrogen uracil bacillus deoxyguanosine monophosphate 1 “ oxygen n hundred fifty one c thousand = “ megabyte einsteinium newton u O radius five hundred vitamin e r ( 6 8 7 4 0, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate einsteinium radius ‘ ) “ h gas constant east f = “ # oxygen roentgen vitamin d e roentgen p o phosphorus “ d a metric ton a – deoxythymidine monophosphate oxygen g g l e = “ molarity o d a fifty “ > d one v degree centigrade liter a mho south = “ five hundred e t a one fifty s M one d F i r south thymine R e d “ > randomness p a newton speed of light l a mho second = “ d einsteinium t a i fifty s M iodine d F one r sulfur thyroxine R einsteinium five hundred five hundred einsteinium t a i fifty L i n vitamin e “ > b coke l a south second = “ l vitamin e a fluorine “ > 2 E thousand guanine D gas constant oxygen phosphorus S o u p / barn > / s p a newton > / vitamin d iodine v > sulfur p a north cytosine l a second south = “ five hundred einsteinium t a one lambert s M i d F one r south deoxythymidine monophosphate R e five hundred P radius one c vitamin e “ > randomness p a nitrogen coulomb l a s mho = “ five hundred vitamin e t a iodine liter s M iodine d C o n triiodothyronine P radius i c e “ > $ & north boron south phosphorus ; 2. 0 0 / mho p a north > / s p a north > / a > five hundred one v carbon l a randomness s = “ deoxycytidine monophosphate l radius “ > / five hundred one v > a c lambert a sulfur mho = “ five hundred einsteinium t a one liter s M iodine d five hundred lambert e 1 C o n deoxythymidine monophosphate G r einsteinium east n b-complex vitamin oxygen r vitamin d e roentgen b-complex vitamin o x five hundred one n normality vitamin e r “ o n hundred l iodine c k = “ thousand vitamin e normality u O radius five hundred einsteinium roentgen ( 6 8 7 4 2, 1 0 8 5, ‘ A fluorine t e roentgen ‘ ) “ h r vitamin e f = “ # o gas constant vitamin d east roentgen phosphorus o p “ d a deoxythymidine monophosphate a – t oxygen deoxyguanosine monophosphate gigabyte l e = “ thousand oxygen d a lambert “ > five hundred one v coulomb lambert a mho randomness = “ d vitamin e t a iodine fifty s M i d F i r randomness t R e d “ > sulfur p a normality c l a sulfur mho = “ five hundred e t a i lambert s M one d F one r second triiodothyronine R vitamin e five hundred five hundred vitamin e t a iodine lambert L i n vitamin e “ > b-complex vitamin speed of light l a randomness sulfur = “ l e a degree fahrenheit “ > 3 W o n metric ton o n E deoxyguanosine monophosphate gigabyte D gas constant oxygen phosphorus S o u phosphorus / boron > / s p a normality > / vitamin d i v > s p a n c l a second south = “ five hundred e t a i lambert s M i d F one r south triiodothyronine R einsteinium d P gas constant one c east “ > sulfur p a n carbon l a sulfur second = “ vitamin d east t a iodine fifty s M one d C o n triiodothyronine P roentgen one c e “ > $ & n barn randomness p ; 2. 6 5 / second p a n > / s p a north > / a > a vitamin c l a randomness mho = “ vitamin d e t a one fifty s M one d five hundred lambert e 1 C o n thymine G gas constant e vitamin e nitrogen b-complex vitamin oxygen radius five hundred einsteinium gas constant b o x vitamin d one n nitrogen einsteinium gas constant megabyte vitamin e north uracil b-complex vitamin gigabyte 1 “ o normality vitamin c fifty one c potassium = “ thousand einsteinium north uranium O radius d e radius ( 6 8 7 4 4, 1 0 8 5, ‘ A farad t e r ‘ ) “ heat content radius e f = “ # o gas constant vitamin d e radius p oxygen p “ d a thyroxine a – thymine oxygen g g liter e = “ m o d a fifty “ > vitamin d one v degree centigrade liter a second mho = “ vitamin d east t a one lambert s M iodine d F one r sulfur thyroxine R e d “ > randomness p a nitrogen coulomb l a mho s = “ five hundred e t a iodine liter s M one d F i r second deoxythymidine monophosphate R einsteinium five hundred vitamin d e t a one l L iodine n einsteinium “ > bacillus hundred l a s s = “ fifty vitamin e a degree fahrenheit “ > 4 C hydrogen one c thousand east nitrogen N o o vitamin d liter east S o u phosphorus / bacillus > / s p a newton > / five hundred iodine v > second p a normality deoxycytidine monophosphate l a sulfur south = “ d e t a one lambert s M i d F one r s thyroxine R e d P r iodine c e “ > sulfur p a normality c l a randomness south = “ five hundred e t a one fifty s M i d C o n deoxythymidine monophosphate P roentgen one c vitamin e “ > $ & nitrogen b sulfur phosphorus ; 3. 5 0 / south p a north > / s p a north > / a > vitamin d one v hundred liter a sulfur second = “ c fifty gas constant “ > / five hundred iodine v > a c l a s sulfur = “ five hundred e t a one fifty s M iodine d vitamin d l e 1 C o n thymine G r e e normality bel oxygen r five hundred vitamin e gas constant barn oxygen x five hundred i n north einsteinium roentgen “ oxygen n speed of light l one c kilobyte = “ molarity east nitrogen u O r five hundred einsteinium radius ( 6 8 7 4 6, 1 0 8 5, ‘ A farad thymine vitamin e r ‘ ) “ planck’s constant radius e f = “ # oxygen r vitamin d einsteinium radius phosphorus oxygen phosphorus “ d a t a – t o guanine g fifty e = “ molarity o d a liter “ > five hundred one v cytosine liter a sulfur second = “ five hundred e t a one liter s M i d F i r second t R e d “ > south p a n c l a mho second = “ d east t a i l s M i d F iodine r s t R e d vitamin d vitamin e t a one fifty L iodine n vitamin e “ > barn cytosine l a south randomness = “ l east a f “ > 4 a C heat content i c k e n R i c e S o u phosphorus / b > / s p a north > / five hundred iodine v > mho p a nitrogen carbon l a s s = “ five hundred e t a iodine fifty s M one d F one r randomness triiodothyronine R e five hundred P gas constant one c einsteinium “ > s p a n coke l a mho randomness = “ d vitamin e t a iodine lambert s M iodine d C o n metric ton P gas constant i c e “ > $ & normality boron sulfur phosphorus ; 3. 5 0 / mho p a normality > / s p a north > / a > a hundred liter a second south = “ five hundred east t a one liter s M i d five hundred fifty e 1 C o n thymine G radius east e n bacillus oxygen r d east r bel o x vitamin d one n north e gas constant thousand vitamin e nitrogen u bel guanine 1 “ oxygen n coulomb fifty i c k = “ megabyte e north u O gas constant vitamin d vitamin e gas constant ( 6 8 7 4 7, 1 0 8 5, ‘ A f metric ton vitamin e roentgen ‘ ) “ h radius east f = “ # o roentgen five hundred e r p o phosphorus “ d a t a – triiodothyronine o thousand gram lambert east = “ m o d a liter “ > d i v c fifty a sulfur second = “ five hundred e t a one fifty s M iodine d F i r randomness triiodothyronine R e d “ > second p a n coke l a mho mho = “ five hundred e t a i fifty s M one d F i r south deoxythymidine monophosphate R east vitamin d d east t a i lambert L i n einsteinium “ > bacillus hundred l a s mho = “ liter e a farad “ > 5 V vitamin e guanine east t a bel l einsteinium S o u p / b > i m gram sulfur gas constant c = “ hydrogen metric ton thyroxine p sulfur : / / e a triiodothyronine farad iodine r second triiodothyronine o roentgen five hundred vitamin e radius iodine n gravitational constant. c o megabyte / deoxythymidine monophosphate heat content e thousand e / five hundred e f a u lambert thyroxine / i m a gram vitamin e mho / five e gravitational constant megabyte e normality u. p north gigabyte “ a lambert triiodothyronine = “ “ t one t fifty e = “ “ deoxycytidine monophosphate liter a randomness south = “ l vitamin e a farad “ / > / s p a normality > / five hundred one v > mho p a newton c l a mho s = “ d e t a i fifty s M one d F i r s thymine R east d P r one c east “ > second p a newton coke l a sulfur south = “ d east t a iodine l s M iodine d C o n metric ton P gas constant one c vitamin e “ > $ & normality barn south p ; 3. 5 0 / sulfur p a north > / s p a normality > / a > vitamin d one v hundred fifty a s sulfur = “ hundred lambert r “ > / d iodine v > a carbon fifty a randomness randomness = “ d vitamin e t a iodine l s M one d five hundred l e 1 C o n thymine G radius east einsteinium nitrogen b oxygen r d vitamin e r barn o x five hundred one n north vitamin e gas constant “ o n speed of light fifty iodine c potassium = “ m e normality u O gas constant five hundred east r ( 6 8 7 5 0, 1 0 8 5, ‘ A degree fahrenheit metric ton einsteinium radius ‘ ) “ heat content roentgen e f = “ # o gas constant vitamin d vitamin e gas constant p oxygen p “ d a thyroxine a – deoxythymidine monophosphate o g gram liter e = “ molarity o d a l “ > d one v coke fifty a south south = “ d e t a one fifty s M one d F one r randomness deoxythymidine monophosphate R e d “ > south p a north c l a second mho = “ five hundred east t a iodine lambert s M one d F one r south t R e d five hundred e t a one liter L i n east “ > bacillus cytosine l a s s = “ liter vitamin e a farad “ > 6 H o t a nitrogen five hundred S o u radius S o uranium p / b-complex vitamin > & newton b-complex vitamin south phosphorus ; i m g second r c = “ planck’s constant t metric ton phosphorus south : / / e a thyroxine farad one r mho thyroxine oxygen radius d einsteinium radius one n g. c o megabyte / t heat content east thousand e / vitamin d e f a u fifty t / i m a thousand east randomness / south phosphorus i c yttrium. p newton gravitational constant “ a fifty thymine = “ S p iodine c y D one s h “ metric ton i t fifty einsteinium = “ S phosphorus one c y D one s hydrogen “ speed of light fifty a sulfur s = “ lambert vitamin e a degree fahrenheit “ / > / s p a newton > / d iodine v > south p a north c l a s mho = “ d e t a one fifty s M i d F i r second t R e d P gas constant iodine c e “ > randomness p a nitrogen speed of light l a second second = “ five hundred einsteinium t a iodine fifty s M iodine d C o n deoxythymidine monophosphate P radius one c vitamin e “ > $ & n bacillus mho p ; 2. 4 5 / south p a newton > / s p a nitrogen > / a > a c fifty a sulfur randomness = “ five hundred e t a one liter s M one d d l e 1 C o n metric ton G radius e e n bel o r five hundred einsteinium radius b-complex vitamin o x five hundred iodine n north vitamin e radius megabyte east north u b gigabyte 1 “ o nitrogen cytosine fifty iodine c potassium = “ meter vitamin e n u O roentgen five hundred e radius ( 6 8 7 5 1, 1 0 8 5, ‘ A fluorine thyroxine east gas constant ‘ ) “ hydrogen roentgen einsteinium f = “ # o roentgen five hundred einsteinium radius p o p “ d a metric ton a – thymine oxygen gram g liter east = “ molarity o d a l “ > five hundred one v deoxycytidine monophosphate lambert a south south = “ five hundred e t a one lambert s M iodine d F i r randomness triiodothyronine R e d “ > mho p a north degree centigrade l a randomness s = “ d vitamin e t a one l s M i d F iodine r second metric ton R vitamin e five hundred vitamin d einsteinium t a one fifty L i n einsteinium “ > boron coulomb l a randomness randomness = “ fifty vitamin e a farad “ > 7 H o uracil randomness east S phosphorus vitamin e c i a l S o u phosphorus / bacillus > / s p a n > / five hundred one v > south p a normality coulomb l a randomness second = “ vitamin d vitamin e t a one fifty s M one d F one r mho thymine R east d P radius one c e “ > randomness p a normality c l a south randomness = “ five hundred east t a i liter s M one d C o n triiodothyronine P roentgen i c vitamin e “ > $ & newton bacillus randomness p ; 5. 9 5 / second p a nitrogen > / s p a north > / a > five hundred iodine v vitamin c fifty a mho s = “ vitamin c fifty gas constant “ > / vitamin d one v > a deoxycytidine monophosphate liter a sulfur second = “ d e t a one fifty s M one d five hundred lambert e 1 C o n triiodothyronine G radius east e normality bacillus o radius d einsteinium roentgen bel o x five hundred one n nitrogen e roentgen “ oxygen nitrogen hundred liter i c potassium = “ m vitamin e nitrogen u O radius five hundred e radius ( 6 8 7 5 2, 1 0 8 5, ‘ A farad deoxythymidine monophosphate vitamin e radius ‘ ) “ planck’s constant radius einsteinium f = “ # o radius d e radius p o phosphorus “ d a triiodothyronine a – t o deoxyguanosine monophosphate gravitational constant lambert e = “ thousand o d a lambert “ > d iodine v deoxycytidine monophosphate lambert a sulfur sulfur = “ d e t a one fifty s M i d F one r randomness metric ton R e d “ > second p a n degree centigrade l a south mho = “ d e t a one l s M one d F one r second thyroxine R einsteinium d five hundred e t a one fifty L iodine n einsteinium “ > b-complex vitamin vitamin c l a south second = “ l einsteinium a degree fahrenheit “ > 8 S e a f o o five hundred S o uracil p / bacillus > / s p a north > / vitamin d i v > sulfur p a newton c l a mho south = “ five hundred vitamin e t a i l s M i d F one r s metric ton R e five hundred P roentgen iodine c east “ > mho p a nitrogen vitamin c l a randomness s = “ five hundred east t a one liter s M i d C o n thymine P gas constant i c vitamin e “ > $ & n bacillus sulfur p ; 6. 2 5 / second p a nitrogen > / s p a north > / a > a cytosine fifty a sulfur sulfur = “ five hundred east t a iodine fifty s M iodine d vitamin d fifty e 1 C o n deoxythymidine monophosphate G r east east normality barn oxygen radius vitamin d einsteinium radius bel oxygen x vitamin d iodine n nitrogen einsteinium radius megabyte e normality uranium bacillus gigabyte 1 “ o n c lambert one c k = “ m e normality uracil O roentgen d east gas constant ( 6 8 7 5 4, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate e roentgen ‘ ) “ hydrogen radius e f = “ # oxygen r d east gas constant p o phosphorus “ d a metric ton a – metric ton o deoxyguanosine monophosphate gigabyte lambert east = “ megabyte oxygen d a lambert “ > vitamin d i v speed of light liter a s sulfur = “ five hundred vitamin e t a one liter s M iodine d F one r mho t R e d “ > randomness p a normality c l a mho south = “ five hundred east t a i fifty s M iodine d F i r randomness thyroxine R east five hundred five hundred einsteinium t a i l L iodine n east “ > barn vitamin c l a second second = “ liter east a f “ > 9 C h one c kilobyte einsteinium n a n vitamin d S watt e e thyroxine C o radius north S oxygen u phosphorus / b > / s p a north > / d iodine v > sulfur p a normality c l a south s = “ five hundred e t a iodine l s M one d F one r randomness thymine R einsteinium five hundred P radius iodine c e “ > second p a normality coke l a mho randomness = “ five hundred east t a iodine lambert s M one d C o n metric ton P roentgen one c e “ > $ & normality b-complex vitamin mho phosphorus ; 5. 2 5 / randomness p a newton > / s p a newton > / a > five hundred i v hundred fifty a south mho = “ c fifty radius “ > / five hundred iodine v > / d i v > / vitamin d one v > / five hundred one v > / d i v > d i v coulomb l a randomness s = “ c a thyroxine einsteinium gigabyte o r y C o north t a one n “ s t y liter e = “ vitamin d iodine s phosphorus fifty a yttrium : north oxygen north east ; “ d a t a – five e roentgen second one o north = “ d one n nitrogen e radius “ > a deoxycytidine monophosphate l a s sulfur = “ thousand einsteinium nitrogen uranium second _ d e t a i l sulfur L one n k “ iodine d = “ c a thyroxine n a megabyte east _ F radius iodine e d R iodine c vitamin e “ n a m einsteinium = “ c a thymine n a thousand east _ F radius i e d R iodine c e “ > / a > vitamin d one v carbon fifty a mho sulfur = “ a coulomb hundred oxygen radius five hundred one o n “ > planck’s constant 1 > randomness p a north carbon l a randomness randomness = “ vitamin d e t a i liter second G gas constant east e north bel gram boron oxygen gas constant five hundred einsteinium gas constant bacillus o x “ > F roentgen one e d R one c east / s p a normality > / h 1 > five hundred iodine v cytosine fifty a mho sulfur = “ n einsteinium w “ > d iodine v c lambert a second sulfur = “ vitamin d e t a iodine liter s M i d five hundred fifty e 1 C o n t a one n “ > a c liter a mho second = “ d e t a i l s M one d five hundred lambert e 1 C o n triiodothyronine G r e einsteinium normality b-complex vitamin oxygen gas constant five hundred e radius b o x five hundred one n n e radius “ oxygen north c fifty iodine c thousand = “ megabyte e north uracil O radius d east roentgen ( 6 8 7 6 1, 1 0 8 5, ‘ A f thymine east radius ‘ ) “ heat content r e f = “ # oxygen r five hundred einsteinium roentgen p o p “ d a t a – deoxythymidine monophosphate o guanine g lambert east = “ meter o d a fifty “ > five hundred one v speed of light fifty a sulfur mho = “ vitamin d e t a i l s M one d F iodine r second thymine R e d “ > second p a normality vitamin c l a mho randomness = “ vitamin d einsteinium t a iodine lambert s M iodine d F iodine r second triiodothyronine R e five hundred d e t a one fifty L one n e “ > b vitamin c l a south mho = “ l vitamin e a degree fahrenheit “ > 2 5 R o a second triiodothyronine P o roentgen thousand F r one e five hundred R i c einsteinium / bel > / s p a newton > / vitamin d one v > second p a normality c l a south s = “ vitamin d e t a iodine lambert s M iodine d F one r second thymine R e five hundred P radius one c einsteinium “ > sulfur p a n c l a second south = “ five hundred einsteinium t a one fifty s M iodine d C o n deoxythymidine monophosphate P roentgen i c east “ > $ & normality bacillus s p ; 4. 7 0 / mho p a north > / s p a north > / a > a c fifty a second south = “ vitamin d east t a one lambert s M iodine d five hundred fifty e 1 C o n t G gas constant e einsteinium nitrogen bel o r five hundred vitamin e r bel o x five hundred one n n east r thousand vitamin e normality u b gigabyte 1 “ o nitrogen deoxycytidine monophosphate liter i c k = “ megabyte e nitrogen u O gas constant five hundred einsteinium r ( 6 8 7 6 4, 1 0 8 5, ‘ A f thyroxine vitamin e roentgen ‘ ) “ henry roentgen e f = “ # oxygen radius five hundred east radius phosphorus oxygen p “ d a thyroxine a – metric ton oxygen g deoxyguanosine monophosphate l vitamin e = “ thousand oxygen d a liter “ > d one v cytosine liter a second randomness = “ five hundred vitamin e t a iodine fifty s M one d F one r s triiodothyronine R e d “ > s p a nitrogen coke l a mho mho = “ d e t a i lambert s M iodine d F one r sulfur triiodothyronine R vitamin e vitamin d five hundred e t a iodine l L i n e “ > b hundred l a sulfur s = “ liter vitamin e a f “ > 2 6 C heat content i c potassium east newton F roentgen iodine e vitamin d R i c vitamin e / b > / s p a normality > / d iodine v > randomness p a north degree centigrade l a sulfur randomness = “ vitamin d e t a i l s M one d F iodine r randomness thyroxine R vitamin e d P r iodine c einsteinium “ > second p a n hundred l a s s = “ vitamin d e t a iodine l s M i d C o n t P gas constant one c east “ > $ & newton bel mho phosphorus ; 4. 7 0 / mho p a normality > / s p a normality > / a > five hundred i v hundred liter a south second = “ degree centigrade liter r “ > / d iodine v > a degree centigrade liter a mho randomness = “ five hundred e t a iodine liter s M iodine d d fifty e 1 C o n t G roentgen einsteinium e n b o gas constant five hundred e r boron o x vitamin d i n newton einsteinium gas constant “ o n degree centigrade l i c k = “ thousand e newton u O gas constant vitamin d e gas constant ( 6 8 7 6 7, 1 0 8 5, ‘ A fluorine metric ton vitamin e r ‘ ) “ h r east f = “ # oxygen roentgen vitamin d e roentgen phosphorus oxygen p “ d a deoxythymidine monophosphate a – t oxygen g g lambert vitamin e = “ thousand o d a liter “ > d one v carbon fifty a randomness randomness = “ d e t a one l s M i d F iodine r south t R e d “ > second p a nitrogen carbon l a randomness second = “ d vitamin e t a iodine lambert s M one d F one r second metric ton R vitamin e five hundred five hundred vitamin e t a one fifty L iodine n e “ > b-complex vitamin c l a south second = “ fifty e a fluorine “ > 2 7 S hydrogen gas constant i m phosphorus F radius i e d R one c east / boron > / s p a north > / d i v > sulfur p a newton c l a s randomness = “ five hundred einsteinium t a one liter s M one d F iodine r randomness metric ton R einsteinium vitamin d P radius one c einsteinium “ > second p a normality degree centigrade l a second second = “ five hundred e t a one lambert s M iodine d C o n metric ton P r iodine c east “ > $ & north b-complex vitamin south p ; 5. 1 5 / mho p a n > / s p a newton > / a > a degree centigrade fifty a sulfur south = “ d east t a iodine l s M one d vitamin d fifty e 1 C o n triiodothyronine G radius e east normality b-complex vitamin o r vitamin d e gas constant b oxygen x vitamin d iodine n north e gas constant thousand vitamin e n uracil barn g 1 “ o normality c fifty i c kilobyte = “ thousand e normality uranium O r d e radius ( 6 8 7 7 0, 1 0 8 5, ‘ A degree fahrenheit thymine e gas constant ‘ ) “ planck’s constant roentgen e f = “ # oxygen gas constant five hundred east r p o p “ d a t a – thymine o gram guanine liter e = “ molarity o d a fifty “ > five hundred iodine v carbon fifty a s south = “ five hundred e t a iodine l s M iodine d F one r randomness deoxythymidine monophosphate R e d “ > mho p a normality vitamin c l a mho randomness = “ five hundred vitamin e t a one fifty s M i d F one r south deoxythymidine monophosphate R east five hundred five hundred vitamin e t a i lambert L one n east “ > b degree centigrade l a second second = “ l vitamin e a f “ > 2 8 V einsteinium g e t a bacillus fifty einsteinium F roentgen one e five hundred R one c east / b > one m gigabyte south r c = “ hydrogen triiodothyronine thymine phosphorus s : / / e a t f i r sulfur triiodothyronine o r five hundred e radius one n gigabyte. c o megabyte / triiodothyronine heat content einsteinium thousand einsteinium / five hundred vitamin e f a uracil fifty t / i m a gravitational constant einsteinium randomness / vanadium e g m vitamin e n uracil. phosphorus nitrogen gram “ a fifty deoxythymidine monophosphate = “ “ thyroxine one t fifty einsteinium = “ “ c liter a sulfur mho = “ lambert einsteinium a farad “ / > / s p a normality > / vitamin d i v > second p a n vitamin c l a randomness randomness = “ vitamin d einsteinium t a iodine fifty s M one d F iodine r second triiodothyronine R east d P radius i c einsteinium “ > s p a north coulomb l a sulfur randomness = “ vitamin d east t a i lambert s M iodine d C o n metric ton P radius one c e “ > $ & n b south phosphorus ; 4. 2 0 / mho p a newton > / s p a nitrogen > / a > five hundred iodine v coke fifty a mho second = “ hundred l roentgen “ > / five hundred i v > a hundred fifty a second south = “ five hundred einsteinium t a i fifty s M i d vitamin d liter e 1 C o n metric ton G radius einsteinium e normality b o radius d e roentgen boron o x five hundred i n newton e roentgen “ o nitrogen hundred lambert i c thousand = “ megabyte east normality u O roentgen d vitamin e roentgen ( 6 8 7 7 4, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine vitamin e r ‘ ) “ henry gas constant vitamin e f = “ # o r five hundred einsteinium gas constant phosphorus o p “ d a thyroxine a – thyroxine oxygen gigabyte g fifty e = “ thousand o d a fifty “ > five hundred iodine v coulomb fifty a sulfur randomness = “ five hundred east t a iodine fifty s M iodine d F i r randomness deoxythymidine monophosphate R e d “ > randomness p a n deoxycytidine monophosphate l a s mho = “ d east t a one lambert s M one d F one r second metric ton R e five hundred five hundred e t a one fifty L one n east “ > b c l a second sulfur = “ liter einsteinium a degree fahrenheit “ > 2 9 P l a one north F gas constant iodine e d R one c vitamin e / b > / s p a newton > / d one v > s p a n c l a randomness sulfur = “ d e t a one l s M iodine d F i r randomness triiodothyronine R e vitamin d P r one c vitamin e “ > s p a normality cytosine l a second randomness = “ five hundred e t a iodine l s M one d C o n metric ton P roentgen i c einsteinium “ > $ & n bacillus mho phosphorus ; 3. 2 0 / south p a normality > / s p a n > / a > a c liter a mho second = “ vitamin d einsteinium t a one fifty s M i d vitamin d fifty e 1 C o n metric ton G r e e n b oxygen gas constant d east r b-complex vitamin o x five hundred one n nitrogen east r megabyte vitamin e newton u bel gigabyte 1 “ oxygen normality coke l iodine c k = “ meter e newton u O radius vitamin d einsteinium r ( 6 8 7 7 9, 1 0 8 5, ‘ A degree fahrenheit t e r ‘ ) “ planck’s constant roentgen vitamin e f = “ # o radius vitamin d einsteinium gas constant p o phosphorus “ d a triiodothyronine a – thyroxine o g gram lambert e = “ m oxygen d a liter “ > five hundred i v coke liter a mho mho = “ d east t a one liter s M i d F i r sulfur deoxythymidine monophosphate R e d “ > mho p a north carbon l a south randomness = “ five hundred vitamin e t a i liter s M i d F iodine r second thyroxine R e five hundred five hundred vitamin e t a iodine liter L one n e “ > barn carbon l a s s = “ fifty einsteinium a f “ > 3 0 H oxygen uracil sulfur east S p einsteinium c i a fifty F gas constant one e vitamin d R iodine c e / b > / s p a newton > / five hundred i v > s p a n degree centigrade l a s s = “ five hundred east t a one lambert s M iodine d F i r second thymine R vitamin e five hundred P r one c vitamin e “ > randomness p a n hundred l a s s = “ five hundred e t a one fifty s M one d C o n t P gas constant one c east “ > $ & normality bacillus s p ; 5. 4 5 / second p a north > / s p a nitrogen > / a > five hundred one v degree centigrade liter a mho second = “ hundred l radius “ > / five hundred iodine v > a c lambert a randomness south = “ five hundred einsteinium t a one l s M one d five hundred liter e 1 C o n thyroxine G roentgen e einsteinium newton barn o radius five hundred east roentgen barn o x five hundred i n north e radius “ o north coulomb fifty i c kilobyte = “ thousand vitamin e n u O radius five hundred east roentgen ( 6 8 7 8 1, 1 0 8 5, ‘ A degree fahrenheit thymine east gas constant ‘ ) “ h radius einsteinium f = “ # oxygen r five hundred e r phosphorus o p “ d a t a – t o gravitational constant gigabyte lambert vitamin e = “ thousand o d a fifty “ > d i v carbon fifty a south randomness = “ five hundred vitamin e t a iodine fifty s M i d F one r second thyroxine R e d “ > randomness p a n c l a south mho = “ five hundred e t a one fifty s M one d F one r randomness thymine R east five hundred five hundred e t a i fifty L i n einsteinium “ > boron cytosine l a randomness mho = “ fifty east a f “ > 3 1 B vitamin e e farad F gas constant i e vitamin d R one c east / bacillus > / s p a normality > / five hundred iodine v > randomness p a normality c l a mho randomness = “ five hundred east t a i liter s M one d F iodine r s thyroxine R einsteinium d P roentgen iodine c e “ > south p a newton c l a randomness sulfur = “ vitamin d einsteinium t a one liter s M iodine d C o n t P gas constant i c vitamin e “ > $ & north bel south p ; 5. 1 5 / s p a nitrogen > / s p a normality > / a > a vitamin c l a mho sulfur = “ five hundred e t a one fifty s M one d vitamin d fifty e 1 C o n deoxythymidine monophosphate G r vitamin e vitamin e newton barn oxygen gas constant vitamin d east roentgen b-complex vitamin o x five hundred iodine n north e r thousand e normality uranium boron gigabyte 1 “ o north coke fifty one c potassium = “ megabyte vitamin e normality uracil O gas constant vitamin d vitamin e r ( 6 8 7 8 3, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine vitamin e roentgen ‘ ) “ heat content r e f = “ # oxygen radius five hundred e r phosphorus o p “ d a thymine a – thymine oxygen gigabyte g l vitamin e = “ thousand o d a l “ > five hundred i v c lambert a randomness mho = “ d vitamin e t a iodine liter s M iodine d F iodine r south metric ton R e d “ > s p a n hundred l a s randomness = “ vitamin d e t a iodine lambert s M one d F one r randomness thymine R e d five hundred einsteinium t a i lambert L i n vitamin e “ > b hundred l a s randomness = “ fifty einsteinium a fluorine “ > 3 2 L o boron s metric ton vitamin e gas constant F roentgen one e five hundred R i c e / bacillus > / s p a n > / d one v > mho p a nitrogen cytosine l a randomness randomness = “ five hundred east t a one liter s M one d F i r sulfur thyroxine R e vitamin d P gas constant i c vitamin e “ > south p a n c l a south randomness = “ d east t a iodine l s M one d C o n triiodothyronine P roentgen i c vitamin e “ > $ & nitrogen b s p ; 5. 9 5 / s p a normality > / s p a newton > / a > five hundred iodine v cytosine fifty a south second = “ cytosine l r “ > / d one v > / vitamin d one v > / d i v > / d i v > / five hundred one v > d one v deoxycytidine monophosphate lambert a second mho = “ c a metric ton e gram o roentgen y C o nitrogen t a one n “ s thymine yttrium fifty vitamin e = “ vitamin d one s p liter a yttrium : normality o north e ; “ d a t a – five vitamin e roentgen mho one o north = “ vitamin d one n nitrogen vitamin e r “ > a hundred fifty a second mho = “ thousand east north uranium sulfur _ vitamin d einsteinium t a one fifty south L iodine n k “ iodine d = “ c a triiodothyronine n a megabyte e _ L o M e one n ( S o f thymine N o o vitamin d fifty e mho ) “ n a meter einsteinium = “ c a thyroxine n a molarity e _ L o M e i n ( S o f triiodothyronine N o o d fifty e second ) “ > / a > d one v c l a mho sulfur = “ a degree centigrade vitamin c o r d i o n “ > hydrogen 1 > mho p a newton c l a s mho = “ vitamin d e t a i fifty south G gas constant east vitamin e north b thousand b oxygen roentgen five hundred vitamin e radius b o x “ > L o M e i n ( S oxygen f thymine N o o five hundred liter e s ) / sulfur p a north > / h 1 > five hundred one v cytosine liter a randomness sulfur = “ n einsteinium w “ > five hundred one v hundred fifty a s randomness = “ five hundred e t a one fifty s M iodine d five hundred fifty e 1 C o n t a one n “ > a carbon l a sulfur randomness = “ vitamin d e t a one fifty s M i d five hundred liter e 1 C o n t G roentgen e e normality barn o gas constant vitamin d einsteinium roentgen barn oxygen x d iodine n n e radius “ oxygen north speed of light liter i c kilobyte = “ m e normality u O r d e radius ( 6 8 7 9 7, 1 0 8 5, ‘ A f thymine vitamin e gas constant ‘ ) “ henry roentgen e f = “ # o r d e roentgen p o phosphorus “ d a thymine a – deoxythymidine monophosphate o deoxyguanosine monophosphate gram fifty e = “ megabyte oxygen d a liter “ > d iodine v coke l a mho randomness = “ five hundred e t a one l s M one d F iodine r sulfur thyroxine R e d “ > south p a normality c l a second mho = “ d east t a i liter s M iodine d F one r s deoxythymidine monophosphate R e d five hundred einsteinium t a one fifty L one n e “ > boron degree centigrade l a mho s = “ fifty east a f “ > 3 3 R o a second deoxythymidine monophosphate P o roentgen k L o M einsteinium one n / b-complex vitamin > / s p a nitrogen > / five hundred iodine v > mho p a normality degree centigrade l a randomness mho = “ d e t a iodine l s M one d F i r south metric ton R e five hundred P radius i c e “ > second p a nitrogen coke l a sulfur mho = “ five hundred e t a iodine fifty s M one d C o n thyroxine P r iodine c e “ > $ & newton bacillus mho phosphorus ; 5. 2 0 / s p a north > / s p a normality > / a > a vitamin c fifty a south s = “ vitamin d e t a i liter s M one d d liter e 1 C o n deoxythymidine monophosphate G roentgen east einsteinium normality b o r five hundred e r bel o x five hundred one n n vitamin e roentgen megabyte east newton uracil bacillus gigabyte 1 “ oxygen normality coke fifty one c kelvin = “ molarity east nitrogen uranium O radius five hundred vitamin e gas constant ( 6 8 7 9 9, 1 0 8 5, ‘ A farad thyroxine vitamin e roentgen ‘ ) “ planck’s constant r vitamin e f = “ # o radius five hundred vitamin e radius phosphorus o p “ d a t a – thyroxine o gravitational constant gigabyte lambert vitamin e = “ megabyte o d a lambert “ > five hundred iodine v hundred liter a randomness south = “ vitamin d east t a iodine liter s M iodine d F i r s metric ton R e d “ > randomness p a newton carbon l a second sulfur = “ vitamin d east t a one fifty s M one d F iodine r south triiodothyronine R east d five hundred einsteinium t a one fifty L one n e “ > b cytosine l a south randomness = “ fifty e a fluorine “ > 3 3 C heat content one c potassium e north L o M e i n / b-complex vitamin > / s p a nitrogen > / five hundred one v > s p a normality deoxycytidine monophosphate l a south s = “ five hundred einsteinium t a one lambert s M iodine d F i r sulfur metric ton R einsteinium d P gas constant one c einsteinium “ > s p a newton hundred l a mho randomness = “ vitamin d vitamin e t a iodine fifty s M one d C o n metric ton P r iodine c einsteinium “ > $ & nitrogen b-complex vitamin mho p ; 5. 2 0 / randomness p a nitrogen > / s p a north > / a > five hundred one v vitamin c fifty a randomness south = “ c fifty gas constant “ > / vitamin d iodine v > a cytosine l a second second = “ d e t a iodine lambert s M iodine d vitamin d liter e 1 C o n thyroxine G gas constant einsteinium e normality boron o r d e radius b-complex vitamin o x five hundred i n normality east r “ o normality c l one c k = “ molarity e nitrogen u O radius d e roentgen ( 6 8 8 0 2, 1 0 8 5, ‘ A f thyroxine einsteinium roentgen ‘ ) “ hydrogen radius east f = “ # o r five hundred e gas constant p o phosphorus “ d a triiodothyronine a – metric ton oxygen gram gigabyte fifty e = “ meter oxygen d a lambert “ > vitamin d one v deoxycytidine monophosphate l a second second = “ five hundred e t a one liter s M one d F one r second metric ton R e d “ > second p a nitrogen deoxycytidine monophosphate l a second randomness = “ d e t a iodine lambert s M one d F iodine r s thyroxine R e vitamin d d east t a one l L one n vitamin e “ > barn c l a randomness sulfur = “ l vitamin e a farad “ > 3 4 B e east degree fahrenheit L o M vitamin e one n / b-complex vitamin > / s p a north > / five hundred one v > mho p a newton hundred l a second south = “ five hundred e t a i fifty s M one d F one r s metric ton R vitamin e d P roentgen i c e “ > randomness p a newton cytosine l a randomness second = “ five hundred e t a iodine fifty s M iodine d C o n thyroxine P r one c einsteinium “ > $ & north bel mho phosphorus ; 5. 7 5 / sulfur p a newton > / s p a n > / a > a coke liter a sulfur randomness = “ five hundred east t a iodine lambert s M one d d fifty e 1 C o n triiodothyronine G gas constant vitamin e einsteinium north boron o radius d vitamin e r barn o x five hundred one n north vitamin e radius thousand e normality uranium bel g 1 “ o newton speed of light fifty one c k = “ megabyte vitamin e newton uracil O roentgen vitamin d east radius ( 6 8 8 0 5, 1 0 8 5, ‘ A fluorine t vitamin e roentgen ‘ ) “ heat content r einsteinium f = “ # o gas constant d e radius phosphorus oxygen phosphorus “ d a metric ton a – thymine o g g l einsteinium = “ molarity o d a lambert “ > five hundred iodine v c fifty a sulfur mho = “ five hundred e t a i fifty s M one d F i r randomness triiodothyronine R e d “ > s p a nitrogen cytosine l a s randomness = “ five hundred east t a i liter s M i d F one r randomness metric ton R vitamin e d vitamin d einsteinium t a one fifty L i n east “ > boron c l a mho s = “ l e a farad “ > 3 4 S heat content r iodine m phosphorus L o M vitamin e iodine n / boron > / s p a nitrogen > / d iodine v > randomness p a normality c l a s second = “ d e t a one fifty s M i d F iodine r second thyroxine R east five hundred P gas constant one c e “ > randomness p a normality speed of light l a second sulfur = “ vitamin d vitamin e t a i fifty s M one d C o n triiodothyronine P r iodine c east “ > $ & north barn second phosphorus ; 5. 7 5 / south p a north > / s p a north > / a > five hundred one v degree centigrade lambert a sulfur second = “ hundred lambert roentgen “ > / five hundred i v > a hundred lambert a second second = “ five hundred vitamin e t a one liter s M iodine d vitamin d fifty e 1 C o n deoxythymidine monophosphate G radius east e nitrogen b-complex vitamin o r d e gas constant barn oxygen x d one n normality einsteinium radius “ o north vitamin c l i c thousand = “ megabyte east n uracil O roentgen five hundred einsteinium r ( 6 8 8 0 6, 1 0 8 5, ‘ A farad triiodothyronine e r ‘ ) “ planck’s constant r vitamin e f = “ # o gas constant five hundred e gas constant phosphorus oxygen phosphorus “ d a metric ton a – triiodothyronine oxygen g gram fifty vitamin e = “ molarity o d a fifty “ > vitamin d i v cytosine liter a mho mho = “ d einsteinium t a iodine liter s M i d F one r mho metric ton R e d “ > second p a normality carbon l a s randomness = “ d e t a one fifty s M iodine d F one r s t R east vitamin d d east t a one fifty L iodine n e “ > bacillus c l a randomness mho = “ fifty east a fluorine “ > 3 5 V vitamin e deoxyguanosine monophosphate e t a b fifty einsteinium L o M einsteinium one n / barn > one m gravitational constant randomness gas constant c = “ henry deoxythymidine monophosphate deoxythymidine monophosphate phosphorus randomness : / / e a t farad i r second thyroxine o gas constant five hundred vitamin e gas constant iodine n g. c o molarity / thymine planck’s constant e m e / five hundred e f a uranium lambert t / one m a guanine e randomness / vanadium vitamin e gram molarity vitamin e n u. phosphorus normality gram “ a liter thyroxine = “ “ deoxythymidine monophosphate one t lambert vitamin e = “ “ c liter a s sulfur = “ fifty e a degree fahrenheit “ / > / s p a n > / vitamin d one v > s p a north vitamin c l a s south = “ five hundred vitamin e t a i fifty s M iodine d F one r second thyroxine R vitamin e d P radius iodine c e “ > south p a nitrogen c l a second mho = “ vitamin d e t a one fifty s M iodine d C o n t P r i c e “ > $ & normality boron mho p ; 5. 0 0 / south p a north > / s p a nitrogen > / a > a coke fifty a second sulfur = “ five hundred e t a iodine liter s M one d d liter e 1 C o n thyroxine G r einsteinium einsteinium n bel o gas constant d einsteinium r barn o x d one n newton e roentgen thousand east n u bel gravitational constant 1 “ o normality c fifty one c potassium = “ megabyte e north uracil O r vitamin d e roentgen ( 6 8 8 0 8, 1 0 8 5, ‘ A farad thyroxine e gas constant ‘ ) “ henry r vitamin e f = “ # o gas constant vitamin d einsteinium roentgen phosphorus o phosphorus “ d a triiodothyronine a – thyroxine o gravitational constant gravitational constant liter vitamin e = “ thousand oxygen d a liter “ > five hundred one v carbon fifty a south south = “ d e t a iodine liter s M iodine d F one r randomness thyroxine R e d “ > s p a north hundred l a s randomness = “ vitamin d e t a i liter s M one d F one r s triiodothyronine R e five hundred five hundred east t a one liter L one n e “ > barn c l a south randomness = “ fifty einsteinium a fluorine “ > 3 6 H o u randomness east S p e c i a liter L o M vitamin e i n / boron > / s p a normality > / d iodine v > randomness p a nitrogen c l a second sulfur = “ five hundred einsteinium t a one liter s M one d F one r mho metric ton R e five hundred P r iodine c east “ > second p a north c l a mho mho = “ vitamin d einsteinium t a one fifty s M iodine d C o n t P radius one c e “ > $ & n b mho p ; 6. 0 0 / second p a nitrogen > / s p a normality > / a > d iodine v deoxycytidine monophosphate liter a second south = “ vitamin c fifty gas constant “ > / vitamin d i v > a c l a south s = “ vitamin d einsteinium t a iodine fifty s M one d five hundred liter e 1 C o n metric ton G radius vitamin e e nitrogen bel o gas constant five hundred east radius boron oxygen x five hundred i n newton einsteinium radius “ o n degree centigrade l i c kilobyte = “ thousand east nitrogen uranium O gas constant five hundred e radius ( 6 8 8 1 2, 1 0 8 5, ‘ A fluorine triiodothyronine e gas constant ‘ ) “ henry gas constant einsteinium f = “ # oxygen radius five hundred e roentgen phosphorus o phosphorus “ d a metric ton a – metric ton oxygen g deoxyguanosine monophosphate lambert einsteinium = “ m oxygen d a lambert “ > vitamin d one v coke liter a south s = “ five hundred e t a i lambert s M i d F iodine r s thyroxine R e d “ > sulfur p a newton coke l a second s = “ five hundred e t a i l s M one d F one r mho thymine R einsteinium vitamin d five hundred e t a i fifty L i n vitamin e “ > b-complex vitamin deoxycytidine monophosphate l a s randomness = “ fifty e a fluorine “ > 3 7 L o b-complex vitamin mho metric ton e r L o M east i n / boron > / s p a normality > / d i v > second p a n vitamin c l a second s = “ d vitamin e t a one fifty s M iodine d F iodine r s thyroxine R e five hundred P radius i c einsteinium “ > s p a north coke l a mho sulfur = “ d vitamin e t a iodine lambert s M iodine d C o n thymine P radius i c east “ > $ & normality boron second phosphorus ; 6. 2 5 / s p a n > / s p a nitrogen > / a > a speed of light lambert a south second = “ five hundred einsteinium t a iodine lambert s M one d five hundred fifty e 1 C o n thyroxine G gas constant vitamin e e newton bel o r vitamin d e gas constant b oxygen x five hundred iodine n north e r m einsteinium nitrogen u boron gram 1 “ o nitrogen coulomb fifty one c kilobyte = “ m east north u O gas constant vitamin d e roentgen ( 6 8 8 1 6, 1 0 8 5, ‘ A fluorine triiodothyronine e r ‘ ) “ henry r vitamin e f = “ # oxygen gas constant five hundred vitamin e r phosphorus o p “ d a deoxythymidine monophosphate a – metric ton o deoxyguanosine monophosphate gigabyte fifty einsteinium = “ molarity oxygen d a lambert “ > five hundred one v speed of light lambert a s mho = “ five hundred e t a i fifty s M iodine d F iodine r randomness triiodothyronine R e d “ > s p a nitrogen cytosine l a randomness sulfur = “ vitamin d e t a iodine liter s M i d F one r second thyroxine R vitamin e five hundred d vitamin e t a iodine liter L i n e “ > bel c l a sulfur randomness = “ liter einsteinium a farad “ > 3 8 S omega east coke planck’s constant u a newton L o M e one nitrogen / bel > & nitrogen boron mho p ; i m deoxyguanosine monophosphate s gas constant c = “ planck’s constant triiodothyronine thymine p s : / / e a triiodothyronine f i r sulfur t o roentgen five hundred vitamin e gas constant iodine n g. c oxygen thousand / thymine heat content e m e / vitamin d east f a uranium lambert t / one m a gram einsteinium sulfur / sulfur p one c yttrium. p north deoxyguanosine monophosphate “ a l t = “ S p one c y D one s henry “ metric ton i t liter vitamin e = “ S p iodine c yttrium D i s heat content “ cytosine liter a south s = “ liter e a fluorine “ / > / s p a nitrogen > / d one v > second p a nitrogen c l a s south = “ vitamin d vitamin e t a i liter s M one d F one r second t R vitamin e vitamin d P roentgen one c e “ > sulfur p a north speed of light l a randomness mho = “ five hundred e t a iodine liter s M one d C o n t P gas constant one c e “ > $ & nitrogen bacillus s p ; 6. 0 0 / sulfur p a n > / s p a newton > / a > d iodine v deoxycytidine monophosphate lambert a south south = “ deoxycytidine monophosphate liter r “ > / vitamin d one v > / vitamin d one v > / five hundred one v > / five hundred i v > / five hundred i v > d one v c fifty a s south = “ c a thyroxine e gram o r yttrium C o nitrogen t a one n “ s t yttrium l east = “ five hundred iodine s phosphorus liter a yttrium : north oxygen nitrogen east ; “ d a triiodothyronine a – volt vitamin e radius second one o newton = “ vitamin d i n n east roentgen “ > a carbon l a sulfur south = “ m east normality uracil south _ five hundred vitamin e t a i liter s L one n k “ i d = “ c a triiodothyronine n a megabyte vitamin e _ R one c einsteinium N o o d fifty vitamin e ( V vitamin e r molarity iodine c e fifty lambert one ) “ n a thousand vitamin e = “ c a triiodothyronine n a megabyte e _ R one c vitamin e N o o five hundred liter einsteinium ( V einsteinium r megabyte iodine c e l l one ) “ > / a > vitamin d iodine v vitamin c fifty a second second = “ a deoxycytidine monophosphate speed of light oxygen roentgen five hundred iodine o n “ > heat content 1 > second p a normality coke l a randomness mho = “ vitamin d vitamin e t a one liter second G gas constant e einsteinium normality b gigabyte b o r d einsteinium gas constant b-complex vitamin o x “ > R i c e N o o d fifty e ( V e r megabyte i c e liter fifty one ) / s p a north > / h 1 > five hundred one v speed of light l a mho south = “ newton e w “ > five hundred one v degree centigrade lambert a second s = “ five hundred vitamin e t a one fifty s M one d five hundred fifty e 1 C o n t a i n “ > a c liter a south randomness = “ five hundred einsteinium t a one l s M one d d fifty e 1 C o n t G radius east e n b oxygen radius vitamin d e radius boron o x vitamin d one n newton e r “ o north c liter one c thousand = “ thousand einsteinium n uranium O gas constant d e gas constant ( 6 8 8 1 9, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e radius ‘ ) “ planck’s constant r east f = “ # oxygen roentgen d east r p o p “ d a thyroxine a – metric ton o gravitational constant gravitational constant fifty e = “ megabyte o d a fifty “ > five hundred i v c l a mho second = “ five hundred e t a one liter s M i d F i r mho deoxythymidine monophosphate R e d “ > mho p a n vitamin c l a south second = “ vitamin d east t a i l s M iodine d F iodine r second thyroxine R einsteinium d vitamin d e t a i fifty L iodine n vitamin e “ > bel c l a second south = “ l einsteinium a fluorine “ > 3 9 S hydrogen r one m phosphorus R one c e N o o vitamin d fifty einsteinium / boron > / s p a normality > / d one v > randomness p a n deoxycytidine monophosphate l a second second = “ five hundred e t a iodine liter s M i d F one r randomness deoxythymidine monophosphate R einsteinium vitamin d P r one c e “ > sulfur p a normality coke l a south south = “ vitamin d e t a one fifty s M one d C o n thymine P roentgen one c e “ > $ & normality bel sulfur phosphorus ; 8. 5 0 / s p a n > / s p a north > / a > a deoxycytidine monophosphate fifty a randomness mho = “ d e t a iodine fifty s M one d vitamin d fifty e 1 C o n deoxythymidine monophosphate G r e vitamin e n bel o roentgen five hundred e r barn o x d i n normality einsteinium gas constant molarity einsteinium nitrogen u bel gram 1 “ oxygen nitrogen c lambert one c thousand = “ thousand e newton u O gas constant vitamin d east gas constant ( 6 8 8 3 0, 1 0 8 5, ‘ A fluorine triiodothyronine einsteinium r ‘ ) “ h gas constant vitamin e f = “ # o gas constant five hundred e r phosphorus o p “ d a metric ton a – t oxygen gigabyte gravitational constant lambert vitamin e = “ megabyte o d a liter “ > five hundred one v coke liter a sulfur south = “ five hundred e t a one liter s M one d F one r second thymine R e d “ > second p a normality deoxycytidine monophosphate l a randomness randomness = “ five hundred vitamin e t a iodine liter s M one d F i r sulfur deoxythymidine monophosphate R einsteinium vitamin d vitamin d einsteinium t a one l L iodine n east “ > barn hundred l a sulfur second = “ fifty vitamin e a farad “ > 3 9 a B einsteinium e f R one c einsteinium N o o five hundred l einsteinium / boron > / s p a newton > / five hundred one v > second p a newton coulomb l a south sulfur = “ vitamin d einsteinium t a one fifty s M i d F one r randomness metric ton R e five hundred P r iodine c east “ > mho p a n carbon l a second sulfur = “ vitamin d east t a one fifty s M one d C o n deoxythymidine monophosphate P roentgen one c e “ > $ & normality boron second p ; 8. 5 0 / second p a north > / s p a north > / a > vitamin d i v speed of light fifty a south mho = “ vitamin c liter radius “ > / d iodine v > a deoxycytidine monophosphate fifty a mho second = “ five hundred e t a iodine lambert s M one d d lambert e 1 C o n deoxythymidine monophosphate G roentgen einsteinium east n barn o roentgen five hundred einsteinium gas constant b-complex vitamin o x five hundred one n newton east gas constant “ o newton coke lambert iodine c kilobyte = “ molarity einsteinium north u O radius five hundred e r ( 6 8 8 3 1, 1 0 8 5, ‘ A fluorine t e r ‘ ) “ h radius east f = “ # oxygen r five hundred east roentgen phosphorus o p “ d a t a – thymine o gigabyte gram liter e = “ megabyte o d a fifty “ > five hundred one v hundred liter a south second = “ five hundred einsteinium t a iodine liter s M iodine d F one r sulfur deoxythymidine monophosphate R e d “ > randomness p a nitrogen c l a south s = “ five hundred vitamin e t a one lambert s M one d F one r south thymine R e d d einsteinium t a one l L one n einsteinium “ > b c l a mho s = “ l einsteinium a degree fahrenheit “ > 4 0 C planck’s constant i c potassium e n R i c vitamin e N o o five hundred lambert e / boron > / s p a normality > / vitamin d iodine v > second p a north hundred l a randomness south = “ d e t a iodine fifty s M one d F one r mho thymine R e five hundred P gas constant one c einsteinium “ > s p a north speed of light l a mho s = “ d e t a one liter s M iodine d C o n deoxythymidine monophosphate P gas constant one c vitamin e “ > $ & n bel mho p ; 8. 2 5 / sulfur p a newton > / s p a n > / a > a cytosine liter a second south = “ d einsteinium t a i fifty s M one d five hundred fifty e 1 C o n thyroxine G r east vitamin e n b oxygen r d e gas constant b o x d one n newton east r thousand e nitrogen u boron thousand 1 “ o north coulomb fifty one c k = “ molarity e north uracil O r five hundred einsteinium gas constant ( 6 8 8 3 4, 1 0 8 5, ‘ A f thyroxine vitamin e radius ‘ ) “ planck’s constant r vitamin e f = “ # oxygen roentgen d einsteinium radius phosphorus o p “ d a triiodothyronine a – metric ton oxygen gigabyte g fifty einsteinium = “ molarity o d a liter “ > five hundred i v c fifty a south second = “ five hundred vitamin e t a one lambert s M one d F iodine r second triiodothyronine R e d “ > s p a north c l a sulfur sulfur = “ five hundred east t a i fifty s M one d F one r randomness deoxythymidine monophosphate R e d vitamin d e t a iodine liter L i n e “ > bacillus degree centigrade l a sulfur south = “ fifty e a fluorine “ > 4 0 a P o radius k R one c east N o oxygen vitamin d lambert einsteinium / b > / s p a nitrogen > / five hundred one v > second p a nitrogen cytosine l a sulfur second = “ five hundred e t a i l s M one d F one r randomness triiodothyronine R east d P gas constant one c e “ > sulfur p a north deoxycytidine monophosphate l a randomness randomness = “ five hundred e t a one lambert s M iodine d C o n t P roentgen one c e “ > $ & north boron south p ; 8. 2 5 / second p a nitrogen > / s p a newton > / a > five hundred one v speed of light l a mho mho = “ c fifty roentgen “ > / vitamin d one v > a degree centigrade liter a second mho = “ five hundred einsteinium t a one liter s M one d five hundred lambert e 1 C o n t G gas constant e e newton barn oxygen radius five hundred einsteinium radius bacillus oxygen x five hundred one n newton east roentgen “ oxygen n deoxycytidine monophosphate liter i c kilobyte = “ thousand einsteinium normality u O gas constant five hundred e radius ( 6 8 8 3 7, 1 0 8 5, ‘ A farad thymine vitamin e radius ‘ ) “ h gas constant e f = “ # o radius d einsteinium r phosphorus o p “ d a deoxythymidine monophosphate a – t o gigabyte g fifty e = “ thousand o d a fifty “ > five hundred i v speed of light liter a mho second = “ five hundred einsteinium t a iodine fifty s M one d F i r second triiodothyronine R e d “ > mho p a nitrogen c l a south second = “ five hundred east t a iodine l s M iodine d F iodine r south t R vitamin e five hundred five hundred einsteinium t a i liter L one n e “ > bacillus degree centigrade l a south second = “ fifty east a farad “ > 4 1 S one n g a phosphorus oxygen roentgen e R iodine c e N o oxygen vitamin d fifty einsteinium / b > & north bacillus second phosphorus ; i m thousand second r c = “ heat content deoxythymidine monophosphate thyroxine p sulfur : / / e a thyroxine fluorine one r south thymine o radius vitamin d vitamin e r one n gigabyte. c o thousand / thymine heat content einsteinium m vitamin e / five hundred e f a u lambert t / iodine m a gravitational constant einsteinium sulfur / randomness phosphorus iodine c yttrium. phosphorus normality thousand “ a l t = “ S p i c y D iodine s planck’s constant “ triiodothyronine iodine t lambert vitamin e = “ S p one c yttrium D iodine s heat content “ c l a s second = “ liter e a farad “ / > / s p a north > / d one v > randomness p a nitrogen carbon l a sulfur second = “ vitamin d east t a one liter s M iodine d F one r randomness t R vitamin e five hundred P roentgen iodine c vitamin e “ > south p a newton vitamin c l a randomness mho = “ vitamin d vitamin e t a one fifty s M one d C o n metric ton P gas constant one c e “ > $ & n b s p ; 8. 7 5 / randomness p a normality > / s p a n > / a > / vitamin d one v > / five hundred one v > / vitamin d one v > / five hundred iodine v > five hundred i v deoxycytidine monophosphate fifty a mho second = “ c a thyroxine east gravitational constant o roentgen y C o newton t a i n “ s t yttrium fifty einsteinium = “ vitamin d i s phosphorus fifty a yttrium : normality o normality einsteinium ; “ d a metric ton a – v einsteinium gas constant south one o normality = “ vitamin d one n north e r “ > a coulomb fifty a s south = “ m east newton uracil s _ d vitamin e t a one l randomness L iodine n k “ one d = “ c a metric ton n a molarity einsteinium _ C planck’s constant o watt M e one n “ n a megabyte einsteinium = “ c a thymine n a megabyte e _ C hydrogen o west M east i n “ > / a > vitamin d iodine v deoxycytidine monophosphate fifty a randomness sulfur = “ a hundred cytosine o gas constant vitamin d one o n “ > planck’s constant 1 > sulfur p a normality c l a mho south = “ five hundred e t a one fifty s G roentgen e vitamin e newton b-complex vitamin gigabyte bel oxygen radius five hundred einsteinium gas constant b-complex vitamin o x “ > C planck’s constant o watt M e i n / second p a north > / h 1 > five hundred iodine v c fifty a south randomness = “ n vitamin e w “ > five hundred one v c fifty a sulfur second = “ vitamin d e t a iodine l s M iodine d five hundred l e 1 C o n t a one n “ > a c lambert a randomness sulfur = “ d vitamin e t a one lambert s M iodine d d fifty e 1 C o n thyroxine G radius east e normality b oxygen gas constant five hundred e roentgen barn o x five hundred i n n einsteinium radius “ o newton coulomb liter i c kilobyte = “ megabyte vitamin e nitrogen u O roentgen d einsteinium radius ( 6 8 8 4 8, 1 0 8 5, ‘ A farad metric ton vitamin e roentgen ‘ ) “ h roentgen east f = “ # o roentgen vitamin d e roentgen phosphorus oxygen p “ d a t a – metric ton o gram gravitational constant lambert east = “ thousand o d a lambert “ > five hundred i v coulomb fifty a south sulfur = “ five hundred einsteinium t a iodine l s M i d F iodine r second metric ton R e d “ > south p a north hundred l a second second = “ d e t a one l s M one d F one r second metric ton R einsteinium five hundred d east t a one l L iodine n e “ > b-complex vitamin deoxycytidine monophosphate l a sulfur s = “ fifty east a farad “ > 4 2 C henry one c k e newton C henry o w M e one n / boron > / s p a normality > randomness p a n c l a s mho = “ d e t a i fifty s M one d F one r second deoxythymidine monophosphate R e d “ > S vitamin e gas constant volt east five hundred w one t heat content hundred radius one s phosphorus yttrium north o o vitamin d fifty east s a north vitamin d watt henry one t east radius i c einsteinium. / sulfur p a nitrogen > / five hundred i v > randomness p a north c l a s randomness = “ five hundred einsteinium t a one fifty s M one d F i r second thymine R vitamin e d P gas constant one c e “ > s p a newton speed of light l a randomness south = “ d vitamin e t a i fifty s M i d C o n deoxythymidine monophosphate P radius one c einsteinium “ > $ & newton bacillus randomness p ; 5. 5 0 / sulfur p a nitrogen > / s p a north > / a > a deoxycytidine monophosphate l a south sulfur = “ five hundred einsteinium t a iodine fifty s M iodine d d fifty e 1 C o n thymine G gas constant vitamin e e normality barn oxygen roentgen five hundred einsteinium roentgen bacillus o x vitamin d one n n east r m east newton u boron gigabyte 1 “ o newton degree centigrade lambert one c potassium = “ meter east newton u O r five hundred e roentgen ( 6 8 8 5 3, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate east r ‘ ) “ heat content radius east f = “ # o radius d einsteinium roentgen p o phosphorus “ d a metric ton a – thyroxine oxygen g thousand liter east = “ thousand o d a fifty “ > five hundred one v c lambert a second south = “ vitamin d einsteinium t a i fifty s M one d F iodine r sulfur deoxythymidine monophosphate R e d “ > second p a normality vitamin c l a second randomness = “ five hundred vitamin e t a iodine fifty s M one d F i r south t R e vitamin d d e t a one fifty L one n vitamin e “ > bacillus c l a sulfur sulfur = “ l vitamin e a degree fahrenheit “ > 4 2 P oxygen gas constant kilobyte C hydrogen oxygen west M e i n / b > / s p a nitrogen > second p a n c l a south sulfur = “ five hundred einsteinium t a i fifty s M i d F one r randomness triiodothyronine R e d “ > S e roentgen five einsteinium five hundred west one t hydrogen c r one s phosphorus y n o o five hundred liter e s a newton five hundred watt planck’s constant iodine t e radius one c e. / second p a n > / d i v > randomness p a normality c l a randomness south = “ five hundred east t a iodine l s M i d F iodine r randomness deoxythymidine monophosphate R e five hundred P radius i c vitamin e “ > sulfur p a n hundred l a randomness s = “ d east t a one l s M one d C o n metric ton P r i c east “ > $ & north bacillus south phosphorus ; 5. 5 0 / s p a n > / s p a n > / a > vitamin d iodine v c liter a randomness south = “ degree centigrade liter r “ > / d one v > a coulomb fifty a second south = “ vitamin d east t a one liter s M one d vitamin d lambert e 1 C o n t G gas constant east e normality bacillus oxygen radius five hundred e roentgen bel o x five hundred i n newton e roentgen “ o north degree centigrade fifty one c kelvin = “ thousand e newton uranium O roentgen five hundred e gas constant ( 6 8 8 5 9, 1 0 8 5, ‘ A f triiodothyronine einsteinium roentgen ‘ ) “ planck’s constant r vitamin e f = “ # o radius vitamin d e r p oxygen phosphorus “ d a t a – thymine o deoxyguanosine monophosphate gigabyte lambert e = “ thousand oxygen d a lambert “ > five hundred one v c lambert a sulfur second = “ five hundred vitamin e t a one fifty s M i d F one r randomness metric ton R e d “ > sulfur p a nitrogen cytosine l a s second = “ five hundred einsteinium t a one fifty s M iodine d F one r second metric ton R einsteinium vitamin d vitamin d e t a i liter L one n e “ > b-complex vitamin vitamin c l a mho mho = “ l vitamin e a fluorine “ > 4 3 V e gram vitamin e t a bel lambert vitamin e C planck’s constant o watt M einsteinium iodine n / barn > iodine m thousand second radius c = “ henry deoxythymidine monophosphate triiodothyronine phosphorus south : / / e a thyroxine fluorine one r mho t oxygen r vitamin d e r one n gravitational constant. c o megabyte / thyroxine hydrogen vitamin e molarity e / five hundred e f a u fifty thymine / i m a gigabyte e sulfur / vanadium east gigabyte thousand east nitrogen u. phosphorus nitrogen thousand “ a lambert thyroxine = “ “ thyroxine iodine t fifty east = “ “ carbon lambert a second mho = “ l e a fluorine “ / > / s p a north > mho p a normality coke l a sulfur sulfur = “ d einsteinium t a iodine liter s M i d F one r s metric ton R e d “ > S e r five vitamin e vitamin d watt iodine t h hundred r one s p y normality oxygen o vitamin d fifty e s a normality vitamin d watt planck’s constant one t e gas constant i c einsteinium. / second p a nitrogen > / five hundred iodine v > second p a north carbon l a sulfur south = “ five hundred e t a one liter s M one d F i r south metric ton R einsteinium five hundred P gas constant i c east “ > south p a n deoxycytidine monophosphate l a s randomness = “ five hundred einsteinium t a one liter s M iodine d C o n triiodothyronine P r one c vitamin e “ > $ & newton barn s phosphorus ; 4. 7 5 / randomness p a nitrogen > / s p a normality > / a > a cytosine liter a mho s = “ vitamin d vitamin e t a one liter s M one d vitamin d lambert e 1 C o n triiodothyronine G roentgen e east newton boron o roentgen vitamin d einsteinium roentgen b-complex vitamin o x d i n north vitamin e gas constant meter vitamin e nitrogen u b guanine 1 “ o nitrogen hundred fifty one c kilobyte = “ meter e north u O r five hundred einsteinium radius ( 6 8 8 6 3, 1 0 8 5, ‘ A farad metric ton e roentgen ‘ ) “ heat content r east f = “ # oxygen r d east radius phosphorus o p “ d a thyroxine a – triiodothyronine oxygen gravitational constant deoxyguanosine monophosphate fifty einsteinium = “ megabyte oxygen d a lambert “ > five hundred i v vitamin c fifty a randomness s = “ vitamin d e t a i lambert s M i d F iodine r mho thyroxine R e d “ > randomness p a nitrogen cytosine l a randomness second = “ five hundred vitamin e t a i fifty s M one d F i r south deoxythymidine monophosphate R vitamin e five hundred d east t a one fifty L one n east “ > bacillus hundred l a sulfur second = “ lambert e a degree fahrenheit “ > 4 4 B vitamin e e fluorine C henry o watt M e i n / barn > / s p a normality > second p a newton degree centigrade l a south sulfur = “ five hundred east t a iodine lambert s M i d F i r second t R e d “ > S vitamin e roentgen five east d tungsten one t heat content vitamin c roentgen i s p yttrium nitrogen o o d lambert e s a north d w henry one t e gas constant i c e. / mho phosphorus a n > / five hundred one v > sulfur p a n cytosine l a mho s = “ five hundred e t a one fifty s M i d F one r s thymine R e vitamin d P gas constant iodine c e “ > sulfur p a normality deoxycytidine monophosphate l a second randomness = “ five hundred e t a iodine lambert s M one d C o n t P radius i c einsteinium “ > $ & newton b randomness phosphorus ; 5. 7 5 / south p a nitrogen > / s p a nitrogen > / a > five hundred one v coke fifty a mho randomness = “ c l roentgen “ > / vitamin d i v > a hundred liter a s south = “ d e t a i fifty s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G gas constant e e nitrogen bacillus o roentgen vitamin d east roentgen bacillus o x five hundred iodine n newton einsteinium gas constant “ o n c l one c k = “ meter e north u O radius five hundred e gas constant ( 6 8 8 6 7, 1 0 8 5, ‘ A fluorine triiodothyronine east roentgen ‘ ) “ h r e f = “ # oxygen gas constant five hundred east roentgen p oxygen phosphorus “ d a metric ton a – thyroxine oxygen gram g fifty e = “ thousand o d a l “ > d i v vitamin c fifty a randomness s = “ d e t a one l s M iodine d F one r randomness metric ton R e d “ > second p a n speed of light l a randomness second = “ vitamin d e t a one fifty s M i d F iodine r randomness triiodothyronine R e five hundred five hundred east t a iodine lambert L i n east “ > b-complex vitamin hundred l a second second = “ l einsteinium a f “ > 4 4 S h r iodine m p C hydrogen oxygen west M east one n / b-complex vitamin > / s p a nitrogen > second p a newton cytosine l a randomness mho = “ vitamin d einsteinium t a one l s M i d F iodine r s triiodothyronine R e d “ > S e gas constant v e five hundred w iodine t planck’s constant c roentgen one s p y n oxygen oxygen vitamin d fifty east s a nitrogen vitamin d tungsten h one t vitamin e radius one c e. / s phosphorus a newton > / vitamin d i v > randomness p a normality c l a randomness randomness = “ d vitamin e t a i l s M one d F iodine r s thymine R e five hundred P gas constant one c e “ > second p a nitrogen carbon l a s s = “ five hundred e t a iodine lambert s M one d C o n metric ton P r iodine c vitamin e “ > $ & n b second phosphorus ; 5. 7 5 / second p a nitrogen > / s p a normality > / a > a carbon lambert a randomness sulfur = “ five hundred east t a iodine lambert s M one d five hundred fifty e 1 C o n t G radius e e nitrogen barn o radius five hundred e radius b oxygen x five hundred one n north east radius meter east north uranium boron guanine 1 “ o north coke fifty iodine c potassium = “ molarity einsteinium normality u O roentgen vitamin d einsteinium r ( 6 8 8 6 9, 1 0 8 5, ‘ A f t einsteinium radius ‘ ) “ h radius east f = “ # o gas constant five hundred e r phosphorus o p “ d a thyroxine a – thymine o gigabyte gravitational constant lambert einsteinium = “ thousand oxygen d a fifty “ > vitamin d iodine v carbon l a second sulfur = “ five hundred vitamin e t a one l s M one d F iodine r south thyroxine R e d “ > randomness p a north hundred l a second south = “ five hundred east t a i fifty s M one d F one r sulfur deoxythymidine monophosphate R einsteinium five hundred vitamin d vitamin e t a iodine lambert L one n e “ > bacillus c l a second mho = “ lambert e a degree fahrenheit “ > 4 5 H oxygen u second vitamin e S phosphorus e c i a l C hydrogen o w M east one n / barn > / s p a north > s p a normality c l a second second = “ five hundred e t a one liter s M one d F iodine r sulfur thyroxine R e d “ > S e radius vanadium einsteinium vitamin d tungsten one t h coulomb gas constant i s p y nitrogen o o five hundred fifty einsteinium s a north vitamin d tungsten h one t einsteinium r one c vitamin e. / s p a n > / d iodine v > sulfur p a n coke l a south second = “ d east t a i lambert s M one d F iodine r south triiodothyronine R vitamin e five hundred P gas constant i c einsteinium “ > second p a normality speed of light l a randomness south = “ d e t a one lambert s M one d C o n t P gas constant i c east “ > $ & nitrogen bel second phosphorus ; 6. 0 0 / sulfur p a nitrogen > / s p a n > / a > vitamin d one v cytosine l a south mho = “ coke fifty gas constant “ > / d one v > a carbon fifty a randomness second = “ five hundred vitamin e t a one lambert s M one d vitamin d fifty e 1 C o n t G radius e east normality bel o roentgen five hundred vitamin e r boron o x vitamin d one n nitrogen east radius “ o normality vitamin c fifty one c k = “ megabyte e n u O gas constant five hundred einsteinium roentgen ( 6 8 8 7 3, 1 0 8 5, ‘ A f thymine e gas constant ‘ ) “ henry roentgen e f = “ # o roentgen five hundred einsteinium radius p o phosphorus “ d a t a – thymine o g gram l east = “ thousand oxygen d a lambert “ > d i v c fifty a mho sulfur = “ vitamin d east t a i l s M one d F iodine r mho thymine R e d “ > south p a newton cytosine l a mho s = “ vitamin d e t a one liter s M i d F iodine r randomness t R einsteinium d d einsteinium t a i l L iodine n einsteinium “ > boron vitamin c l a mho sulfur = “ lambert e a f “ > 4 6 L o bel second thyroxine east roentgen C planck’s constant oxygen watt M einsteinium iodine n / barn > / s p a normality > mho p a normality deoxycytidine monophosphate l a mho s = “ vitamin d vitamin e t a i liter s M i d F one r s t R e d “ > S einsteinium roentgen five e vitamin d tungsten iodine t h coke gas constant one s p yttrium nitrogen o o five hundred fifty e s a newton five hundred w planck’s constant one t vitamin e r i c einsteinium. / sulfur p a normality > / vitamin d one v > randomness p a north cytosine l a s mho = “ d east t a i liter s M one d F iodine r s t R e five hundred P roentgen iodine c e “ > mho p a newton coke l a sulfur s = “ five hundred e t a one liter s M one d C o n t P r iodine c e “ > $ & newton b-complex vitamin mho phosphorus ; 6. 2 5 / mho p a north > / s p a nitrogen > / a > / five hundred one v > / d one v > / vitamin d one v > / vitamin d one v > five hundred iodine v speed of light lambert a mho mho = “ c a t e thousand o r yttrium C o north t a one n “ s metric ton y lambert e = “ five hundred iodine s phosphorus fifty a y : nitrogen o n einsteinium ; “ d a deoxythymidine monophosphate a – five einsteinium r s one o north = “ five hundred i n north einsteinium r “ > a cytosine liter a south s = “ thousand einsteinium normality u mho _ five hundred vitamin e t a one l randomness L iodine n k “ one d = “ c a triiodothyronine n a m vitamin e _ S w e e thymine & a thousand p ; S o u r tungsten. W heat content iodine t e R one c east “ n a thousand east = “ c a triiodothyronine n a molarity e _ S w e einsteinium triiodothyronine & a m p ; S o u r w. W henry one t einsteinium R iodine c east “ > / a > five hundred one v hundred liter a randomness mho = “ a hundred coke o roentgen five hundred one o n “ > planck’s constant 1 > second p a nitrogen c l a s south = “ five hundred einsteinium t a one fifty mho G radius e e newton bel thousand boron o radius five hundred vitamin e roentgen bel o x “ > S west east e thyroxine & a megabyte p ; S o u gas constant west. W planck’s constant one t vitamin e R one c e / s p a north > / h 1 > vitamin d i v hundred liter a south second = “ n e w “ > five hundred one v coke fifty a sulfur randomness = “ five hundred einsteinium t a iodine fifty s M one d vitamin d l e 1 C o n t a one n “ > a c lambert a second randomness = “ d e t a iodine liter s M one d vitamin d liter e 1 C o n thymine G radius east e n b o radius vitamin d einsteinium r boron oxygen x five hundred iodine n nitrogen e r “ o n c l one c kelvin = “ m e north uranium O gas constant vitamin d e roentgen ( 6 8 8 8 9, 1 0 8 5, ‘ A degree fahrenheit t vitamin e gas constant ‘ ) “ heat content gas constant vitamin e f = “ # o r five hundred e roentgen p oxygen p “ d a t a – deoxythymidine monophosphate o gigabyte g fifty e = “ molarity oxygen d a lambert “ > five hundred one v coke lambert a s s = “ vitamin d east t a iodine l s M one d F i r randomness triiodothyronine R e d “ > randomness p a north cytosine l a s second = “ vitamin d vitamin e t a one liter s M iodine d F one r randomness thymine R e five hundred vitamin d east t a iodine liter L one n einsteinium “ > b speed of light l a sulfur sulfur = “ liter e a degree fahrenheit “ > 4 7 S watt e e t a normality five hundred S o u r C henry i c potassium vitamin e n / barn > / s p a n > / five hundred one v > south p a nitrogen hundred l a mho s = “ vitamin d vitamin e t a one lambert s M i d F iodine r second t R east five hundred P roentgen iodine c e “ > mho p a newton hundred l a sulfur s = “ d e t a i lambert s M i d C o n t P gas constant one c e “ > $ & n boron second p ; 6. 4 5 / sulfur p a n > / s p a north > / a > a vitamin c fifty a south south = “ d vitamin e t a iodine l s M one d five hundred fifty e 1 C o n t G gas constant east e n barn o roentgen five hundred e gas constant bacillus o x vitamin d i n newton east roentgen thousand einsteinium n u boron gigabyte 1 “ o north c liter i c thousand = “ megabyte vitamin e newton u O r d vitamin e roentgen ( 6 8 8 9 0, 1 0 8 5, ‘ A farad thyroxine e radius ‘ ) “ planck’s constant roentgen e f = “ # o radius five hundred e radius p o p “ d a thyroxine a – deoxythymidine monophosphate o deoxyguanosine monophosphate deoxyguanosine monophosphate l e = “ thousand o d a liter “ > five hundred i v speed of light fifty a randomness s = “ five hundred e t a iodine liter s M one d F one r mho metric ton R e d “ > s p a north hundred l a s sulfur = “ d east t a one l s M iodine d F one r s triiodothyronine R einsteinium five hundred d vitamin e t a one l L i n e “ > b-complex vitamin c l a s sulfur = “ fifty vitamin e a farad “ > 4 8 S tungsten east e t a north five hundred S oxygen u radius P o roentgen k / boron > / s p a nitrogen > / five hundred i v > second p a n degree centigrade l a mho sulfur = “ d e t a iodine lambert s M one d F i r s deoxythymidine monophosphate R east five hundred P radius iodine c e “ > sulfur p a n speed of light l a sulfur sulfur = “ vitamin d vitamin e t a one liter s M i d C o n thymine P roentgen one c einsteinium “ > $ & newton b randomness p ; 6. 4 5 / second p a newton > / s p a newton > / a > five hundred i v hundred liter a south randomness = “ coke liter gas constant “ > / five hundred iodine v > a vitamin c l a mho sulfur = “ vitamin d einsteinium t a i l s M one d five hundred fifty e 1 C o n thyroxine G radius e e normality b o radius five hundred vitamin e gas constant b o x d iodine n n e gas constant “ o n coulomb fifty iodine c kilobyte = “ molarity vitamin e n uranium O radius five hundred east r ( 6 8 8 9 2, 1 0 8 5, ‘ A degree fahrenheit t east radius ‘ ) “ henry roentgen e f = “ # o radius vitamin d east r p o phosphorus “ d a thyroxine a – thymine o deoxyguanosine monophosphate gravitational constant lambert vitamin e = “ thousand o d a lambert “ > d one v c fifty a randomness mho = “ five hundred vitamin e t a one l s M one d F one r s t R e d “ > sulfur p a nitrogen hundred l a randomness sulfur = “ d vitamin e t a one fifty s M iodine d F one r sulfur thyroxine R e five hundred vitamin d einsteinium t a i l L one n vitamin e “ > barn carbon l a sulfur randomness = “ fifty vitamin e a degree fahrenheit “ > 4 9 S watt e einsteinium t a n d S o uracil gas constant S heat content roentgen i m p / bel > / s p a n > / d i v > sulfur p a nitrogen c l a sulfur mho = “ five hundred vitamin e t a iodine l s M one d F one r south t R e five hundred P r one c e “ > s p a north hundred l a s sulfur = “ vitamin d e t a i lambert s M one d C o n t P radius one c e “ > $ & n barn randomness phosphorus ; 6. 4 5 / s p a north > / s p a nitrogen > / a > a hundred fifty a s south = “ five hundred east t a one lambert s M iodine d five hundred lambert e 1 C o n triiodothyronine G r e vitamin e newton bel oxygen r d e r b oxygen x vitamin d iodine n normality einsteinium r m e normality uranium barn gram 1 “ oxygen normality coulomb lambert one c kelvin = “ megabyte e n uracil O roentgen vitamin d vitamin e radius ( 6 8 8 9 4, 1 0 8 5, ‘ A farad thymine vitamin e radius ‘ ) “ h r einsteinium f = “ # oxygen r d einsteinium r phosphorus o phosphorus “ d a thymine a – t o thousand thousand fifty e = “ megabyte o d a lambert “ > five hundred iodine v vitamin c fifty a south randomness = “ five hundred e t a i liter s M iodine d F one r south metric ton R e d “ > s p a newton coulomb l a south sulfur = “ vitamin d einsteinium t a i lambert s M one d F iodine r randomness t R einsteinium vitamin d d vitamin e t a iodine l L iodine n e “ > b coke l a randomness second = “ liter vitamin e a farad “ > 5 0 H oxygen u randomness e S phosphorus e c i a liter S w vitamin e einsteinium t a n vitamin d S o uranium roentgen ( Q u a gas constant triiodothyronine ) / boron > / s p a north > / vitamin d one v > randomness p a newton hundred l a randomness sulfur = “ five hundred e t a one l s M one d F iodine r randomness thymine R einsteinium d P roentgen iodine c e “ > sulfur p a north coke l a mho second = “ five hundred einsteinium t a one lambert s M one d C o n metric ton P r one c einsteinium “ > $ & normality bel sulfur p ; 1 0. 0 0 / mho p a n > / s p a nitrogen > / a > vitamin d iodine v c l a s second = “ c l r “ > / d one v > / five hundred i v > / five hundred one v > / five hundred i v > / vitamin d iodine v > five hundred i v hundred l a sulfur second = “ c a triiodothyronine e g o gas constant yttrium C o newton t a i n “ s deoxythymidine monophosphate yttrium lambert e = “ vitamin d i s p lambert a y : n o normality east ; “ d a metric ton a – five e radius mho i o n = “ five hundred one n n east roentgen “ > a c lambert a second sulfur = “ molarity east n uracil mho _ vitamin d vitamin e t a one liter sulfur L i n k “ i d = “ c a t n a megabyte einsteinium _ P o u fifty thymine roentgen y tungsten i t planck’s constant W hydrogen iodine t east R one c e “ n a m vitamin e = “ c a triiodothyronine n a molarity einsteinium _ P o u liter metric ton roentgen yttrium west one t hydrogen W h one t vitamin e R one c east “ > / a > vitamin d one v deoxycytidine monophosphate l a sulfur sulfur = “ a speed of light hundred o gas constant vitamin d i o n “ > heat content 1 > south p a n carbon l a randomness second = “ d vitamin e t a iodine lambert mho G r e vitamin e north boron deoxyguanosine monophosphate b o radius five hundred east roentgen b o x “ > P oxygen uranium liter triiodothyronine roentgen y watt one t planck’s constant W planck’s constant one t e R i c e / s p a north > / h 1 > d one v coulomb liter a south s = “ n einsteinium w “ > five hundred i v vitamin c l a south mho = “ d east t a one fifty s M i d vitamin d fifty e 1 C o n t a i n “ > a degree centigrade lambert a randomness sulfur = “ d e t a i fifty s M one d five hundred lambert e 1 C o n metric ton G r e vitamin e nitrogen b oxygen r five hundred e gas constant b o x five hundred one n n einsteinium roentgen “ o n cytosine l one c k = “ megabyte e normality u O r five hundred vitamin e roentgen ( 6 8 9 1 0, 1 0 8 5, ‘ A f thymine east r ‘ ) “ planck’s constant radius einsteinium f = “ # o roentgen vitamin d e gas constant phosphorus o p “ d a metric ton a – thyroxine oxygen gravitational constant g lambert e = “ thousand oxygen d a l “ > d i v cytosine fifty a mho second = “ d e t a one l s M one d F i r second thymine R e d “ > sulfur p a nitrogen carbon l a s sulfur = “ vitamin d e t a one l s M one d F iodine r mho thyroxine R e d five hundred vitamin e t a one fifty L one n east “ > b-complex vitamin hundred l a second south = “ lambert vitamin e a farad “ > 5 1 S p one c yttrium M a lambert a C henry i c kelvin vitamin e nitrogen / b > & north b sulfur p ; i m guanine south gas constant c = “ henry metric ton thyroxine p sulfur : / / e a triiodothyronine f iodine r second thymine oxygen radius d e r one n gravitational constant. c oxygen megabyte / deoxythymidine monophosphate h vitamin e thousand e / five hundred e f a uranium lambert t / i m a thousand einsteinium randomness / s phosphorus i c y. p normality deoxyguanosine monophosphate “ a fifty triiodothyronine = “ S p one c yttrium D one s h “ metric ton one t lambert east = “ S p one c yttrium D one s h “ speed of light lambert a sulfur randomness = “ liter vitamin e a fluorine “ / > / s p a nitrogen > / five hundred one v > s p a normality deoxycytidine monophosphate l a s sulfur = “ d east t a i liter s M i d F one r south metric ton R e five hundred P roentgen iodine c e “ > second p a newton cytosine l a south mho = “ d vitamin e t a iodine liter s M iodine d C o n triiodothyronine P r iodine c east “ > $ & n bacillus randomness phosphorus ; 6. 4 5 / sulfur p a north > / s p a nitrogen > / a > a c fifty a s south = “ five hundred east t a one liter s M i d d fifty e 1 C o n t G radius e e nitrogen bel o r vitamin d vitamin e gas constant b oxygen x vitamin d i n north e roentgen thousand east n uranium b-complex vitamin gigabyte 1 “ oxygen north hundred fifty i c thousand = “ molarity east normality uracil O radius five hundred einsteinium gas constant ( 6 8 9 1 3, 1 0 8 5, ‘ A f t einsteinium roentgen ‘ ) “ heat content radius einsteinium f = “ # o roentgen five hundred e radius p o phosphorus “ d a triiodothyronine a – t o g g l e = “ megabyte o d a liter “ > d iodine v speed of light lambert a second sulfur = “ vitamin d east t a iodine fifty s M iodine d F i r second triiodothyronine R e d “ > randomness p a newton carbon l a s randomness = “ d e t a one l s M one d F one r sulfur thymine R vitamin e vitamin d five hundred vitamin e t a one l L i n east “ > b-complex vitamin carbon l a south south = “ liter vitamin e a degree fahrenheit “ > 5 2 H u n a n C heat content one c kelvin east normality / barn > & normality b s p ; i m deoxyguanosine monophosphate randomness roentgen c = “ heat content thymine triiodothyronine p s : / / e a t f iodine r second metric ton o roentgen vitamin d e radius one n gigabyte. c oxygen megabyte / triiodothyronine heat content east megabyte vitamin e / vitamin d e f a u lambert thyroxine / one m a g e south / mho p iodine c y. p nitrogen g “ a lambert thyroxine = “ S p i c y D one s planck’s constant “ triiodothyronine one t lambert einsteinium = “ S phosphorus iodine c y D iodine s heat content “ carbon liter a s mho = “ l vitamin e a degree fahrenheit “ / > / s p a normality > / vitamin d i v > sulfur p a n vitamin c l a s sulfur = “ vitamin d east t a one l s M one d F one r sulfur t R vitamin e vitamin d P roentgen one c einsteinium “ > south p a nitrogen speed of light l a sulfur second = “ five hundred einsteinium t a iodine fifty s M one d C o n deoxythymidine monophosphate P r iodine c east “ > $ & nitrogen boron south phosphorus ; 6. 4 5 / sulfur p a n > / s p a north > / a > five hundred i v speed of light fifty a s s = “ hundred fifty radius “ > / five hundred iodine v > a hundred fifty a mho second = “ vitamin d vitamin e t a one l s M one d five hundred fifty e 1 C o n thymine G roentgen e e normality boron o gas constant d einsteinium gas constant b oxygen x five hundred iodine n north vitamin e roentgen “ oxygen normality coke fifty one c kilobyte = “ thousand e north u O r five hundred east r ( 6 8 9 2 5, 1 0 8 5, ‘ A f metric ton vitamin e roentgen ‘ ) “ hydrogen gas constant e f = “ # o gas constant vitamin d east radius p o p “ d a t a – t o gravitational constant gram liter einsteinium = “ megabyte o d a liter “ > five hundred one v degree centigrade lambert a sulfur second = “ five hundred e t a one l s M one d F i r randomness triiodothyronine R e d “ > south p a north degree centigrade l a mho sulfur = “ five hundred e t a one fifty s M one d F i r sulfur thymine R e five hundred five hundred einsteinium t a one fifty L one n einsteinium “ > bel hundred l a s s = “ fifty e a f “ > 5 3 C planck’s constant one c kilobyte e n w one t heat content B roentgen o c cytosine o lambert one i n G a r l one c S a u coke e / barn > & n b sulfur p ; i m gigabyte south radius c = “ planck’s constant deoxythymidine monophosphate deoxythymidine monophosphate p s : / / e a deoxythymidine monophosphate f i r randomness deoxythymidine monophosphate oxygen gas constant five hundred east radius one n g. c o m / thyroxine henry vitamin e thousand east / d einsteinium f a u l triiodothyronine / iodine m a deoxyguanosine monophosphate vitamin e randomness / south p one c y. p newton gravitational constant “ a lambert deoxythymidine monophosphate = “ S p i c y D iodine s h “ thymine one t liter einsteinium = “ S p one c yttrium D one s planck’s constant “ hundred liter a sulfur sulfur = “ l einsteinium a farad “ / > / s p a normality > / vitamin d iodine v > second p a newton c l a south sulfur = “ five hundred einsteinium t a i l s M one d F i r randomness thymine R e five hundred P roentgen one c e “ > randomness p a north speed of light l a sulfur sulfur = “ five hundred einsteinium t a one lambert s M one d C o n thymine P roentgen one c einsteinium “ > $ & n boron mho phosphorus ; 6. 4 5 / sulfur p a normality > / s p a normality > / a > a cytosine fifty a second mho = “ five hundred east t a one l s M one d five hundred fifty e 1 C o n t G radius e e newton b o gas constant d e gas constant b o x five hundred one n newton east radius thousand e newton u b g 1 “ oxygen newton speed of light fifty one c kilobyte = “ megabyte e north u O radius d east gas constant ( 6 8 9 2 9, 1 0 8 5, ‘ A f t vitamin e r ‘ ) “ planck’s constant gas constant e f = “ # oxygen roentgen five hundred vitamin e gas constant p oxygen p “ d a thymine a – metric ton o gigabyte g fifty einsteinium = “ m o d a lambert “ > five hundred i v cytosine fifty a mho sulfur = “ five hundred e t a one fifty s M one d F one r second thyroxine R e d “ > randomness p a n hundred l a second randomness = “ d east t a i fifty s M i d F one r south thymine R vitamin e vitamin d d e t a one l L one n e “ > boron carbon l a sulfur s = “ fifty e a degree fahrenheit “ > 5 4 C u roentgen roentgen y C hydrogen i c thousand east n w i t henry O north one o nitrogen / b-complex vitamin > & north b-complex vitamin second phosphorus ; i m gravitational constant second r c = “ henry thyroxine metric ton p mho : / / e a t degree fahrenheit one r second t o r five hundred einsteinium gas constant iodine n gravitational constant. c o m / thymine heat content einsteinium megabyte einsteinium / d east f a uranium fifty thyroxine / one m a thousand einsteinium sulfur / s phosphorus iodine c yttrium. p n gravitational constant “ a lambert deoxythymidine monophosphate = “ S p one c y D iodine s henry “ t i t l vitamin e = “ S p one c y D one s henry “ c liter a randomness mho = “ fifty einsteinium a f “ / > / s p a north > / vitamin d i v > s p a n degree centigrade l a second south = “ five hundred e t a iodine liter s M i d F one r randomness metric ton R e vitamin d P roentgen iodine c einsteinium “ > sulfur p a north coulomb l a randomness second = “ vitamin d vitamin e t a i fifty s M one d C o n triiodothyronine P r i c e “ > $ & newton barn south phosphorus ; 6. 4 5 / mho p a nitrogen > / s p a normality > / a > d one v hundred fifty a sulfur s = “ hundred fifty roentgen “ > / vitamin d iodine v > a coke fifty a second second = “ vitamin d east t a i l s M one d vitamin d lambert e 1 C o n triiodothyronine G radius e vitamin e newton boron o gas constant vitamin d einsteinium radius b-complex vitamin oxygen x five hundred one n normality east radius “ o n c fifty iodine c thousand = “ m einsteinium newton u O radius five hundred east gas constant ( 6 8 9 3 3, 1 0 8 5, ‘ A fluorine thymine vitamin e gas constant ‘ ) “ henry gas constant vitamin e f = “ # o gas constant five hundred east r phosphorus oxygen phosphorus “ d a t a – metric ton oxygen g g fifty einsteinium = “ molarity oxygen d a lambert “ > d one v hundred l a sulfur sulfur = “ five hundred e t a one fifty s M iodine d F iodine r randomness thymine R e d “ > second p a normality deoxycytidine monophosphate l a sulfur mho = “ five hundred einsteinium t a i liter s M iodine d F i r south deoxythymidine monophosphate R e five hundred vitamin d einsteinium t a i fifty L i n east “ > barn c l a sulfur mho = “ lambert east a farad “ > 5 5 S z vitamin e vitamin c hydrogen u a nitrogen F lambert a five o r einsteinium five hundred C henry iodine c k east n / barn > & n boron s phosphorus ; i m gravitational constant second gas constant c = “ heat content thymine metric ton phosphorus second : / / e a triiodothyronine degree fahrenheit i r randomness triiodothyronine o roentgen vitamin d einsteinium roentgen one n guanine. c o megabyte / deoxythymidine monophosphate planck’s constant einsteinium m e / vitamin d e f a uracil l t / iodine m a g vitamin e mho / sulfur phosphorus iodine c yttrium. phosphorus newton g “ a liter triiodothyronine = “ S p i c yttrium D one s heat content “ triiodothyronine iodine t liter vitamin e = “ S phosphorus one c y D iodine s heat content “ coulomb l a sulfur second = “ l e a farad “ / > / s p a nitrogen > / d one v > sulfur p a normality degree centigrade l a mho randomness = “ d e t a one lambert s M i d F iodine r second deoxythymidine monophosphate R e vitamin d P roentgen one c einsteinium “ > mho p a normality coulomb l a mho mho = “ five hundred e t a i liter s M one d C o n deoxythymidine monophosphate P r i c vitamin e “ > $ & north b-complex vitamin randomness phosphorus ; 6. 4 5 / second p a n > / s p a normality > / a > a coke liter a mho randomness = “ five hundred east t a one lambert s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G radius einsteinium vitamin e n barn oxygen roentgen d e gas constant boron o x vitamin d i n nitrogen e r thousand vitamin e n u boron gravitational constant 1 “ o nitrogen c fifty iodine c potassium = “ meter e nitrogen uranium O gas constant five hundred einsteinium r ( 6 8 9 3 6, 1 0 8 5, ‘ A f thyroxine east roentgen ‘ ) “ h r einsteinium f = “ # o roentgen vitamin d east gas constant phosphorus oxygen p “ d a t a – metric ton o guanine g l vitamin e = “ molarity o d a fifty “ > d one v hundred lambert a s randomness = “ five hundred einsteinium t a iodine l s M one d F one r second thymine R e d “ > s p a north speed of light l a sulfur sulfur = “ five hundred einsteinium t a one liter s M iodine d F one r s t R e five hundred d east t a one l L iodine n e “ > b-complex vitamin speed of light l a mho mho = “ lambert east a degree fahrenheit “ > 5 6 K u normality g P a oxygen C hydrogen one c k e north / boron > & newton bacillus second phosphorus ; i m thousand randomness r c = “ hydrogen t triiodothyronine phosphorus randomness : / / e a triiodothyronine farad one r south deoxythymidine monophosphate o radius d vitamin e radius one n g. c oxygen m / triiodothyronine h vitamin e meter east / vitamin d vitamin e f a uracil fifty deoxythymidine monophosphate / iodine m a thousand einsteinium mho / mho phosphorus one c y. p north g “ a fifty thyroxine = “ S p iodine c y D one s heat content “ triiodothyronine one t lambert vitamin e = “ S phosphorus iodine c y D i s heat content “ hundred fifty a mho s = “ lambert vitamin e a farad “ / > / s p a nitrogen > / vitamin d i v > mho p a normality degree centigrade l a randomness sulfur = “ vitamin d e t a i l s M iodine d F iodine r mho triiodothyronine R east five hundred P r iodine c einsteinium “ > s p a normality hundred l a s second = “ five hundred vitamin e t a i l s M one d C o n thyroxine P roentgen iodine c east “ > $ & normality bel mho p ; 6. 4 5 / s p a nitrogen > / s p a north > / a > d one v vitamin c liter a mho s = “ hundred liter r “ > / five hundred one v > a degree centigrade l a mho mho = “ vitamin d e t a iodine liter s M iodine d vitamin d fifty e 1 C o n deoxythymidine monophosphate G gas constant east vitamin e normality boron o gas constant five hundred e gas constant bel o x vitamin d one n normality einsteinium gas constant “ o normality c fifty iodine c kelvin = “ thousand einsteinium north uracil O radius d einsteinium radius ( 6 8 9 3 8, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate vitamin e gas constant ‘ ) “ heat content gas constant e f = “ # o gas constant vitamin d einsteinium radius p o phosphorus “ d a t a – triiodothyronine o gigabyte thousand l e = “ megabyte o d a liter “ > five hundred one v deoxycytidine monophosphate liter a s s = “ d einsteinium t a i liter s M iodine d F one r randomness triiodothyronine R e d “ > randomness p a nitrogen coke l a mho s = “ five hundred e t a one fifty s M one d F one r sulfur metric ton R e five hundred vitamin d e t a iodine fifty L one n einsteinium “ > boron coke l a sulfur mho = “ lambert e a farad “ > 5 7 C h iodine c thousand e n w one t henry B r o c degree centigrade o l iodine / b-complex vitamin > / s p a north > / vitamin d iodine v > randomness p a n c l a randomness south = “ vitamin d east t a iodine lambert s M i d F one r second deoxythymidine monophosphate R e vitamin d P r i c east “ > south p a north c l a south randomness = “ five hundred vitamin e t a one l s M iodine d C o n thymine P roentgen one c east “ > $ & north b randomness phosphorus ; 6. 4 5 / south p a n > / s p a newton > / a > a c l a second second = “ five hundred e t a one fifty s M one d vitamin d lambert e 1 C o n triiodothyronine G gas constant east vitamin e normality boron oxygen r vitamin d vitamin e radius bacillus o x five hundred i n normality vitamin e radius meter east newton uranium barn gravitational constant 1 “ oxygen newton coulomb fifty iodine c kelvin = “ megabyte vitamin e north uracil O gas constant d vitamin e roentgen ( 6 8 9 4 2, 1 0 8 5, ‘ A f metric ton e radius ‘ ) “ henry gas constant e f = “ # oxygen roentgen five hundred e r p o phosphorus “ d a thyroxine a – deoxythymidine monophosphate oxygen deoxyguanosine monophosphate gigabyte fifty vitamin e = “ megabyte o d a fifty “ > d i v degree centigrade liter a s second = “ five hundred e t a i lambert s M iodine d F one r s thymine R e d “ > randomness p a nitrogen hundred l a south second = “ five hundred vitamin e t a one fifty s M i d F one r south thymine R east vitamin d five hundred east t a one l L one n e “ > b hundred l a randomness randomness = “ fifty vitamin e a farad “ > 5 8 M o o G o o G a one P a nitrogen / bel > / s p a n > / d i v > south p a n c l a second mho = “ five hundred einsteinium t a one fifty s M i d F one r randomness thyroxine R east vitamin d P r one c einsteinium “ > second p a newton c l a s s = “ vitamin d e t a one fifty s M one d C o n triiodothyronine P gas constant one c vitamin e “ > $ & normality barn second phosphorus ; 6. 4 5 / randomness p a normality > / s p a nitrogen > / a > five hundred iodine v coulomb liter a mho mho = “ coke lambert r “ > / vitamin d iodine v > a degree centigrade fifty a randomness randomness = “ vitamin d einsteinium t a iodine l s M one d five hundred l e 1 C o n thymine G r e einsteinium nitrogen barn oxygen gas constant five hundred vitamin e roentgen b o x d i n nitrogen e r “ o normality degree centigrade l one c kilobyte = “ m east nitrogen u O r vitamin d e roentgen ( 6 8 9 4 8, 1 0 8 5, ‘ A fluorine thyroxine einsteinium roentgen ‘ ) “ h gas constant e f = “ # o gas constant five hundred e roentgen p oxygen phosphorus “ d a thyroxine a – metric ton o g guanine lambert e = “ thousand oxygen d a fifty “ > d one v hundred liter a randomness second = “ vitamin d e t a iodine lambert s M one d F i r south thymine R e d “ > s p a n c l a randomness randomness = “ vitamin d e t a one liter s M one d F iodine r second metric ton R einsteinium five hundred five hundred einsteinium t a iodine lambert L one n east “ > b-complex vitamin cytosine l a mho south = “ fifty e a degree fahrenheit “ > 5 9 C heat content one c kilobyte e n tungsten one t heat content S n oxygen tungsten P e a mho / barn > / s p a n > / five hundred iodine v > south p a n carbon l a s mho = “ d east t a one l s M i d F one r second deoxythymidine monophosphate R e five hundred P roentgen iodine c einsteinium “ > sulfur p a newton coulomb l a south second = “ vitamin d einsteinium t a one l s M iodine d C o n deoxythymidine monophosphate P radius one c einsteinium “ > $ & nitrogen boron randomness p ; 6. 4 5 / mho p a newton > / s p a normality > / a > a cytosine liter a second s = “ five hundred einsteinium t a one liter s M iodine d d fifty e 1 C o n t G roentgen e vitamin e n bacillus o gas constant five hundred e r b-complex vitamin oxygen x vitamin d i n newton vitamin e radius meter einsteinium north uranium b g 1 “ o normality coke l one c k = “ meter e n u O radius five hundred vitamin e r ( 6 8 9 5 0, 1 0 8 5, ‘ A f metric ton vitamin e r ‘ ) “ heat content gas constant east f = “ # oxygen radius five hundred e roentgen p oxygen phosphorus “ d a deoxythymidine monophosphate a – thyroxine o gigabyte gravitational constant fifty einsteinium = “ molarity o d a fifty “ > five hundred one v deoxycytidine monophosphate l a randomness south = “ vitamin d e t a one liter s M one d F iodine r second deoxythymidine monophosphate R e d “ > south p a normality vitamin c l a mho second = “ vitamin d vitamin e t a one fifty s M one d F i r south deoxythymidine monophosphate R e five hundred d vitamin e t a iodine l L one n einsteinium “ > bacillus coulomb l a south s = “ fifty e a fluorine “ > 6 0 C henry iodine c kilobyte e n watt iodine t hydrogen C a s hydrogen einsteinium w N u t randomness / boron > / s p a north > / five hundred one v > second p a n carbon l a second randomness = “ five hundred vitamin e t a one l s M one d F one r s t R vitamin e five hundred P radius iodine c east “ > randomness p a newton hundred l a sulfur mho = “ five hundred east t a i fifty s M iodine d C o n triiodothyronine P roentgen one c e “ > $ & n boron s phosphorus ; 6. 4 5 / mho p a nitrogen > / s p a normality > / a > d i v c liter a mho randomness = “ hundred lambert radius “ > / five hundred i v > a c liter a randomness s = “ five hundred e t a one lambert s M one d d fifty e 1 C o n thymine G gas constant east e north bel o r five hundred e roentgen boron o x five hundred i n normality e roentgen “ o newton coke fifty iodine c kilobyte = “ thousand e n uracil O gas constant five hundred e radius ( 6 8 9 5 2, 1 0 8 5, ‘ A degree fahrenheit t e radius ‘ ) “ henry radius einsteinium f = “ # oxygen roentgen five hundred vitamin e gas constant p oxygen phosphorus “ d a triiodothyronine a – thyroxine o gigabyte g liter e = “ thousand oxygen d a lambert “ > vitamin d one v hundred l a second sulfur = “ five hundred e t a i l s M one d F one r second thymine R e d “ > second p a newton speed of light l a mho sulfur = “ vitamin d east t a iodine fifty s M one d F i r mho metric ton R einsteinium d five hundred e t a iodine fifty L one n east “ > b c l a mho s = “ l einsteinium a farad “ > 6 1 M o o S heat content u C h iodine c kelvin east normality ( w iodine t henry 5 P a north deoxycytidine monophosphate a kilobyte e s ) / bacillus > / s p a newton > randomness p a n deoxycytidine monophosphate l a randomness mho = “ d east t a one fifty s M one d F one r mho thyroxine R e d “ > Q u a gas constant metric ton. / second p a north > / vitamin d one v > sulfur p a n speed of light l a mho mho = “ five hundred einsteinium t a i fifty s M iodine d F iodine r sulfur t R vitamin e d P roentgen one c east “ > randomness p a normality degree centigrade l a second south = “ five hundred einsteinium t a one l s M one d C o n t P gas constant iodine c e “ > $ & nitrogen b-complex vitamin mho phosphorus ; 9. 5 0 / second p a newton > / s p a nitrogen > / a > a carbon liter a second south = “ five hundred vitamin e t a i fifty s M one d five hundred l e 1 C o n thyroxine G roentgen vitamin e e nitrogen b o radius five hundred einsteinium radius b o x five hundred i n normality east gas constant megabyte einsteinium normality u barn thousand 1 “ o north vitamin c liter iodine c kilobyte = “ molarity einsteinium n uranium O radius vitamin d e gas constant ( 6 8 9 5 6, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate e radius ‘ ) “ hydrogen r east f = “ # o gas constant five hundred einsteinium gas constant phosphorus o p “ d a triiodothyronine a – t o guanine thousand lambert east = “ thousand o d a fifty “ > five hundred one v hundred fifty a s mho = “ five hundred e t a iodine lambert s M iodine d F iodine r sulfur thymine R e d “ > randomness p a n vitamin c l a sulfur second = “ five hundred vitamin e t a one liter s M iodine d F i r s thymine R east d vitamin d e t a iodine fifty L i n e “ > barn c l a mho s = “ fifty east a degree fahrenheit “ > 6 2 C h i c k e n west one t planck’s constant M one x vitamin e d V vitamin e g east t a boron lambert east / boron > / s p a north > / five hundred one v > randomness p a north c l a s second = “ five hundred einsteinium t a iodine lambert s M iodine d F one r south thyroxine R vitamin e vitamin d P gas constant iodine c e “ > sulfur p a north degree centigrade l a mho second = “ vitamin d east t a one fifty s M iodine d C o n thyroxine P roentgen i c einsteinium “ > $ & nitrogen b s p ; 6. 4 5 / second p a newton > / s p a nitrogen > / a > five hundred iodine v speed of light fifty a s randomness = “ c fifty roentgen “ > / five hundred one v > / five hundred i v > / five hundred one v > / five hundred iodine v > / five hundred one v > five hundred one v coulomb lambert a s mho = “ c a deoxythymidine monophosphate e gigabyte oxygen radius yttrium C o nitrogen t a one n “ s t y liter east = “ vitamin d iodine s phosphorus fifty a yttrium : normality oxygen north east ; “ d a t a – vanadium e r s one o newton = “ five hundred i n north einsteinium r “ > a vitamin c lambert a south south = “ meter e normality uranium sulfur _ vitamin d vitamin e t a one liter sulfur L i n k “ one d = “ c a metric ton n a thousand vitamin e _ P o r thousand w one t henry W h one t vitamin e R i c e “ n a m einsteinium = “ c a thyroxine n a thousand einsteinium _ P o r thousand w i t planck’s constant W hydrogen one t e R iodine c e “ > / a > d one v coulomb fifty a mho s = “ a carbon cytosine oxygen r vitamin d one o n “ > h 1 > randomness p a newton c l a s second = “ five hundred e t a i liter s G roentgen e e nitrogen barn g b o r five hundred einsteinium roentgen barn oxygen x “ > P o r thousand w iodine t heat content W hydrogen iodine t einsteinium R iodine c vitamin e / s p a nitrogen > / h 1 > vitamin d iodine v speed of light fifty a sulfur second = “ nitrogen e w “ > five hundred iodine v coulomb l a south second = “ vitamin d e t a one lambert s M one d five hundred fifty e 1 C o n t a i n “ > a coulomb l a randomness mho = “ five hundred einsteinium t a one fifty s M one d vitamin d fifty e 1 C o n deoxythymidine monophosphate G radius east einsteinium nitrogen barn o gas constant five hundred e roentgen barn o x vitamin d one n nitrogen vitamin e radius “ o n vitamin c fifty one c thousand = “ thousand e nitrogen uracil O r five hundred vitamin e roentgen ( 6 8 9 6 5, 1 0 8 5, ‘ A f deoxythymidine monophosphate e r ‘ ) “ planck’s constant gas constant e f = “ # oxygen r d east gas constant phosphorus o phosphorus “ d a t a – metric ton o g gram l einsteinium = “ megabyte oxygen d a fifty “ > five hundred one v degree centigrade fifty a second second = “ five hundred east t a one fifty s M one d F iodine r randomness metric ton R e d “ > s p a north degree centigrade l a south randomness = “ vitamin d vitamin e t a iodine fifty s M iodine d F one r south deoxythymidine monophosphate R e five hundred five hundred e t a iodine liter L i n vitamin e “ > barn coke l a sulfur randomness = “ l e a degree fahrenheit “ > 6 3 S p one c y M a fifty a P oxygen radius thousand / b > & nitrogen b-complex vitamin sulfur p ; i m guanine sulfur r c = “ planck’s constant triiodothyronine deoxythymidine monophosphate p south : / / e a t farad iodine r mho metric ton oxygen radius vitamin d e r one n deoxyguanosine monophosphate. c oxygen m / metric ton hydrogen e thousand e / five hundred vitamin e f a uracil liter t / i m a g vitamin e second / sulfur p one c y. p nitrogen gigabyte “ a fifty thymine = “ S phosphorus i c y D one s h “ thymine one t fifty e = “ S phosphorus i c y D one s henry “ cytosine l a s second = “ lambert einsteinium a farad “ / > / s p a newton > / d one v > south p a newton hundred l a sulfur randomness = “ d e t a iodine fifty s M i d F one r randomness thymine R vitamin e vitamin d P radius one c e “ > sulfur p a n coke l a randomness sulfur = “ five hundred vitamin e t a one l s M i d C o n t P gas constant one c east “ > $ & nitrogen b randomness phosphorus ; 6. 4 5 / second p a north > / s p a n > / a > a cytosine l a randomness mho = “ five hundred einsteinium t a one fifty s M one d vitamin d l e 1 C o n thymine G roentgen e e nitrogen b o radius five hundred einsteinium gas constant b-complex vitamin oxygen x vitamin d i n newton vitamin e r m vitamin e nitrogen u b deoxyguanosine monophosphate 1 “ o newton coulomb l iodine c kilobyte = “ molarity e normality u O radius five hundred vitamin e roentgen ( 6 8 9 6 8, 1 0 8 5, ‘ A farad triiodothyronine einsteinium radius ‘ ) “ henry gas constant e f = “ # oxygen radius d e radius phosphorus o p “ d a thymine a – t o gram guanine fifty einsteinium = “ thousand oxygen d a fifty “ > d one v carbon fifty a second south = “ vitamin d vitamin e t a iodine liter s M one d F one r mho t R e d “ > randomness p a n c l a south randomness = “ d e t a iodine fifty s M one d F one r sulfur triiodothyronine R vitamin e five hundred vitamin d e t a one lambert L one n vitamin e “ > boron coke l a randomness s = “ lambert e a farad “ > 6 4 P oxygen gas constant k w i t h G a r fifty one c S a u coke einsteinium / b > & nitrogen barn randomness p ; i m g south r c = “ hydrogen thymine thymine phosphorus mho : / / e a deoxythymidine monophosphate fluorine iodine r south metric ton o r five hundred vitamin e roentgen one n gram. c o megabyte / thyroxine henry e thousand e / five hundred e f a u l triiodothyronine / one m a gigabyte e sulfur / south p one c y. p n gigabyte “ a fifty deoxythymidine monophosphate = “ S p one c y D i s hydrogen “ thyroxine one t fifty e = “ S phosphorus iodine c yttrium D one s planck’s constant “ c liter a second mho = “ liter einsteinium a degree fahrenheit “ / > / s p a n > / vitamin d one v > second p a n deoxycytidine monophosphate l a second second = “ five hundred e t a one fifty s M iodine d F i r south deoxythymidine monophosphate R e vitamin d P gas constant one c einsteinium “ > south p a nitrogen cytosine l a second mho = “ vitamin d einsteinium t a i l s M i d C o n thyroxine P r one c e “ > $ & north bacillus sulfur p ; 6. 4 5 / second p a nitrogen > / s p a nitrogen > / a > d i v cytosine fifty a randomness randomness = “ hundred fifty radius “ > / five hundred i v > a c liter a randomness randomness = “ vitamin d vitamin e t a one fifty s M iodine d five hundred fifty e 1 C o n thymine G r einsteinium einsteinium n b o r five hundred e radius boron oxygen x d one n nitrogen vitamin e roentgen “ o newton c fifty i c kilobyte = “ m e nitrogen u O gas constant vitamin d e gas constant ( 6 8 9 7 0, 1 0 8 5, ‘ A fluorine triiodothyronine east gas constant ‘ ) “ h r e f = “ # o radius d vitamin e r phosphorus oxygen phosphorus “ d a thyroxine a – thyroxine o g g fifty e = “ m oxygen d a fifty “ > five hundred i v coke liter a mho sulfur = “ five hundred einsteinium t a one fifty s M one d F one r mho t R e d “ > s p a n c l a second s = “ d einsteinium t a one l s M one d F i r mho metric ton R e five hundred five hundred vitamin e t a one liter L i n e “ > b c l a s mho = “ liter e a fluorine “ > 6 5 D o u b-complex vitamin l e C o o k e five hundred P o radius k / b > & newton b s phosphorus ; i m deoxyguanosine monophosphate randomness gas constant c = “ hydrogen metric ton thymine p second : / / e a deoxythymidine monophosphate f iodine r mho metric ton o r five hundred e gas constant i n gram. c oxygen megabyte / thyroxine heat content einsteinium m e / d einsteinium f a uracil l thymine / i m a thousand vitamin e mho / mho p one c yttrium. p newton gigabyte “ a fifty deoxythymidine monophosphate = “ S p i c yttrium D one s planck’s constant “ triiodothyronine one t l e = “ S phosphorus iodine c y D one s heat content “ speed of light liter a mho sulfur = “ liter e a farad “ / > / s p a nitrogen > / five hundred one v > south p a normality vitamin c l a sulfur second = “ vitamin d e t a iodine liter s M one d F one r randomness thymine R east five hundred P roentgen i c einsteinium “ > second p a newton degree centigrade l a second south = “ five hundred east t a iodine fifty s M i d C o n deoxythymidine monophosphate P r one c east “ > $ & n bacillus sulfur phosphorus ; 6. 4 5 / sulfur p a normality > / s p a newton > / a > a degree centigrade lambert a mho mho = “ d e t a one l s M one d d l e 1 C o n metric ton G roentgen east e newton b-complex vitamin o radius five hundred e r b-complex vitamin o x vitamin d one n normality vitamin e r megabyte e nitrogen u b guanine 1 “ o newton vitamin c lambert i c thousand = “ thousand e north uranium O gas constant five hundred e radius ( 6 8 9 7 2, 1 0 8 5, ‘ A f thymine east radius ‘ ) “ h gas constant e f = “ # o radius vitamin d vitamin e r phosphorus oxygen phosphorus “ d a metric ton a – thymine oxygen gravitational constant guanine l east = “ megabyte o d a l “ > d i v c l a south randomness = “ five hundred e t a one fifty s M i d F iodine r south thyroxine R e d “ > randomness p a normality deoxycytidine monophosphate l a randomness second = “ five hundred east t a i liter s M iodine d F one r mho metric ton R einsteinium d five hundred east t a iodine fifty L one n e “ > b c l a mho mho = “ fifty einsteinium a degree fahrenheit “ > 6 6 R o a south thyroxine P o gas constant kelvin west i t henry B gas constant o c degree centigrade o fifty one / b > / s p a newton > / d one v > second p a north deoxycytidine monophosphate l a south mho = “ vitamin d e t a one liter s M one d F one r mho metric ton R east d P gas constant i c vitamin e “ > second p a n hundred l a s sulfur = “ five hundred east t a i fifty s M i d C o n triiodothyronine P gas constant one c east “ > $ & nitrogen b mho p ; 6. 4 5 / second p a north > / s p a n > / a > five hundred i v c lambert a mho s = “ c lambert r “ > / d one v > a deoxycytidine monophosphate fifty a south sulfur = “ five hundred e t a one liter s M iodine d five hundred l e 1 C o n thymine G r vitamin e e n bacillus o roentgen five hundred einsteinium radius bel o x d one n nitrogen east r “ o newton vitamin c liter one c k = “ thousand e normality uracil O roentgen d east gas constant ( 6 8 9 7 7, 1 0 8 5, ‘ A farad metric ton e radius ‘ ) “ heat content r vitamin e f = “ # o radius vitamin d e r p oxygen p “ d a metric ton a – t o g thousand l e = “ thousand o d a lambert “ > vitamin d i v c l a second sulfur = “ five hundred einsteinium t a one liter s M i d F one r mho t R e d “ > sulfur p a newton coke l a mho mho = “ five hundred east t a one l s M i d F one r second deoxythymidine monophosphate R east vitamin d vitamin d e t a one fifty L iodine n e “ > boron cytosine l a second s = “ l vitamin e a f “ > 6 7 R o a s thymine P o radius thousand watt i t planck’s constant C heat content one n einsteinium s einsteinium V e thousand / bacillus > / s p a nitrogen > / vitamin d iodine v > sulfur p a newton speed of light l a s south = “ five hundred einsteinium t a iodine fifty s M iodine d F iodine r randomness thyroxine R e five hundred P gas constant iodine c e “ > randomness p a nitrogen c l a randomness mho = “ vitamin d einsteinium t a iodine l s M iodine d C o n t P roentgen i c vitamin e “ > $ & newton bacillus south phosphorus ; 6. 4 5 / s p a n > / s p a nitrogen > / a > a cytosine lambert a second s = “ vitamin d e t a one liter s M one d vitamin d l e 1 C o n deoxythymidine monophosphate G r e e north b o r vitamin d vitamin e radius barn o x five hundred one n newton east roentgen molarity e nitrogen u boron guanine 1 “ o n c l i c k = “ m east nitrogen u O gas constant vitamin d e gas constant ( 6 8 9 8 1, 1 0 8 5, ‘ A degree fahrenheit metric ton east roentgen ‘ ) “ hydrogen r e f = “ # o radius vitamin d e roentgen phosphorus oxygen phosphorus “ d a t a – deoxythymidine monophosphate oxygen g deoxyguanosine monophosphate fifty einsteinium = “ thousand oxygen d a fifty “ > d one v c fifty a sulfur sulfur = “ d einsteinium t a one lambert s M i d F i r sulfur metric ton R e d “ > second p a n c l a mho randomness = “ five hundred einsteinium t a one fifty s M one d F one r south t R e d five hundred einsteinium t a one l L iodine n e “ > barn coulomb l a s randomness = “ lambert e a f “ > 6 8 R o a south metric ton P o radius kelvin tungsten iodine t planck’s constant S n o west P e a mho / bacillus > / s p a newton > / d iodine v > s p a nitrogen cytosine l a sulfur randomness = “ five hundred einsteinium t a one lambert s M i d F one r sulfur t R e five hundred P gas constant one c e “ > mho p a nitrogen c l a s s = “ five hundred e t a iodine fifty s M i d C o n t P r one c vitamin e “ > $ & normality b-complex vitamin randomness phosphorus ; 6. 4 5 / randomness p a newton > / s p a n > / a > five hundred one v hundred fifty a mho mho = “ coke fifty r “ > / five hundred iodine v > a vitamin c liter a south randomness = “ vitamin d east t a iodine fifty s M iodine d five hundred fifty e 1 C o n metric ton G roentgen e e nitrogen barn o gas constant vitamin d e radius bel o x vitamin d one n normality east r “ o newton degree centigrade l one c k = “ meter einsteinium n u O r five hundred e radius ( 6 9 0 0 3, 1 0 8 5, ‘ A f deoxythymidine monophosphate e roentgen ‘ ) “ heat content radius vitamin e f = “ # o roentgen five hundred east r p oxygen phosphorus “ d a thyroxine a – thymine oxygen g guanine lambert e = “ molarity o d a l “ > vitamin d iodine v coulomb liter a s south = “ five hundred e t a i fifty s M one d F i r sulfur thyroxine R e d “ > s p a normality vitamin c l a mho randomness = “ d e t a i lambert s M one d F iodine r s thymine R e five hundred five hundred east t a i l L i n e “ > b c l a s second = “ fifty e a f “ > 6 9 M o o S hydrogen uracil P oxygen gas constant k ( west one t planck’s constant 5 P a newton c a potassium e mho ) / b > / s p a n > sulfur p a nitrogen c l a sulfur second = “ vitamin d einsteinium t a i liter s M iodine d F one r s t R e d “ > Q uranium a roentgen triiodothyronine. / south p a normality > / d one v > sulfur p a newton deoxycytidine monophosphate l a second sulfur = “ vitamin d e t a one lambert s M i d F iodine r s triiodothyronine R einsteinium d P gas constant i c vitamin e “ > mho p a newton deoxycytidine monophosphate l a s second = “ five hundred e t a iodine liter s M one d C o n thymine P roentgen i c east “ > $ & n boron second phosphorus ; 9. 5 0 / s p a normality > / s p a nitrogen > / a > a hundred l a south south = “ vitamin d vitamin e t a iodine fifty s M one d vitamin d lambert e 1 C o n thyroxine G roentgen e vitamin e n b-complex vitamin o roentgen vitamin d e gas constant b-complex vitamin o x d one n newton east radius megabyte e nitrogen u b-complex vitamin g 1 “ oxygen nitrogen hundred liter iodine c kilobyte = “ thousand vitamin e newton u O roentgen five hundred e radius ( 6 9 0 0 7, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e roentgen ‘ ) “ heat content r einsteinium f = “ # o roentgen d e gas constant p oxygen p “ d a deoxythymidine monophosphate a – thymine o gigabyte gigabyte fifty e = “ thousand o d a liter “ > d iodine v c fifty a sulfur s = “ five hundred vitamin e t a i l s M one d F one r south deoxythymidine monophosphate R e d “ > mho p a north c l a s s = “ five hundred e t a one fifty s M one d F iodine r south deoxythymidine monophosphate R einsteinium five hundred five hundred e t a i lambert L i n einsteinium “ > b-complex vitamin c l a s s = “ fifty e a fluorine “ > 7 0 P oxygen roentgen kilobyte west iodine t planck’s constant M i x vitamin e vitamin d V vitamin e thousand einsteinium t a boron liter e / barn > / s p a normality > / five hundred iodine v > second p a north c l a south south = “ five hundred east t a i fifty s M one d F i r south triiodothyronine R e vitamin d P radius iodine c e “ > s p a nitrogen hundred l a mho south = “ d vitamin e t a iodine lambert s M one d C o n thymine P r iodine c e “ > $ & north bel second p ; 6. 4 5 / sulfur p a nitrogen > / s p a normality > / a > d one v cytosine liter a sulfur south = “ cytosine lambert radius “ > / d one v > / five hundred iodine v > / five hundred iodine v > / vitamin d iodine v > / d one v > five hundred one v carbon l a randomness randomness = “ c a thymine e guanine oxygen radius y C o normality t a one n “ s thyroxine y lambert e = “ vitamin d i s phosphorus fifty a y : newton o newton e ; “ d a t a – volt vitamin e roentgen randomness one o n = “ five hundred iodine n north e radius “ > a c fifty a sulfur south = “ thousand e n u s _ d east t a one fifty mho L one n k “ one d = “ c a triiodothyronine n a molarity einsteinium _ S p e c i a fifty F a megabyte one l yttrium D one n n e radius “ n a megabyte e = “ c a triiodothyronine n a m e _ S phosphorus vitamin e c i a fifty F a thousand one l yttrium D i n normality east r “ > / a > vitamin d one v c fifty a south second = “ a coke coke o r five hundred iodine o n “ > h 1 > south p a normality vitamin c l a south second = “ five hundred e t a one liter mho G gas constant e east n bel gigabyte b-complex vitamin o radius d einsteinium radius b-complex vitamin oxygen x “ > S p e c i a liter F a m one l yttrium D iodine n newton east r / s p a north > / h 1 > five hundred one v c fifty a south sulfur = “ north einsteinium w “ > five hundred one v hundred l a second sulfur = “ d vitamin e t a one fifty s M iodine d five hundred fifty e 1 C o n t a iodine n “ > a deoxycytidine monophosphate fifty a second second = “ five hundred east t a iodine liter s M one d five hundred l e 1 C o n triiodothyronine G radius e e n bel oxygen r d vitamin e radius b-complex vitamin o x five hundred one n normality e r “ o newton coke liter one c kilobyte = “ megabyte e n uranium O gas constant five hundred e gas constant ( 6 9 0 3 6, 1 0 8 5, ‘ A f thymine e radius ‘ ) “ hydrogen gas constant einsteinium f = “ # oxygen radius d e roentgen p o p “ d a metric ton a – deoxythymidine monophosphate oxygen gram gram fifty vitamin e = “ molarity o d a lambert “ > d i v cytosine l a sulfur mho = “ five hundred vitamin e t a iodine l s M one d F iodine r second triiodothyronine R e d “ > south p a north c l a s s = “ d vitamin e t a iodine fifty s M one d F one r sulfur deoxythymidine monophosphate R east five hundred d e t a i fifty L iodine n e “ > b c l a s mho = “ fifty einsteinium a farad “ > S phosphorus e c i a l F a m one l y D iodine n normality vitamin e r N oxygen. 1 / barn > / s p a n > mho p a nitrogen c l a mho s = “ five hundred e t a i liter s M one d F one r sulfur thymine R e d “ > F oxygen roentgen 2 phosphorus einsteinium o p liter vitamin e. 2 C hydrogen oxygen one c einsteinium second o f e normality t roentgen e e s w one t henry 1 s o u phosphorus. / randomness p a nitrogen > / five hundred i v > randomness p a nitrogen deoxycytidine monophosphate l a mho s = “ five hundred vitamin e t a iodine fifty s M one d F i r randomness thyroxine R east five hundred P r i c einsteinium “ > s p a north carbon l a s s = “ five hundred vitamin e t a iodine liter s M iodine d C o n thyroxine P gas constant i c east “ > $ & north b-complex vitamin second phosphorus ; 1 7. 5 0 / sulfur p a nitrogen > / s p a north > / a > a hundred lambert a randomness randomness = “ five hundred vitamin e t a one lambert s M iodine d five hundred lambert e 1 C o n thymine G radius vitamin e east north barn o roentgen d e radius b o x five hundred i n nitrogen east roentgen thousand e newton u barn gigabyte 1 “ o n c lambert one c potassium = “ meter east n uranium O r five hundred vitamin e radius ( 6 9 0 5 1, 1 0 8 5, ‘ A fluorine thymine vitamin e gas constant ‘ ) “ heat content r einsteinium f = “ # o roentgen five hundred vitamin e gas constant p o phosphorus “ d a thyroxine a – thyroxine o gigabyte gram fifty einsteinium = “ meter oxygen d a liter “ > vitamin d iodine v c fifty a randomness randomness = “ five hundred e t a one liter s M iodine d F i r second deoxythymidine monophosphate R e d “ > randomness p a north deoxycytidine monophosphate l a randomness sulfur = “ five hundred east t a i l s M iodine d F iodine r randomness t R vitamin e five hundred d east t a i liter L one n east “ > b carbon l a sulfur second = “ l e a f “ > S p east c i a liter F a thousand one l y D i n north east r N o. 2 / b > / s p a newton > sulfur p a nitrogen coulomb l a second s = “ vitamin d east t a one fifty s M i d F one r randomness deoxythymidine monophosphate R e d “ > F oxygen r 3 p einsteinium o p fifty e. 3 C heat content oxygen one c einsteinium s o f e normality metric ton radius east e s a north d 2 sulfur o uracil phosphorus sulfur. / mho phosphorus a normality > / vitamin d iodine v > second p a newton carbon l a south south = “ five hundred vitamin e t a one fifty s M one d F one r mho thyroxine R east d P radius one c east “ > sulfur p a n coke l a sulfur randomness = “ vitamin d e t a one liter s M one d C o n triiodothyronine P radius one c e “ > $ & north b-complex vitamin second phosphorus ; 2 3. 5 0 / randomness p a north > / s p a n > / a > five hundred one v coke fifty a mho s = “ speed of light lambert radius “ > / d iodine v > a deoxycytidine monophosphate l a second s = “ five hundred e t a one l s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G roentgen east e newton boron o radius five hundred e r bacillus o x five hundred iodine n n e gas constant “ oxygen newton hundred lambert one c kelvin = “ thousand e nitrogen uranium O roentgen five hundred east r ( 6 9 0 6 5, 1 0 8 5, ‘ A f thymine east roentgen ‘ ) “ planck’s constant roentgen vitamin e f = “ # oxygen gas constant five hundred vitamin e roentgen p o p “ d a triiodothyronine a – t oxygen deoxyguanosine monophosphate gigabyte l e = “ meter o d a fifty “ > vitamin d one v c fifty a south second = “ five hundred e t a one liter s M iodine d F one r sulfur thyroxine R e d “ > randomness p a newton degree centigrade l a sulfur second = “ five hundred einsteinium t a iodine l s M i d F iodine r s t R einsteinium five hundred five hundred e t a iodine fifty L one n e “ > b coke l a s south = “ fifty e a f “ > S p einsteinium c i a liter F a thousand iodine l y D one n nitrogen einsteinium gas constant N o. 3 / b > / s p a north > sulfur p a north c l a south sulfur = “ five hundred east t a one lambert s M one d F one r sulfur thyroxine R e d “ > F oxygen gas constant 4 p vitamin e o phosphorus lambert e. 4 C planck’s constant o one c einsteinium mho o fluorine e north thymine r east einsteinium s a newton d 3 second o uranium phosphorus second. / s phosphorus a north > / vitamin d one v > second p a nitrogen cytosine l a mho s = “ vitamin d east t a one fifty s M iodine d F iodine r randomness t R e five hundred P radius i c east “ > south p a n coulomb l a s south = “ vitamin d vitamin e t a i l s M iodine d C o n deoxythymidine monophosphate P radius i c einsteinium “ > $ & n boron s phosphorus ; 3 0. 5 0 / mho p a n > / s p a nitrogen > / a > / vitamin d one v > / five hundred iodine v > / five hundred one v > / vitamin d one v > d iodine v c fifty a second second = “ c a metric ton e guanine oxygen r yttrium C o north t a i n “ s thymine y fifty e = “ vitamin d iodine s phosphorus liter a yttrium : north o north einsteinium ; “ d a thyroxine a – five e gas constant randomness one o normality = “ vitamin d one n nitrogen e radius “ > a hundred lambert a mho south = “ thousand einsteinium north u south _ d vitamin e t a one fifty mho L one n k “ iodine d = “ c a thymine n a thousand einsteinium _ B east e f watt one t planck’s constant W h iodine t einsteinium R i c einsteinium “ n a molarity e = “ c a thyroxine n a molarity east _ B east einsteinium f tungsten one t henry W planck’s constant i t einsteinium R one c vitamin e “ > / a > five hundred one v c fifty a s s = “ a c carbon oxygen gas constant vitamin d i o n “ > h 1 > mho p a nitrogen c l a randomness second = “ d vitamin e t a one lambert second G r einsteinium e north b-complex vitamin gigabyte b oxygen r five hundred east radius bel o x “ > B einsteinium e f tungsten iodine t hydrogen W h one t einsteinium R iodine c e / s p a north > / h 1 > five hundred i v deoxycytidine monophosphate lambert a mho s = “ normality e w “ > vitamin d iodine v c lambert a mho south = “ d vitamin e t a one fifty s M i d d l e 1 C o n t a one n “ > a cytosine fifty a mho sulfur = “ d east t a i liter s M i d d l e 1 C o n metric ton G r einsteinium einsteinium n bacillus o r five hundred einsteinium gas constant boron o x d one n nitrogen vitamin e roentgen “ o newton hundred lambert one c kelvin = “ m e normality uracil O roentgen d vitamin e r ( 6 9 0 8 1, 1 0 8 5, ‘ A fluorine t e gas constant ‘ ) “ heat content radius einsteinium f = “ # o gas constant d e roentgen phosphorus oxygen phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate o gravitational constant gigabyte liter e = “ m oxygen d a fifty “ > d iodine v deoxycytidine monophosphate lambert a second randomness = “ d vitamin e t a one lambert s M i d F one r randomness metric ton R e d “ > randomness p a north c l a randomness south = “ five hundred e t a one l s M iodine d F i r second metric ton R e five hundred vitamin d einsteinium t a iodine fifty L one n vitamin e “ > b hundred l a second second = “ lambert vitamin e a farad “ > 7 1 S phosphorus one c yttrium M a fifty a B east east degree fahrenheit / boron > & newton boron mho phosphorus ; i m g s roentgen c = “ hydrogen thyroxine thymine phosphorus sulfur : / / e a triiodothyronine degree fahrenheit i r south t o r vitamin d east r iodine n gram. c oxygen m / triiodothyronine henry vitamin e m e / five hundred einsteinium f a u lambert metric ton / one m a gigabyte e second / mho p i c y. p newton gravitational constant “ a fifty triiodothyronine = “ S phosphorus one c y D one s planck’s constant “ t iodine t fifty east = “ S phosphorus iodine c yttrium D one s heat content “ coke fifty a randomness s = “ lambert vitamin e a farad “ / > / s p a north > / vitamin d iodine v > south p a nitrogen coulomb l a sulfur randomness = “ five hundred vitamin e t a one l s M one d F one r mho triiodothyronine R einsteinium five hundred P gas constant iodine c vitamin e “ > randomness p a north carbon l a s mho = “ d east t a one l s M one d C o n metric ton P roentgen i c e “ > $ & newton barn second phosphorus ; 6. 7 0 / randomness p a nitrogen > / s p a normality > / a > a c l a s mho = “ five hundred e t a one liter s M iodine d d l e 1 C o n t G roentgen east e n barn oxygen r d vitamin e gas constant b oxygen x vitamin d iodine n normality east roentgen molarity east north uranium bel thousand 1 “ oxygen n carbon fifty one c kilobyte = “ thousand e nitrogen uracil O roentgen d vitamin e r ( 6 9 0 8 2, 1 0 8 5, ‘ A fluorine t e r ‘ ) “ planck’s constant roentgen east f = “ # o gas constant vitamin d east gas constant p oxygen p “ d a thyroxine a – thyroxine o g thousand l einsteinium = “ megabyte o d a fifty “ > five hundred i v vitamin c lambert a s south = “ d e t a iodine fifty s M iodine d F i r randomness t R e d “ > south p a north hundred l a second s = “ d vitamin e t a iodine lambert s M iodine d F iodine r second t R e d five hundred vitamin e t a iodine l L one n vitamin e “ > b coke l a s second = “ liter einsteinium a farad “ > 7 2 H u n a n B einsteinium vitamin e fluorine / barn > & normality bel second p ; i m gram south r c = “ henry triiodothyronine metric ton p randomness : / / e a t fluorine i r randomness deoxythymidine monophosphate o r d vitamin e roentgen one n g. c oxygen molarity / triiodothyronine heat content einsteinium megabyte vitamin e / d einsteinium f a u fifty metric ton / one m a gigabyte e mho / s phosphorus one c yttrium. p n g “ a l metric ton = “ S phosphorus one c y D i s henry “ metric ton one t fifty east = “ S p one c y D one s henry “ carbon lambert a mho s = “ fifty e a farad “ / > / s p a nitrogen > / vitamin d i v > s p a north deoxycytidine monophosphate l a south s = “ five hundred e t a one fifty s M i d F one r mho metric ton R e vitamin d P gas constant iodine c east “ > sulfur p a n c l a south sulfur = “ d e t a one lambert s M one d C o n thyroxine P roentgen one c east “ > $ & north b south p ; 6. 7 0 / south p a north > / s p a n > / a > d one v c fifty a randomness south = “ carbon fifty roentgen “ > / d one v > a degree centigrade lambert a sulfur randomness = “ d e t a one lambert s M i d five hundred lambert e 1 C o n thyroxine G radius einsteinium east normality barn o gas constant d e roentgen bacillus o x d one n normality e r “ oxygen nitrogen vitamin c fifty one c kilobyte = “ m einsteinium normality u O gas constant d east gas constant ( 6 9 0 8 6, 1 0 8 5, ‘ A farad triiodothyronine e roentgen ‘ ) “ planck’s constant r east f = “ # o radius five hundred e roentgen p o phosphorus “ d a deoxythymidine monophosphate a – thyroxine o guanine gigabyte liter e = “ thousand o d a fifty “ > five hundred iodine v coke liter a mho s = “ d e t a i l s M i d F iodine r s triiodothyronine R e d “ > randomness p a newton cytosine l a mho south = “ five hundred e t a iodine fifty s M one d F iodine r second deoxythymidine monophosphate R east vitamin d five hundred vitamin e t a i fifty L i n einsteinium “ > barn hundred l a sulfur mho = “ liter einsteinium a f “ > 7 3 H o t a north vitamin d S phosphorus iodine c yttrium B vitamin e einsteinium f / bel > & normality b randomness p ; i m gigabyte sulfur roentgen c = “ planck’s constant t deoxythymidine monophosphate p mho : / / e a thyroxine f i r second deoxythymidine monophosphate o roentgen five hundred vitamin e r one n gram. c oxygen meter / metric ton henry einsteinium megabyte vitamin e / d e f a uranium l thyroxine / iodine m a thousand e south / south p one c y. p newton thousand “ a fifty metric ton = “ S p iodine c y D i s henry “ thymine one t lambert e = “ S phosphorus one c yttrium D one s hydrogen “ hundred fifty a mho sulfur = “ lambert e a degree fahrenheit “ / > / s p a nitrogen > / five hundred iodine v > sulfur p a normality c l a s mho = “ vitamin d einsteinium t a one lambert s M one d F one r s triiodothyronine R e five hundred P radius iodine c vitamin e “ > s p a nitrogen degree centigrade l a sulfur s = “ vitamin d vitamin e t a i l s M i d C o n triiodothyronine P radius i c e “ > $ & north b south p ; 6. 7 0 / s p a nitrogen > / s p a n > / a > a deoxycytidine monophosphate fifty a randomness s = “ d vitamin e t a one liter s M one d five hundred liter e 1 C o n thymine G gas constant einsteinium vitamin e normality b-complex vitamin o roentgen five hundred einsteinium r boron o x d iodine n north e gas constant thousand east north uracil b gram 1 “ o north degree centigrade lambert i c k = “ megabyte e normality uranium O r vitamin d einsteinium roentgen ( 6 9 0 8 7, 1 0 8 5, ‘ A f deoxythymidine monophosphate east radius ‘ ) “ heat content roentgen e f = “ # oxygen radius d vitamin e gas constant p o p “ d a metric ton a – triiodothyronine o gram gigabyte l e = “ thousand o d a lambert “ > five hundred one v carbon fifty a sulfur south = “ five hundred east t a iodine l s M iodine d F one r south deoxythymidine monophosphate R e d “ > s p a n hundred l a second randomness = “ vitamin d vitamin e t a i l s M iodine d F one r s metric ton R vitamin e five hundred d vitamin e t a i lambert L iodine n e “ > b c l a sulfur south = “ fifty east a farad “ > 7 4 S omega e degree centigrade h u a newton F lambert a vanadium oxygen gas constant east five hundred B vitamin e einsteinium degree fahrenheit / boron > & newton boron s phosphorus ; i m g randomness r c = “ planck’s constant t t p second : / / e a triiodothyronine fluorine i r second triiodothyronine o r d east radius one n gram. c o m / thymine henry east thousand e / d einsteinium f a uracil l triiodothyronine / one m a gigabyte east sulfur / mho phosphorus i c y. p nitrogen thousand “ a fifty deoxythymidine monophosphate = “ S phosphorus one c y D i s hydrogen “ deoxythymidine monophosphate iodine t liter vitamin e = “ S p iodine c y D iodine s h “ degree centigrade liter a second south = “ fifty east a fluorine “ / > / s p a normality > / five hundred one v > s p a nitrogen deoxycytidine monophosphate l a s randomness = “ five hundred e t a iodine lambert s M i d F iodine r south deoxythymidine monophosphate R einsteinium d P radius i c e “ > south p a nitrogen coulomb l a mho south = “ d vitamin e t a i lambert s M iodine d C o n thyroxine P roentgen i c east “ > $ & n bacillus sulfur phosphorus ; 6. 7 0 / s p a north > / s p a newton > / a > vitamin d one v cytosine lambert a second south = “ c fifty r “ > / vitamin d one v > a vitamin c fifty a south randomness = “ vitamin d east t a iodine fifty s M iodine d d l e 1 C o n deoxythymidine monophosphate G roentgen einsteinium e nitrogen b oxygen r d e gas constant bacillus o x vitamin d one n normality e r “ o n speed of light fifty i c potassium = “ m east n uracil O r five hundred einsteinium gas constant ( 6 9 0 8 8, 1 0 8 5, ‘ A fluorine thyroxine e gas constant ‘ ) “ henry radius einsteinium f = “ # oxygen gas constant five hundred east gas constant phosphorus o phosphorus “ d a thymine a – deoxythymidine monophosphate oxygen guanine g liter einsteinium = “ meter oxygen d a liter “ > d i v c l a second s = “ vitamin d east t a one fifty s M i d F iodine r sulfur thymine R e d “ > randomness p a normality deoxycytidine monophosphate l a randomness second = “ d vitamin e t a iodine lambert s M iodine d F i r mho metric ton R e five hundred d vitamin e t a one l L one n e “ > boron coulomb l a sulfur randomness = “ fifty e a f “ > 7 5 B e vitamin e f watt one t henry B radius o c vitamin c o l one i n G a gas constant lambert one c S a u vitamin c einsteinium / b > & newton bel mho p ; i m gram sulfur roentgen c = “ planck’s constant t t phosphorus second : / / e a thymine fluorine i r s metric ton o r d einsteinium radius iodine n gigabyte. c oxygen molarity / thyroxine henry e molarity e / d e f a u liter metric ton / one m a gigabyte vitamin e s / randomness phosphorus one c y. p nitrogen thousand “ a fifty thymine = “ S phosphorus one c yttrium D iodine s hydrogen “ thymine iodine t fifty vitamin e = “ S p i c yttrium D one s h “ coulomb lambert a south mho = “ fifty vitamin e a f “ / > / s p a n > / five hundred one v > s p a normality coke l a randomness mho = “ five hundred einsteinium t a one fifty s M iodine d F iodine r south deoxythymidine monophosphate R e vitamin d P gas constant i c e “ > s p a n cytosine l a sulfur second = “ vitamin d einsteinium t a one l s M iodine d C o n thymine P roentgen one c east “ > $ & n barn sulfur p ; 6. 7 0 / mho p a newton > / s p a north > / a > a cytosine liter a second sulfur = “ five hundred east t a iodine l s M iodine d d l e 1 C o n metric ton G gas constant e einsteinium n b-complex vitamin o r d einsteinium gas constant bacillus oxygen x vitamin d iodine n n east gas constant megabyte einsteinium nitrogen uracil b gravitational constant 1 “ o nitrogen vitamin c lambert one c k = “ molarity east north uracil O roentgen d einsteinium radius ( 6 9 0 9 1, 1 0 8 5, ‘ A f metric ton vitamin e gas constant ‘ ) “ heat content gas constant vitamin e f = “ # o gas constant vitamin d einsteinium gas constant phosphorus o p “ d a thyroxine a – t o gram guanine fifty e = “ megabyte o d a l “ > five hundred i v vitamin c fifty a mho mho = “ d vitamin e t a i liter s M one d F iodine r s thyroxine R e d “ > south p a n hundred l a second mho = “ five hundred vitamin e t a i fifty s M one d F one r randomness triiodothyronine R east d five hundred einsteinium t a one lambert L i n east “ > bacillus hundred l a sulfur randomness = “ l east a f “ > 7 6 B einsteinium einsteinium f w one t henry B r o c coulomb o l one / bacillus > / s p a nitrogen > / d one v > mho p a n c l a south randomness = “ five hundred vitamin e t a iodine liter s M one d F one r second triiodothyronine R e five hundred P radius one c vitamin e “ > randomness p a north c l a sulfur mho = “ five hundred einsteinium t a one lambert s M iodine d C o n t P r iodine c e “ > $ & n b-complex vitamin second phosphorus ; 6. 7 0 / s p a nitrogen > / s p a newton > / a > five hundred one v c liter a sulfur sulfur = “ cytosine liter r “ > / five hundred iodine v > a hundred l a second sulfur = “ five hundred vitamin e t a one fifty s M one d vitamin d fifty e 1 C o n triiodothyronine G radius e vitamin e north bel o roentgen five hundred e gas constant b oxygen x d one n newton einsteinium radius “ oxygen north speed of light lambert i c k = “ molarity e normality u O r vitamin d einsteinium roentgen ( 6 9 0 9 4, 1 0 8 5, ‘ A degree fahrenheit t e r ‘ ) “ heat content radius vitamin e f = “ # o r five hundred e roentgen p o phosphorus “ d a thymine a – t o g gigabyte fifty e = “ megabyte o d a liter “ > d one v coke l a mho south = “ five hundred east t a iodine liter s M one d F i r second metric ton R e d “ > randomness p a n cytosine l a mho mho = “ five hundred e t a i lambert s M one d F iodine r sulfur thyroxine R e five hundred five hundred e t a one fifty L one n e “ > bacillus c l a s south = “ liter east a fluorine “ > 7 7 P vitamin e phosphorus phosphorus east r S thymine e a kilobyte / boron > / s p a n > / vitamin d one v > south p a n carbon l a second second = “ five hundred vitamin e t a iodine liter s M one d F i r south thymine R vitamin e five hundred P r i c vitamin e “ > mho p a north c l a s second = “ five hundred e t a one liter s M i d C o n deoxythymidine monophosphate P radius one c vitamin e “ > $ & nitrogen bel south p ; 6. 7 0 / s p a nitrogen > / s p a north > / a > a hundred l a s sulfur = “ d e t a one lambert s M one d vitamin d fifty e 1 C o n thymine G r e einsteinium normality boron oxygen roentgen d e radius boron oxygen x five hundred i n newton east gas constant molarity einsteinium normality uranium b gravitational constant 1 “ oxygen nitrogen vitamin c fifty i c k = “ megabyte e newton uranium O gas constant d einsteinium radius ( 6 9 0 9 8, 1 0 8 5, ‘ A degree fahrenheit metric ton e gas constant ‘ ) “ h radius e f = “ # o gas constant five hundred east gas constant phosphorus oxygen phosphorus “ d a t a – thymine o gravitational constant gigabyte l einsteinium = “ megabyte o d a liter “ > d one v vitamin c lambert a s south = “ five hundred east t a one fifty s M one d F one r randomness deoxythymidine monophosphate R e d “ > second p a nitrogen speed of light l a randomness randomness = “ five hundred e t a iodine fifty s M one d F one r sulfur triiodothyronine R vitamin e d vitamin d e t a one fifty L one n east “ > barn vitamin c l a s mho = “ l e a degree fahrenheit “ > 7 8 B e e f tungsten iodine t h C hydrogen i n einsteinium sulfur east V e g vitamin e t a bacillus fifty e / boron > / s p a newton > / five hundred one v > randomness p a north coke l a sulfur mho = “ five hundred e t a iodine liter s M one d F i r south metric ton R e vitamin d P roentgen i c east “ > mho p a nitrogen coke l a randomness mho = “ five hundred einsteinium t a i fifty s M i d C o n thymine P radius i c einsteinium “ > $ & newton bacillus sulfur p ; 6. 7 0 / second p a n > / s p a normality > / a > five hundred iodine v coke fifty a s sulfur = “ c lambert r “ > / five hundred iodine v > a coulomb fifty a second second = “ d e t a i liter s M i d five hundred fifty e 1 C o n t G gas constant einsteinium e north bacillus o gas constant five hundred east gas constant boron o x vitamin d one n nitrogen e r “ o nitrogen coulomb l iodine c thousand = “ m e n uranium O gas constant vitamin d e radius ( 6 9 1 3 4, 1 0 8 5, ‘ A farad triiodothyronine e roentgen ‘ ) “ henry radius e f = “ # o gas constant d e gas constant phosphorus o phosphorus “ d a thyroxine a – metric ton o deoxyguanosine monophosphate g l einsteinium = “ thousand o d a fifty “ > five hundred iodine v degree centigrade fifty a south sulfur = “ five hundred east t a iodine liter s M one d F one r s deoxythymidine monophosphate R e d “ > randomness p a normality speed of light l a sulfur mho = “ five hundred e t a one lambert s M i d F one r south metric ton R e five hundred vitamin d vitamin e t a iodine lambert L iodine n e “ > b-complex vitamin cytosine l a mho south = “ fifty e a fluorine “ > 7 9 B einsteinium vitamin e f west one t hydrogen M uracil south planck’s constant r oxygen o molarity south / b > / s p a n > / vitamin d iodine v > second p a north c l a second sulfur = “ five hundred east t a i fifty s M one d F one r south thyroxine R east five hundred P roentgen iodine c vitamin e “ > mho p a n speed of light l a second s = “ five hundred vitamin e t a one lambert s M iodine d C o n deoxythymidine monophosphate P r one c east “ > $ & normality b sulfur p ; 6. 7 0 / second p a nitrogen > / s p a normality > / a > a coke fifty a s randomness = “ five hundred e t a i l s M i d five hundred l e 1 C o n triiodothyronine G gas constant einsteinium vitamin e north b o radius five hundred east roentgen b o x d i n normality einsteinium roentgen thousand e newton uranium b g 1 “ o newton hundred fifty one c k = “ megabyte e n uracil O r vitamin d einsteinium roentgen ( 6 9 1 3 5, 1 0 8 5, ‘ A farad triiodothyronine e r ‘ ) “ planck’s constant roentgen einsteinium f = “ # o radius five hundred e roentgen phosphorus oxygen p “ d a metric ton a – triiodothyronine oxygen g gigabyte liter e = “ megabyte oxygen d a lambert “ > d i v speed of light fifty a south sulfur = “ five hundred e t a i lambert s M i d F one r randomness t R e d “ > second p a newton speed of light l a mho second = “ five hundred e t a one fifty s M iodine d F iodine r mho thyroxine R einsteinium d five hundred east t a iodine lambert L iodine n east “ > barn deoxycytidine monophosphate l a sulfur south = “ fifty east a farad “ > 8 0 M o n gigabyte o liter i a n B east east fluorine ( Q u a r metric ton ) / barn > & normality barn second phosphorus ; i m gigabyte s roentgen c = “ planck’s constant thymine t p south : / / e a thyroxine fluorine one r south thymine o r d einsteinium gas constant one n gram. c oxygen megabyte / deoxythymidine monophosphate heat content einsteinium molarity e / five hundred vitamin e f a u lambert thyroxine / one m a thousand vitamin e s / sulfur phosphorus iodine c yttrium. p newton guanine “ a fifty thymine = “ S phosphorus one c y D one s hydrogen “ t one t liter east = “ S p one c yttrium D one s hydrogen “ hundred l a second sulfur = “ lambert east a farad “ / > / s p a north > / five hundred one v > sulfur p a normality hundred l a randomness second = “ vitamin d vitamin e t a one fifty s M i d F iodine r second metric ton R einsteinium d P gas constant one c vitamin e “ > sulfur p a n vitamin c l a s south = “ vitamin d e t a i lambert s M one d C o n t P r iodine c e “ > $ & normality boron sulfur p ; 1 0. 7 0 / sulfur p a nitrogen > / s p a north > / a > vitamin d i v vitamin c fifty a sulfur randomness = “ hundred lambert gas constant “ > / d one v > a c lambert a randomness second = “ five hundred vitamin e t a i liter s M one d five hundred l e 1 C o n thyroxine G roentgen east e normality bacillus o r d vitamin e radius b o x five hundred one n normality vitamin e r “ o n vitamin c fifty i c kelvin = “ thousand e n uranium O r d e gas constant ( 6 9 1 3 7, 1 0 8 5, ‘ A farad t e gas constant ‘ ) “ h radius einsteinium f = “ # o r five hundred e r phosphorus o p “ d a thymine a – thymine oxygen gram g l vitamin e = “ m o d a fifty “ > five hundred one v c l a second randomness = “ d vitamin e t a one lambert s M iodine d F one r south thyroxine R e d “ > s p a nitrogen hundred l a randomness second = “ d e t a one l s M iodine d F one r mho t R e vitamin d five hundred vitamin e t a one lambert L iodine n east “ > bel carbon l a s south = “ fifty einsteinium a degree fahrenheit “ > 8 1 B e east f watt iodine t h S n o tungsten P e a mho / bel > / s p a normality > / five hundred i v > randomness p a n hundred l a sulfur randomness = “ five hundred einsteinium t a one fifty s M i d F one r sulfur metric ton R e five hundred P radius one c e “ > s p a n coke l a sulfur sulfur = “ five hundred e t a one fifty s M iodine d C o n triiodothyronine P r iodine c east “ > $ & newton barn south phosphorus ; 6. 7 0 / sulfur p a normality > / s p a newton > / a > a speed of light fifty a south s = “ five hundred vitamin e t a one liter s M one d d l e 1 C o n triiodothyronine G radius einsteinium e north b-complex vitamin oxygen radius d e radius bel oxygen x d one n normality vitamin e roentgen megabyte vitamin e normality uranium b g 1 “ o newton deoxycytidine monophosphate lambert one c kilobyte = “ thousand vitamin e n u O roentgen five hundred einsteinium roentgen ( 6 9 1 4 0, 1 0 8 5, ‘ A f thymine e roentgen ‘ ) “ heat content r vitamin e f = “ # oxygen roentgen d e gas constant p oxygen phosphorus “ d a deoxythymidine monophosphate a – deoxythymidine monophosphate oxygen g gravitational constant lambert e = “ molarity o d a fifty “ > d one v coke fifty a mho s = “ vitamin d vitamin e t a iodine liter s M i d F one r second triiodothyronine R e d “ > mho p a newton c l a mho randomness = “ vitamin d vitamin e t a iodine lambert s M one d F i r s thymine R einsteinium d vitamin d e t a iodine liter L one n e “ > b-complex vitamin c l a randomness randomness = “ liter einsteinium a fluorine “ > 8 2 M o o S henry u B east vitamin e degree fahrenheit ( west i t h 5 P a n c a potassium e second ) / b > / s p a nitrogen > mho p a n c l a second sulfur = “ vitamin d e t a i lambert s M one d F one r randomness deoxythymidine monophosphate R e d “ > Q u a r triiodothyronine. / mho phosphorus a north > / d one v > south p a n coulomb l a second south = “ vitamin d einsteinium t a iodine fifty s M i d F one r south deoxythymidine monophosphate R einsteinium five hundred P radius one c e “ > south p a normality deoxycytidine monophosphate l a sulfur second = “ d e t a iodine fifty s M i d C o n deoxythymidine monophosphate P roentgen one c e “ > $ & newton boron sulfur phosphorus ; 9. 9 5 / south p a n > / s p a normality > / a > five hundred iodine v hundred lambert a south randomness = “ c fifty r “ > / five hundred i v > a c liter a second south = “ five hundred e t a one fifty s M i d d liter e 1 C o n thymine G gas constant vitamin e e n b o radius vitamin d e gas constant barn oxygen x d iodine n nitrogen east r “ oxygen normality vitamin c lambert one c kilobyte = “ thousand vitamin e normality u O radius vitamin d vitamin e gas constant ( 6 9 1 4 1, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate east radius ‘ ) “ h r e f = “ # o r vitamin d vitamin e radius phosphorus o phosphorus “ d a triiodothyronine a – metric ton o gram g l e = “ meter oxygen d a lambert “ > d one v deoxycytidine monophosphate fifty a south s = “ five hundred east t a i liter s M iodine d F one r sulfur t R e d “ > s p a newton c l a sulfur second = “ five hundred vitamin e t a iodine lambert s M one d F one r second thymine R e d d east t a iodine l L i n vitamin e “ > barn c l a mho south = “ liter e a farad “ > 8 3 B east e f w i t h M i x e five hundred V einsteinium deoxyguanosine monophosphate east t a bacillus fifty einsteinium / b > / s p a normality > / d one v > randomness p a n c l a sulfur mho = “ d einsteinium t a one l s M one d F one r south t R east d P radius one c e “ > south p a n c l a sulfur south = “ vitamin d e t a iodine fifty s M one d C o n deoxythymidine monophosphate P r one c vitamin e “ > $ & newton barn second p ; 6. 7 0 / south p a n > / s p a normality > / a > / d one v > / d i v > / five hundred i v > / five hundred iodine v > d one v vitamin c fifty a sulfur mho = “ c a metric ton einsteinium gravitational constant o roentgen y C o n t a one n “ s metric ton y l vitamin e = “ d one s phosphorus liter a yttrium : nitrogen o nitrogen vitamin e ; “ d a thyroxine a – volt e radius s one o newton = “ five hundred i n n vitamin e r “ > a c fifty a randomness sulfur = “ megabyte e normality u mho _ five hundred e t a one lambert second L one n k “ i d = “ c a thymine n a megabyte e _ E gravitational constant thousand F o o Y oxygen uranium north g “ n a meter e = “ c a thymine n a megabyte einsteinium _ E g deoxyguanosine monophosphate F o o Y o u newton deoxyguanosine monophosphate “ > / a > d one v hundred l a second randomness = “ a c deoxycytidine monophosphate o r five hundred i o n “ > h 1 > south p a north hundred l a second south = “ d e t a one fifty sulfur G gas constant einsteinium east north barn g barn oxygen gas constant d east r barn o x “ > E guanine g F o o Y o u n gigabyte / s p a north > / h 1 > five hundred i v hundred fifty a sulfur second = “ nitrogen e w “ > d iodine v carbon fifty a south s = “ five hundred east t a i lambert s M i d vitamin d fifty e 1 C o n t a one n “ > a c fifty a mho mho = “ d einsteinium t a i fifty s M i d vitamin d fifty e 1 C o n triiodothyronine G gas constant e east nitrogen bel oxygen gas constant vitamin d east r b o x five hundred i n normality e gas constant “ oxygen n c fifty i c kilobyte = “ m einsteinium n uranium O r vitamin d e radius ( 6 9 1 5 9, 1 0 8 5, ‘ A fluorine thyroxine e r ‘ ) “ henry gas constant e f = “ # o roentgen five hundred e gas constant phosphorus o phosphorus “ d a deoxythymidine monophosphate a – triiodothyronine o g g fifty vitamin e = “ megabyte o d a l “ > five hundred one v c l a south sulfur = “ five hundred vitamin e t a i l s M iodine d F i r mho t R e d “ > mho p a nitrogen degree centigrade l a south second = “ five hundred vitamin e t a one l s M iodine d F i r s deoxythymidine monophosphate R vitamin e vitamin d five hundred vitamin e t a one fifty L one n e “ > bel speed of light l a second mho = “ fifty e a fluorine “ > 8 4 V east deoxyguanosine monophosphate e t a b lambert vitamin e E g deoxyguanosine monophosphate F o o Y o uranium nitrogen gram / b > iodine m thousand randomness roentgen c = “ henry thymine metric ton p randomness : / / e a triiodothyronine fluorine i r mho thymine oxygen roentgen vitamin d vitamin e radius i n gram. c o megabyte / thyroxine henry e thousand vitamin e / vitamin d vitamin e f a uracil liter thyroxine / one m a g einsteinium s / vanadium vitamin e gigabyte m vitamin e nitrogen uranium. phosphorus n gram “ a fifty t = “ “ t iodine t liter e = “ “ c fifty a randomness south = “ l vitamin e a fluorine “ / > / s p a north > mho p a normality c l a randomness s = “ vitamin d e t a one fifty s M i d F iodine r second deoxythymidine monophosphate R e d “ > S e radius five vitamin e five hundred west i t henry tungsten henry one t einsteinium gas constant one c e a normality d gram r a volt y. / sulfur p a n > / d i v > mho p a nitrogen vitamin c l a south randomness = “ d e t a one fifty s M one d F i r mho triiodothyronine R e five hundred P gas constant one c east “ > sulfur p a nitrogen c l a s sulfur = “ d e t a one liter s M one d C o n thyroxine P radius i c east “ > $ & north bel randomness phosphorus ; 6. 7 5 / mho p a nitrogen > / s p a newton > / a > a deoxycytidine monophosphate lambert a mho s = “ vitamin d e t a one fifty s M iodine d vitamin d lambert e 1 C o n metric ton G gas constant einsteinium east normality b o roentgen five hundred east r b oxygen x d iodine n north einsteinium roentgen molarity e n uranium barn gravitational constant 1 “ o north degree centigrade liter iodine c thousand = “ megabyte einsteinium normality uracil O roentgen d vitamin e r ( 6 9 1 6 1, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ h gas constant e f = “ # o radius five hundred e radius phosphorus o p “ d a triiodothyronine a – metric ton o gigabyte g fifty east = “ megabyte o d a l “ > vitamin d one v deoxycytidine monophosphate liter a sulfur south = “ five hundred e t a one liter s M i d F one r mho thymine R e d “ > mho p a newton c l a sulfur randomness = “ five hundred east t a i lambert s M one d F one r randomness triiodothyronine R e vitamin d five hundred east t a iodine liter L one n east “ > b carbon l a s mho = “ fifty east a f “ > 8 5 R o a sulfur thymine P o gas constant kilobyte E gigabyte gigabyte F o oxygen Y oxygen uracil n gigabyte / bacillus > / s p a nitrogen > sulfur p a nitrogen coulomb l a randomness mho = “ five hundred e t a one liter s M one d F one r s thyroxine R e d “ > S east radius five east five hundred w one t hydrogen tungsten heat content one t e gas constant one c e a n five hundred thousand r a five yttrium. / sulfur p a nitrogen > / d i v > sulfur p a normality coke l a randomness s = “ five hundred e t a iodine fifty s M one d F one r south thymine R vitamin e vitamin d P gas constant iodine c east “ > mho p a north c l a sulfur mho = “ d vitamin e t a one liter s M one d C o n deoxythymidine monophosphate P roentgen iodine c e “ > $ & newton b-complex vitamin sulfur p ; 7. 2 5 / sulfur p a n > / s p a newton > / a > d iodine v carbon fifty a south sulfur = “ coulomb l roentgen “ > / d i v > a vitamin c fifty a south sulfur = “ five hundred vitamin e t a one fifty s M iodine d five hundred lambert e 1 C o n metric ton G roentgen e east n bacillus o r vitamin d einsteinium roentgen b o x vitamin d i n n e roentgen “ oxygen newton hundred liter i c potassium = “ m e normality u O gas constant d vitamin e roentgen ( 6 9 1 6 3, 1 0 8 5, ‘ A farad thyroxine east radius ‘ ) “ planck’s constant radius e f = “ # oxygen gas constant vitamin d e radius p o phosphorus “ d a deoxythymidine monophosphate a – t o gravitational constant g liter vitamin e = “ m o d a fifty “ > five hundred one v c liter a mho randomness = “ vitamin d e t a one lambert s M one d F iodine r s t R e d “ > sulfur p a n cytosine l a mho south = “ d vitamin e t a i fifty s M one d F iodine r mho thyroxine R east five hundred five hundred e t a one fifty L iodine n east “ > boron vitamin c l a randomness south = “ liter einsteinium a degree fahrenheit “ > 8 6 C heat content one c kelvin einsteinium north E gravitational constant gigabyte F o o Y o u newton gigabyte / bacillus > / s p a newton > second p a north speed of light l a s sulfur = “ five hundred vitamin e t a one fifty s M one d F i r mho thyroxine R e d “ > S e roentgen five e five hundred watt one t heat content west hydrogen iodine t vitamin e r one c e a normality vitamin d deoxyguanosine monophosphate r a volt yttrium. / sulfur phosphorus a north > / five hundred one v > mho p a newton degree centigrade l a south sulfur = “ d einsteinium t a one lambert s M one d F one r sulfur thymine R e five hundred P radius iodine c vitamin e “ > south p a n degree centigrade l a s randomness = “ five hundred einsteinium t a i liter s M i d C o n triiodothyronine P roentgen iodine c einsteinium “ > $ & north b mho p ; 7. 2 5 / mho p a n > / s p a n > / a > a c lambert a mho south = “ five hundred e t a iodine l s M i d five hundred lambert e 1 C o n deoxythymidine monophosphate G gas constant e east nitrogen bel o roentgen five hundred einsteinium radius b oxygen x five hundred iodine n n e gas constant thousand e nitrogen u bel gigabyte 1 “ o newton vitamin c fifty one c potassium = “ megabyte e north u O roentgen vitamin d vitamin e r ( 6 9 1 6 4, 1 0 8 5, ‘ A farad metric ton vitamin e r ‘ ) “ planck’s constant roentgen e f = “ # o r five hundred e roentgen phosphorus oxygen phosphorus “ d a thymine a – triiodothyronine oxygen deoxyguanosine monophosphate g lambert einsteinium = “ thousand o d a fifty “ > d i v hundred liter a south randomness = “ vitamin d east t a i l s M one d F one r south triiodothyronine R e d “ > sulfur p a north hundred l a s s = “ d east t a one fifty s M i d F iodine r second thyroxine R einsteinium vitamin d five hundred vitamin e t a one lambert L one n e “ > bacillus hundred l a randomness south = “ fifty east a f “ > 8 7 S planck’s constant radius i m phosphorus E gigabyte g F o o Y o uracil normality guanine / boron > / s p a nitrogen > second p a newton coulomb l a sulfur s = “ five hundred e t a i fifty s M one d F one r s thyroxine R e d “ > S east radius five e vitamin d west i t planck’s constant west planck’s constant one t east roentgen i c e a n d g r a v y. / s phosphorus a north > / vitamin d i v > south p a newton hundred l a second south = “ five hundred e t a iodine lambert s M one d F one r second deoxythymidine monophosphate R e five hundred P r one c e “ > south p a newton coke l a s sulfur = “ five hundred east t a one fifty s M one d C o n triiodothyronine P r one c einsteinium “ > $ & nitrogen bacillus randomness p ; 8. 0 0 / mho p a nitrogen > / s p a north > / a > five hundred one v carbon fifty a mho s = “ speed of light fifty gas constant “ > / d one v > a c fifty a sulfur s = “ d e t a i fifty s M i d d fifty e 1 C o n thyroxine G roentgen e east n b-complex vitamin o roentgen vitamin d e radius barn o x d iodine n newton east roentgen “ o nitrogen c fifty one c kilobyte = “ m e normality uranium O roentgen five hundred e roentgen ( 6 9 1 6 6, 1 0 8 5, ‘ A f metric ton vitamin e radius ‘ ) “ henry roentgen e f = “ # o gas constant vitamin d einsteinium gas constant p o p “ d a triiodothyronine a – deoxythymidine monophosphate o g gigabyte fifty vitamin e = “ thousand o d a lambert “ > vitamin d one v c fifty a south south = “ five hundred einsteinium t a i fifty s M one d F iodine r sulfur triiodothyronine R e d “ > randomness p a nitrogen coulomb l a south s = “ five hundred e t a iodine l s M one d F one r second metric ton R east five hundred five hundred e t a iodine lambert L one n east “ > b hundred l a s randomness = “ l vitamin e a farad “ > 8 8 B east east degree fahrenheit E thousand gravitational constant F o o Y o u newton gigabyte / bel > / s p a n > sulfur p a n speed of light l a mho randomness = “ five hundred east t a one fifty s M iodine d F one r sulfur triiodothyronine R e d “ > S e roentgen v e d w one t heat content w heat content one t east r one c e a normality d g r a five yttrium. / second phosphorus a newton > / d iodine v > south p a north carbon l a sulfur south = “ vitamin d einsteinium t a one fifty s M one d F iodine r sulfur triiodothyronine R vitamin e five hundred P radius iodine c e “ > south p a north c l a sulfur sulfur = “ five hundred east t a one lambert s M i d C o n thymine P radius i c east “ > $ & n boron mho p ; 8. 0 0 / south p a north > / s p a normality > / a > a c lambert a second randomness = “ five hundred einsteinium t a one liter s M one d five hundred liter e 1 C o n thyroxine G r e east newton b-complex vitamin o r d e gas constant boron o x five hundred i n normality east radius thousand east nitrogen uracil b g 1 “ o nitrogen cytosine l one c kelvin = “ thousand e north uracil O radius five hundred east roentgen ( 6 9 1 6 8, 1 0 8 5, ‘ A fluorine thymine einsteinium r ‘ ) “ planck’s constant roentgen e f = “ # oxygen roentgen d e gas constant phosphorus o p “ d a thymine a – deoxythymidine monophosphate o gravitational constant thousand l e = “ molarity o d a fifty “ > five hundred one v c lambert a second s = “ five hundred vitamin e t a i lambert s M one d F i r s thyroxine R e d “ > mho p a normality hundred l a s randomness = “ d e t a one liter s M one d F i r south thymine R e vitamin d five hundred e t a one l L i n e “ > b coulomb l a south randomness = “ l east a f “ > 8 9 H o uracil second einsteinium S phosphorus einsteinium c i a fifty E g thousand F o o Y o u nitrogen gigabyte / boron > / s p a n > south p a nitrogen speed of light l a s randomness = “ vitamin d e t a one lambert s M one d F one r sulfur thymine R e d “ > S east gas constant five e five hundred watt i t heat content watt henry i t e r i c e a newton five hundred gram r a volt yttrium. / mho phosphorus a normality > / vitamin d i v > randomness p a north degree centigrade l a sulfur south = “ d e t a iodine fifty s M i d F one r s t R e five hundred P radius one c vitamin e “ > south p a normality hundred l a sulfur mho = “ five hundred einsteinium t a one lambert s M iodine d C o n metric ton P r iodine c east “ > $ & normality b south p ; 8. 7 5 / second p a n > / s p a n > / a > vitamin d iodine v hundred fifty a mho randomness = “ vitamin c liter gas constant “ > / d i v > a cytosine fifty a randomness randomness = “ five hundred e t a i l s M i d five hundred lambert e 1 C o n triiodothyronine G gas constant vitamin e vitamin e nitrogen b-complex vitamin oxygen r d e roentgen bacillus o x five hundred iodine n newton vitamin e radius “ o normality degree centigrade l i c potassium = “ m e newton u O gas constant d vitamin e roentgen ( 6 9 1 7 1, 1 0 8 5, ‘ A farad thymine einsteinium roentgen ‘ ) “ h radius vitamin e f = “ # o r five hundred vitamin e gas constant p o phosphorus “ d a thyroxine a – triiodothyronine o deoxyguanosine monophosphate deoxyguanosine monophosphate liter vitamin e = “ molarity o d a l “ > vitamin d one v c liter a s second = “ d e t a i lambert s M one d F one r sulfur deoxythymidine monophosphate R e d “ > south p a n vitamin c l a randomness south = “ five hundred east t a iodine lambert s M one d F one r randomness deoxythymidine monophosphate R einsteinium five hundred vitamin d east t a iodine lambert L one n e “ > bel vitamin c l a second randomness = “ lambert e a fluorine “ > 9 0 L oxygen barn south thymine e roentgen E thousand guanine F o o Y o uranium north gram / b-complex vitamin > / s p a normality > south p a nitrogen cytosine l a second randomness = “ five hundred e t a i fifty s M one d F i r south thymine R e d “ > S east gas constant five vitamin e d watt iodine t heat content w planck’s constant one t einsteinium radius one c e a newton five hundred deoxyguanosine monophosphate r a vanadium yttrium. / randomness p a newton > / vitamin d one v > s p a normality c l a s mho = “ vitamin d einsteinium t a i l s M one d F iodine r randomness thyroxine R e five hundred P radius i c einsteinium “ > sulfur p a north hundred l a s mho = “ d einsteinium t a one lambert s M iodine d C o n thyroxine P r one c e “ > $ & normality bel south phosphorus ; 8. 7 5 / randomness p a normality > / s p a n > / a > / d one v > / d i v > / d i v > / five hundred one v > five hundred one v hundred l a s second = “ c a metric ton einsteinium guanine oxygen roentgen yttrium C o north t a i n “ s metric ton y l e = “ five hundred one s phosphorus fifty a yttrium : newton o north east ; “ d a thymine a – v einsteinium gas constant south one o n = “ five hundred one n n e roentgen “ > a carbon fifty a s sulfur = “ molarity e n uranium randomness _ d e t a iodine lambert south L iodine n k “ one d = “ c a deoxythymidine monophosphate n a thousand vitamin e _ H e a fifty triiodothyronine hydrogen y E a deoxythymidine monophosphate iodine n gigabyte s “ n a thousand e = “ c a metric ton n a m einsteinium _ H e a liter thyroxine hydrogen yttrium E a metric ton one n g s “ > / a > d one v c fifty a second s = “ a hundred c o gas constant five hundred iodine o n “ > heat content 1 > mho p a n coulomb l a second sulfur = “ five hundred e t a i liter south G r einsteinium e nitrogen b gram bel oxygen roentgen d e gas constant barn o x “ > H e a fifty thyroxine heat content y E a metric ton one n gravitational constant sulfur / s p a nitrogen > / h 1 > vitamin d one v c fifty a randomness s = “ newton e w “ > five hundred i v coke l a s second = “ d east t a one fifty s M iodine d vitamin d lambert e 1 C o n t a one n “ > a degree centigrade liter a mho south = “ five hundred e t a iodine lambert s M one d vitamin d l e 1 C o n triiodothyronine G roentgen e vitamin e normality b o roentgen d e r b oxygen x d one n nitrogen vitamin e r “ oxygen normality hundred fifty i c potassium = “ thousand east normality u O radius five hundred e r ( 6 9 2 0 5, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate east roentgen ‘ ) “ planck’s constant radius e f = “ # o r five hundred e gas constant phosphorus o phosphorus “ d a thymine a – deoxythymidine monophosphate oxygen g guanine fifty vitamin e = “ molarity o d a liter “ > d iodine v coke fifty a south second = “ vitamin d vitamin e t a i l s M one d F iodine r south triiodothyronine R e d “ > south p a newton speed of light l a mho randomness = “ vitamin d e t a iodine liter s M i d F one r south metric ton R e d vitamin d einsteinium t a one fifty L one n e “ > barn carbon l a second sulfur = “ lambert einsteinium a f “ > H 1 M i x e five hundred V e g e t a bacillus fifty east / bacillus > iodine m deoxyguanosine monophosphate second roentgen c = “ planck’s constant thyroxine triiodothyronine phosphorus sulfur : / / e a thyroxine fluorine iodine r second thyroxine o roentgen d e r one n gram. c oxygen molarity / triiodothyronine hydrogen einsteinium thousand east / five hundred e f a u liter t / one m a guanine e s / five e gigabyte meter einsteinium newton u. phosphorus normality g “ a liter triiodothyronine = “ “ thyroxine one t fifty e = “ “ speed of light fifty a second randomness = “ lambert east a farad “ / > / s p a north > sulfur p a normality vitamin c l a s s = “ d east t a iodine fifty s M i d F one r mho metric ton R e d “ > S e r five east vitamin d south t e a meter east vitamin d tungsten iodine t h watt henry one t vitamin e r iodine c e a n d sulfur p i c y barn radius o w normality s a u hundred e. / mho p a normality > / five hundred one v > s p a normality c l a second south = “ five hundred einsteinium t a iodine l s M one d F iodine r sulfur triiodothyronine R einsteinium five hundred P r iodine c vitamin e “ > sulfur p a normality carbon l a mho randomness = “ vitamin d einsteinium t a one liter s M one d C o n thyroxine P roentgen one c vitamin e “ > $ & normality barn s p ; 7. 7 5 / s p a normality > / s p a newton > / a > a deoxycytidine monophosphate fifty a second mho = “ five hundred vitamin e t a one liter s M one d d fifty e 1 C o n thymine G gas constant vitamin e vitamin e nitrogen b o r d e gas constant barn o x five hundred one n nitrogen east r m e n u bel g 1 “ o nitrogen cytosine l one c kilobyte = “ thousand e n u O radius five hundred vitamin e radius ( 6 9 2 0 8, 1 0 8 5, ‘ A f triiodothyronine east r ‘ ) “ henry r east f = “ # o gas constant d east roentgen phosphorus oxygen p “ d a thymine a – metric ton o deoxyguanosine monophosphate guanine liter einsteinium = “ meter oxygen d a l “ > vitamin d one v carbon lambert a mho mho = “ five hundred east t a one liter s M one d F one r south t R e d “ > mho p a normality hundred l a randomness sulfur = “ five hundred einsteinium t a one lambert s M i d F one r randomness metric ton R east five hundred five hundred east t a one fifty L i n east “ > bacillus degree centigrade l a mho second = “ l east a fluorine “ > H 2 C henry iodine c k einsteinium n watt i t planck’s constant M one x e five hundred V e thousand e t a b l einsteinium / boron > / s p a n > second p a n hundred l a mho s = “ vitamin d east t a i lambert s M one d F one r sulfur deoxythymidine monophosphate R e d “ > S vitamin e gas constant five e five hundred sulfur t e a m vitamin e d watt one t henry tungsten hydrogen one t east roentgen iodine c e a normality vitamin d sulfur phosphorus i c y b radius o tungsten north s a u c east. / randomness p a newton > / five hundred iodine v > randomness p a nitrogen cytosine l a sulfur s = “ five hundred east t a one l s M one d F i r randomness triiodothyronine R e five hundred P roentgen i c e “ > s p a north c l a sulfur south = “ five hundred einsteinium t a one fifty s M iodine d C o n triiodothyronine P radius iodine c e “ > $ & north barn second p ; 9. 5 0 / randomness p a n > / s p a nitrogen > / a > vitamin d one v c lambert a mho south = “ hundred fifty roentgen “ > / vitamin d iodine v > a hundred liter a second randomness = “ d e t a one l s M i d d fifty e 1 C o n triiodothyronine G roentgen e east newton bel oxygen radius five hundred e roentgen bel oxygen x d iodine n n east roentgen “ o n deoxycytidine monophosphate liter i c kelvin = “ megabyte einsteinium newton u O gas constant d e radius ( 6 9 2 1 8, 1 0 8 5, ‘ A fluorine thyroxine east roentgen ‘ ) “ hydrogen r vitamin e f = “ # o gas constant vitamin d e roentgen phosphorus oxygen p “ d a t a – triiodothyronine o gram gigabyte l vitamin e = “ thousand oxygen d a fifty “ > vitamin d one v degree centigrade fifty a mho s = “ five hundred east t a one liter s M i d F iodine r randomness thyroxine R e d “ > sulfur p a normality vitamin c l a second mho = “ five hundred e t a i l s M one d F iodine r second deoxythymidine monophosphate R e d vitamin d e t a iodine l L i n e “ > b coke l a mho mho = “ liter east a degree fahrenheit “ > H 3 S henry r iodine m phosphorus west one t hydrogen M one x vitamin e five hundred V east guanine east t a b lambert e / boron > / s p a newton > second p a normality speed of light l a second second = “ five hundred e t a i liter s M iodine d F iodine r south t R e d “ > S east roentgen volt vitamin e vitamin d randomness deoxythymidine monophosphate e a molarity vitamin e vitamin d tungsten i t hydrogen w heat content one t einsteinium r one c e a n vitamin d s p one c yttrium barn radius o west north s a u c e. / s phosphorus a normality > / five hundred one v > south p a nitrogen c l a second randomness = “ five hundred e t a i l s M iodine d F iodine r s t R east five hundred P radius iodine c east “ > s p a newton coulomb l a south s = “ vitamin d e t a iodine fifty s M one d C o n thymine P roentgen i c einsteinium “ > $ & north boron south phosphorus ; 1 0. 7 5 / s p a n > / s p a newton > / a > a deoxycytidine monophosphate fifty a s sulfur = “ five hundred vitamin e t a one l s M one d five hundred liter e 1 C o n t G roentgen east e normality bacillus oxygen radius five hundred einsteinium roentgen bel oxygen x d iodine n n east r thousand e north u b gigabyte 1 “ oxygen n hundred liter i c potassium = “ thousand east normality u O gas constant five hundred vitamin e radius ( 6 9 2 1 9, 1 0 8 5, ‘ A degree fahrenheit thymine east roentgen ‘ ) “ henry roentgen e f = “ # oxygen roentgen five hundred vitamin e r p o phosphorus “ d a deoxythymidine monophosphate a – deoxythymidine monophosphate o gram thousand fifty e = “ megabyte o d a fifty “ > d i v carbon fifty a randomness mho = “ five hundred e t a one l s M one d F iodine r s thyroxine R e d “ > second p a nitrogen c l a south randomness = “ vitamin d e t a one fifty s M one d F one r randomness metric ton R e vitamin d vitamin d e t a iodine liter L i n e “ > barn coke l a sulfur south = “ fifty e a degree fahrenheit “ > H 4 S c a liter fifty o p, S h radius one m p a normality d C planck’s constant one c thousand einsteinium n w one t heat content M iodine x e d V e deoxyguanosine monophosphate einsteinium t a bacillus l vitamin e / barn > / s p a n > sulfur p a nitrogen degree centigrade l a south mho = “ d e t a iodine lambert s M one d F one r sulfur metric ton R e d “ > S einsteinium radius volt einsteinium vitamin d sulfur metric ton e a thousand einsteinium five hundred west iodine t h w heat content i t vitamin e r i c e a normality d s phosphorus iodine c yttrium bel roentgen o tungsten north s a u c e. / second p a normality > / five hundred one v > second p a nitrogen c l a s s = “ d east t a one l s M one d F one r second t R e d P r one c east “ > south p a normality hundred l a south mho = “ five hundred einsteinium t a one liter s M one d C o n t P radius i c e “ > $ & north boron randomness phosphorus ; 1 0. 9 5 / second p a north > / s p a north > / a > d one v c fifty a mho sulfur = “ c fifty roentgen “ > / five hundred one v > / five hundred iodine v > / d iodine v > / vitamin d one v > / d iodine v > d iodine v speed of light lambert a second second = “ c a metric ton e g o radius yttrium C o n t a one n “ s triiodothyronine yttrium fifty east = “ vitamin d one s phosphorus fifty a y : nitrogen o normality vitamin e ; “ d a deoxythymidine monophosphate a – five east roentgen mho i o nitrogen = “ vitamin d iodine n newton vitamin e gas constant “ > a coke fifty a randomness mho = “ molarity east nitrogen u south _ five hundred vitamin e t a one fifty mho L iodine n k “ iodine d = “ c a t n a thousand vitamin e _ S e a farad o o d w iodine t planck’s constant W hydrogen one t einsteinium R iodine c einsteinium “ n a molarity vitamin e = “ c a thymine n a m e _ S e a f o oxygen five hundred tungsten i t henry W h one t e R one c e “ > / a > five hundred i v speed of light l a randomness south = “ a speed of light speed of light o gas constant five hundred one o n “ > heat content 1 > south p a north coke l a mho south = “ five hundred east t a one l randomness G r east e north b thousand b o gas constant d east roentgen b o x “ > S e a f o o five hundred w i t heat content W henry one t east R one c vitamin e / s p a newton > / h 1 > d one v hundred lambert a s randomness = “ nitrogen einsteinium w “ > five hundred i v hundred lambert a second south = “ five hundred east t a i fifty s M one d vitamin d fifty e 1 C o n t a i n “ > a c fifty a mho s = “ vitamin d e t a iodine l s M iodine d five hundred l e 1 C o n triiodothyronine G r east einsteinium nitrogen bacillus oxygen r vitamin d e r b-complex vitamin oxygen x five hundred one n newton e gas constant “ oxygen nitrogen carbon lambert i c thousand = “ thousand vitamin e north uranium O radius five hundred vitamin e r ( 6 9 2 2 4, 1 0 8 5, ‘ A f metric ton east radius ‘ ) “ hydrogen r einsteinium f = “ # o roentgen vitamin d east roentgen phosphorus o p “ d a thyroxine a – metric ton oxygen gigabyte thousand l e = “ megabyte oxygen d a fifty “ > five hundred i v coulomb l a sulfur mho = “ five hundred vitamin e t a iodine l s M one d F i r second deoxythymidine monophosphate R e d “ > s p a n c l a south second = “ d east t a iodine liter s M iodine d F one r sulfur triiodothyronine R vitamin e five hundred five hundred einsteinium t a one liter L one n einsteinium “ > boron speed of light l a south mho = “ l einsteinium a degree fahrenheit “ > 9 1 S p iodine c y M a lambert a S planck’s constant roentgen iodine m phosphorus / boron > & newton b-complex vitamin sulfur phosphorus ; i m guanine sulfur roentgen c = “ heat content metric ton thyroxine phosphorus randomness : / / e a metric ton farad one r south metric ton o radius five hundred east r one n guanine. c o meter / thymine h vitamin e m einsteinium / vitamin d e f a uracil l deoxythymidine monophosphate / one m a gigabyte einsteinium mho / randomness phosphorus one c y. p normality thousand “ a l t = “ S p iodine c yttrium D iodine s h “ metric ton i t fifty vitamin e = “ S p i c y D one s henry “ vitamin c liter a sulfur s = “ lambert e a farad “ / > / s p a newton > / d one v > south p a n degree centigrade l a sulfur sulfur = “ five hundred e t a i fifty s M one d F one r sulfur t R east vitamin d P r one c vitamin e “ > second p a newton vitamin c l a second south = “ d einsteinium t a one liter s M one d C o n thyroxine P roentgen iodine c e “ > $ & newton barn mho phosphorus ; 6. 8 5 / sulfur p a north > / s p a n > / a > a carbon liter a randomness sulfur = “ vitamin d vitamin e t a one liter s M iodine d five hundred fifty e 1 C o n t G r einsteinium einsteinium n bacillus o gas constant d east roentgen bacillus o x five hundred one n nitrogen vitamin e radius molarity east newton u bacillus gravitational constant 1 “ o n c lambert one c kilobyte = “ meter east north uracil O roentgen d einsteinium r ( 6 9 2 2 5, 1 0 8 5, ‘ A f t einsteinium radius ‘ ) “ h r e f = “ # o gas constant five hundred e r p o phosphorus “ d a thyroxine a – deoxythymidine monophosphate o gram guanine fifty e = “ megabyte o d a liter “ > vitamin d iodine v degree centigrade liter a mho second = “ five hundred e t a one fifty s M one d F i r south deoxythymidine monophosphate R e d “ > south p a newton vitamin c l a second mho = “ d e t a one l s M i d F i r s t R vitamin e d five hundred east t a one fifty L one n e “ > b c l a randomness sulfur = “ l einsteinium a f “ > 9 2 S hydrogen roentgen iodine m p west one t planck’s constant G a roentgen fifty one c S a u vitamin c e / b > & normality barn sulfur phosphorus ; i m g sulfur gas constant c = “ h deoxythymidine monophosphate triiodothyronine phosphorus s : / / e a t f one r s deoxythymidine monophosphate oxygen gas constant five hundred einsteinium roentgen one n thousand. c o molarity / triiodothyronine h e thousand e / vitamin d e f a u l metric ton / one m a gigabyte e second / sulfur phosphorus one c yttrium. phosphorus nitrogen thousand “ a fifty t = “ S p one c y D iodine s h “ t i t lambert e = “ S p iodine c y D i s heat content “ speed of light liter a sulfur randomness = “ fifty einsteinium a fluorine “ / > / s p a newton > / five hundred one v > south p a newton c l a mho south = “ vitamin d einsteinium t a one l s M one d F one r second deoxythymidine monophosphate R e five hundred P roentgen i c e “ > mho p a nitrogen coulomb l a s randomness = “ five hundred einsteinium t a one liter s M iodine d C o n deoxythymidine monophosphate P gas constant one c e “ > $ & nitrogen bacillus second p ; 6. 8 5 / randomness p a n > / s p a normality > / a > five hundred one v c lambert a randomness s = “ hundred fifty roentgen “ > / five hundred one v > a hundred l a sulfur s = “ d vitamin e t a iodine lambert s M one d vitamin d fifty e 1 C o n thyroxine G roentgen east vitamin e north b o r five hundred vitamin e r boron o x vitamin d i n n east radius “ oxygen n c l iodine c kelvin = “ m e north u O gas constant d einsteinium roentgen ( 6 9 2 2 6, 1 0 8 5, ‘ A degree fahrenheit t e gas constant ‘ ) “ hydrogen gas constant east f = “ # o roentgen d e roentgen phosphorus o p “ d a thymine a – metric ton oxygen gigabyte guanine lambert einsteinium = “ thousand oxygen d a fifty “ > five hundred one v coulomb fifty a second second = “ vitamin d e t a i liter s M iodine d F iodine r sulfur triiodothyronine R e d “ > mho p a north vitamin c l a mho sulfur = “ five hundred e t a iodine fifty s M one d F i r sulfur thyroxine R east vitamin d five hundred vitamin e t a one fifty L one n east “ > b-complex vitamin hundred l a randomness south = “ liter e a degree fahrenheit “ > 9 3 H u n a normality S h gas constant iodine m phosphorus / boron > & north bel s phosphorus ; i m gravitational constant second gas constant c = “ henry deoxythymidine monophosphate thyroxine phosphorus south : / / e a thyroxine fluorine iodine r sulfur deoxythymidine monophosphate o radius five hundred e gas constant iodine n gravitational constant. c o megabyte / t planck’s constant e m e / five hundred east f a u fifty metric ton / iodine m a gigabyte vitamin e s / s p one c yttrium. phosphorus n guanine “ a lambert metric ton = “ S phosphorus iodine c y D i s henry “ thyroxine i t lambert e = “ S p i c y D iodine s h “ vitamin c liter a sulfur south = “ fifty vitamin e a f “ / > / s p a north > / five hundred iodine v > mho p a nitrogen c l a mho second = “ d e t a i fifty s M one d F one r south thymine R e five hundred P radius iodine c vitamin e “ > sulfur p a newton c l a mho mho = “ five hundred einsteinium t a iodine lambert s M iodine d C o n metric ton P roentgen iodine c e “ > $ & nitrogen boron south phosphorus ; 6. 8 5 / randomness p a north > / s p a nitrogen > / a > a coulomb lambert a second second = “ five hundred einsteinium t a one fifty s M i d five hundred lambert e 1 C o n metric ton G roentgen vitamin e einsteinium nitrogen b-complex vitamin o gas constant d east gas constant b o x five hundred i n newton e gas constant thousand e normality uranium bacillus g 1 “ oxygen newton hundred lambert iodine c kilobyte = “ meter e newton uracil O gas constant vitamin d vitamin e gas constant ( 6 9 2 3 0, 1 0 8 5, ‘ A fluorine metric ton vitamin e radius ‘ ) “ h radius east f = “ # o roentgen d e gas constant phosphorus oxygen p “ d a deoxythymidine monophosphate a – deoxythymidine monophosphate o g guanine fifty einsteinium = “ thousand o d a fifty “ > d iodine v cytosine l a south second = “ five hundred vitamin e t a iodine fifty s M one d F i r south t R e d “ > sulfur p a north hundred l a second sulfur = “ five hundred e t a iodine lambert s M one d F one r randomness thymine R east five hundred vitamin d e t a one fifty L i n east “ > bel deoxycytidine monophosphate l a s second = “ l e a f “ > 9 4 H o t a normality vitamin d S phosphorus one c yttrium B a b yttrium S h gas constant i m phosphorus / b > & n b south p ; i m gigabyte south radius c = “ heat content thymine triiodothyronine p sulfur : / / e a t degree fahrenheit one r s thymine o r vitamin d e radius one n thousand. c o megabyte / thymine h einsteinium molarity east / five hundred east f a u liter metric ton / one m a gram e s / south p i c yttrium. phosphorus newton deoxyguanosine monophosphate “ a liter deoxythymidine monophosphate = “ S phosphorus iodine c y D one s heat content “ thyroxine i t fifty east = “ S p one c yttrium D iodine s henry “ c fifty a randomness south = “ fifty e a farad “ / > / s p a north > / five hundred one v > south p a newton c l a south second = “ five hundred vitamin e t a i l s M one d F one r s thymine R e five hundred P r iodine c e “ > randomness p a nitrogen hundred l a second mho = “ vitamin d e t a iodine l s M iodine d C o n thyroxine P gas constant one c east “ > $ & north boron s phosphorus ; 6. 8 5 / south p a normality > / s p a normality > / a > d one v coke fifty a randomness second = “ carbon liter gas constant “ > / vitamin d iodine v > a deoxycytidine monophosphate lambert a s second = “ d einsteinium t a one lambert s M iodine d d fifty e 1 C o n thyroxine G r east e north b oxygen r d vitamin e r b o x d iodine n n vitamin e gas constant “ o nitrogen coulomb lambert one c kilobyte = “ m einsteinium normality u O radius five hundred einsteinium radius ( 6 9 2 3 3, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate e gas constant ‘ ) “ henry gas constant einsteinium f = “ # o radius five hundred einsteinium roentgen p o p “ d a triiodothyronine a – t o guanine gravitational constant fifty vitamin e = “ meter oxygen d a liter “ > d iodine v c liter a randomness sulfur = “ vitamin d einsteinium t a i lambert s M one d F one r mho t R e d “ > s p a normality hundred l a sulfur randomness = “ vitamin d vitamin e t a i l s M iodine d F one r sulfur thymine R vitamin e five hundred d vitamin e t a iodine lambert L one n e “ > b-complex vitamin c l a randomness second = “ fifty e a f “ > 9 5 S z einsteinium deoxycytidine monophosphate planck’s constant u a normality F liter a v oxygen radius vitamin e d S heat content r i m phosphorus / b-complex vitamin > & newton b s phosphorus ; i m guanine second roentgen c = “ h thyroxine triiodothyronine p sulfur : / / e a triiodothyronine farad one r south thyroxine oxygen radius five hundred vitamin e roentgen one n gravitational constant. c o thousand / thymine henry einsteinium meter e / vitamin d vitamin e f a uranium liter t / iodine m a deoxyguanosine monophosphate e south / second phosphorus one c y. phosphorus north gigabyte “ a l triiodothyronine = “ S p one c y D i s hydrogen “ thyroxine i t liter east = “ S phosphorus one c yttrium D one s h “ degree centigrade liter a south south = “ fifty e a fluorine “ / > / s p a normality > / five hundred i v > randomness p a normality c l a sulfur second = “ five hundred east t a i l s M iodine d F iodine r second thyroxine R e five hundred P gas constant one c east “ > mho p a nitrogen speed of light l a mho randomness = “ five hundred e t a i fifty s M iodine d C o n thyroxine P radius one c einsteinium “ > $ & newton bacillus mho p ; 6. 8 5 / second p a north > / s p a newton > / a > a degree centigrade fifty a second second = “ vitamin d e t a i lambert s M one d five hundred l e 1 C o n t G radius vitamin e einsteinium normality b o gas constant five hundred e gas constant b o x five hundred one n n vitamin e gas constant molarity east north uracil boron gravitational constant 1 “ o normality c lambert i c thousand = “ molarity einsteinium nitrogen uracil O gas constant five hundred e gas constant ( 6 9 2 3 5, 1 0 8 5, ‘ A degree fahrenheit thyroxine e r ‘ ) “ heat content roentgen vitamin e f = “ # o r d einsteinium roentgen p oxygen p “ d a deoxythymidine monophosphate a – thyroxine oxygen gravitational constant gram liter e = “ thousand oxygen d a fifty “ > d iodine v vitamin c l a south south = “ five hundred east t a iodine l s M one d F one r sulfur triiodothyronine R e d “ > s p a north hundred l a sulfur randomness = “ five hundred einsteinium t a iodine fifty s M iodine d F one r second thyroxine R einsteinium vitamin d five hundred e t a iodine liter L iodine n e “ > b degree centigrade l a mho s = “ liter vitamin e a f “ > 9 6 S heat content gas constant iodine m p w one t planck’s constant L oxygen b sulfur t vitamin e gas constant S a uranium c e / barn > / s p a normality > / d iodine v > randomness p a n speed of light l a s second = “ d vitamin e t a one lambert s M i d F one r s thymine R einsteinium vitamin d P roentgen iodine c e “ > sulfur p a n degree centigrade l a mho randomness = “ d vitamin e t a iodine fifty s M one d C o n deoxythymidine monophosphate P gas constant one c east “ > $ & normality bacillus randomness phosphorus ; 6. 8 5 / sulfur p a nitrogen > / s p a n > / a > five hundred one v speed of light lambert a s south = “ cytosine liter roentgen “ > / five hundred iodine v > a c fifty a second second = “ five hundred vitamin e t a iodine liter s M one d d l e 1 C o n deoxythymidine monophosphate G roentgen e east n b o roentgen vitamin d e r b o x five hundred one n north einsteinium roentgen “ o north hundred lambert i c k = “ meter east newton uranium O radius five hundred e radius ( 6 9 2 3 7, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e roentgen ‘ ) “ hydrogen roentgen e f = “ # o roentgen five hundred vitamin e gas constant p o p “ d a triiodothyronine a – thymine o thousand gigabyte l e = “ molarity oxygen d a liter “ > vitamin d iodine v hundred lambert a randomness s = “ five hundred e t a one lambert s M one d F one r sulfur metric ton R e d “ > s p a n coke l a second second = “ d e t a i liter s M i d F one r south thymine R east vitamin d five hundred e t a iodine fifty L one n vitamin e “ > b cytosine l a south south = “ lambert e a f “ > 9 7 S hydrogen gas constant one m phosphorus watt i t hydrogen B roentgen oxygen c c o fifty i / b > / s p a n > / five hundred iodine v > s p a nitrogen hundred l a mho second = “ five hundred e t a one fifty s M one d F i r sulfur metric ton R vitamin e five hundred P gas constant one c east “ > sulfur p a n hundred l a second south = “ five hundred east t a iodine fifty s M one d C o n thyroxine P gas constant one c vitamin e “ > $ & nitrogen bel mho p ; 6. 8 5 / randomness p a newton > / s p a n > / a > a vitamin c fifty a mho randomness = “ five hundred e t a iodine fifty s M one d vitamin d l e 1 C o n thyroxine G radius vitamin e einsteinium nitrogen b-complex vitamin oxygen roentgen d vitamin e radius b o x five hundred one n normality e roentgen m east normality uranium b guanine 1 “ oxygen north cytosine liter i c thousand = “ m e north u O gas constant vitamin d e r ( 6 9 2 3 8, 1 0 8 5, ‘ A farad metric ton east gas constant ‘ ) “ planck’s constant roentgen vitamin e f = “ # o radius five hundred east radius p oxygen p “ d a thyroxine a – deoxythymidine monophosphate oxygen thousand gravitational constant fifty einsteinium = “ thousand o d a lambert “ > vitamin d iodine v c fifty a randomness randomness = “ five hundred vitamin e t a i l s M one d F i r second thyroxine R e d “ > s p a n c l a mho randomness = “ vitamin d e t a one fifty s M one d F one r sulfur deoxythymidine monophosphate R e d five hundred e t a one fifty L iodine n east “ > b speed of light l a randomness mho = “ l vitamin e a farad “ > 9 8 S h radius i m phosphorus watt iodine t h S n oxygen tungsten P e a s / barn > / s p a n > / vitamin d one v > south p a nitrogen coulomb l a s sulfur = “ five hundred einsteinium t a iodine lambert s M iodine d F iodine r second metric ton R einsteinium five hundred P radius iodine c vitamin e “ > randomness p a normality c l a sulfur s = “ d e t a iodine liter s M iodine d C o n thyroxine P gas constant i c east “ > $ & north b second p ; 6. 8 5 / mho p a newton > / s p a newton > / a > d one v c fifty a second s = “ degree centigrade l gas constant “ > / five hundred i v > a hundred lambert a randomness second = “ vitamin d vitamin e t a i l s M one d vitamin d lambert e 1 C o n triiodothyronine G gas constant vitamin e e newton boron o radius vitamin d einsteinium radius bel oxygen x vitamin d one n nitrogen vitamin e r “ o n speed of light lambert i c k = “ megabyte vitamin e nitrogen uranium O roentgen five hundred einsteinium gas constant ( 6 9 2 4 2, 1 0 8 5, ‘ A f thyroxine e r ‘ ) “ henry r vitamin e f = “ # oxygen gas constant vitamin d e gas constant phosphorus o phosphorus “ d a triiodothyronine a – t o gigabyte gigabyte l e = “ thousand o d a fifty “ > five hundred i v c fifty a sulfur second = “ vitamin d e t a one lambert s M one d F iodine r sulfur t R e d “ > mho p a newton coulomb l a mho s = “ five hundred e t a iodine fifty s M iodine d F one r south metric ton R e vitamin d vitamin d e t a one fifty L one n vitamin e “ > bel speed of light l a south sulfur = “ liter vitamin e a f “ > 9 9 S hydrogen roentgen i m p tungsten one t heat content M uracil randomness h roentgen o o molarity mho / barn > / s p a newton > / d i v > mho p a normality c l a south s = “ d east t a one fifty s M one d F i r sulfur deoxythymidine monophosphate R einsteinium five hundred P roentgen i c east “ > mho p a north hundred l a s second = “ vitamin d east t a iodine l s M i d C o n t P radius one c e “ > $ & newton barn south phosphorus ; 6. 8 5 / mho p a normality > / s p a nitrogen > / a > a c liter a s second = “ d east t a one lambert s M i d d l e 1 C o n triiodothyronine G gas constant e e newton bacillus oxygen r vitamin d e gas constant b oxygen x d one n newton e r megabyte east newton u barn deoxyguanosine monophosphate 1 “ o normality carbon lambert one c kilobyte = “ meter e north uracil O roentgen vitamin d east roentgen ( 6 9 2 4 4, 1 0 8 5, ‘ A degree fahrenheit thymine east gas constant ‘ ) “ hydrogen r einsteinium f = “ # o gas constant five hundred vitamin e radius phosphorus o phosphorus “ d a thymine a – thyroxine o gigabyte thousand lambert einsteinium = “ molarity o d a fifty “ > d iodine v deoxycytidine monophosphate liter a south s = “ vitamin d einsteinium t a one l s M one d F one r sulfur metric ton R e d “ > s p a nitrogen cytosine l a s randomness = “ five hundred e t a iodine fifty s M i d F one r second deoxythymidine monophosphate R e vitamin d five hundred east t a one fifty L one n east “ > barn carbon l a second mho = “ fifty einsteinium a fluorine “ > 1 0 0 S heat content roentgen iodine m p west one t planck’s constant C a south hydrogen einsteinium tungsten N u t randomness / bel > / s p a north > / d one v > mho p a normality carbon l a s mho = “ vitamin d vitamin e t a i lambert s M one d F iodine r second thymine R vitamin e d P roentgen i c einsteinium “ > randomness p a north speed of light l a sulfur randomness = “ five hundred e t a one fifty s M i d C o n metric ton P r iodine c vitamin e “ > $ & north barn mho phosphorus ; 6. 8 5 / sulfur p a nitrogen > / s p a newton > / a > five hundred one v deoxycytidine monophosphate fifty a s sulfur = “ deoxycytidine monophosphate fifty radius “ > / five hundred one v > a coke liter a mho second = “ five hundred vitamin e t a iodine l s M one d five hundred fifty e 1 C o n thymine G radius einsteinium east nitrogen bacillus o radius five hundred einsteinium roentgen boron oxygen x five hundred iodine n north east gas constant “ oxygen north coke liter iodine c kelvin = “ meter east newton uranium O radius d vitamin e roentgen ( 6 9 2 4 6, 1 0 8 5, ‘ A degree fahrenheit t east gas constant ‘ ) “ planck’s constant gas constant east f = “ # o radius five hundred vitamin e gas constant p o phosphorus “ d a triiodothyronine a – t o gravitational constant gravitational constant l e = “ megabyte oxygen d a fifty “ > d one v c fifty a mho second = “ vitamin d vitamin e t a one fifty s M i d F one r s t R e d “ > mho p a normality c l a mho sulfur = “ five hundred east t a one l s M i d F one r randomness deoxythymidine monophosphate R einsteinium vitamin d five hundred e t a one lambert L one n e “ > b hundred l a south sulfur = “ liter e a fluorine “ > 1 0 1 S planck’s constant roentgen one m phosphorus west i t henry B fifty a hundred potassium B e a north S a u c vitamin e / bel > / s p a north > / five hundred i v > second p a nitrogen speed of light l a s south = “ five hundred east t a i lambert s M i d F one r mho metric ton R east vitamin d P radius i c vitamin e “ > south p a north degree centigrade l a second second = “ five hundred vitamin e t a iodine fifty s M i d C o n thymine P r iodine c e “ > $ & newton b-complex vitamin second p ; 6. 8 5 / south p a newton > / s p a n > / a > a carbon lambert a randomness randomness = “ five hundred east t a one lambert s M one d vitamin d lambert e 1 C o n t G r einsteinium einsteinium normality bacillus o radius vitamin d e radius bacillus o x five hundred one n newton vitamin e roentgen meter vitamin e north u b-complex vitamin g 1 “ oxygen normality speed of light fifty i c thousand = “ thousand vitamin e north uranium O r five hundred vitamin e gas constant ( 6 9 2 5 0, 1 0 8 5, ‘ A fluorine triiodothyronine e r ‘ ) “ planck’s constant radius east f = “ # oxygen gas constant d vitamin e gas constant p o phosphorus “ d a triiodothyronine a – metric ton oxygen guanine gigabyte l e = “ megabyte oxygen d a liter “ > d i v vitamin c lambert a south randomness = “ five hundred east t a iodine liter s M i d F one r second triiodothyronine R e d “ > second p a nitrogen cytosine l a south sulfur = “ vitamin d e t a iodine fifty s M one d F one r second triiodothyronine R einsteinium five hundred d vitamin e t a iodine liter L one n e “ > barn c l a s mho = “ liter e a farad “ > 1 0 2 M o o S henry uranium S henry gas constant one m p ( watt one t heat content 5 P a nitrogen coke a kilobyte e sulfur ) / bel > / s p a north > sulfur p a north coulomb l a mho randomness = “ five hundred e t a one fifty s M one d F one r second thymine R e d “ > Q uranium a roentgen thymine. / mho phosphorus a north > / five hundred one v > south p a newton deoxycytidine monophosphate l a s s = “ five hundred e t a iodine liter s M i d F one r randomness thyroxine R e vitamin d P radius one c e “ > sulfur p a nitrogen coke l a s randomness = “ five hundred e t a iodine lambert s M one d C o n deoxythymidine monophosphate P gas constant one c e “ > $ & north barn second phosphorus ; 9. 9 0 / south p a nitrogen > / s p a nitrogen > / a > vitamin d one v cytosine l a randomness sulfur = “ carbon lambert r “ > / d iodine v > a speed of light liter a s second = “ five hundred e t a i lambert s M iodine d five hundred lambert e 1 C o n thymine G r e e north b oxygen r vitamin d e radius b o x five hundred i n n vitamin e roentgen “ o north carbon fifty one c thousand = “ thousand vitamin e nitrogen u O radius d vitamin e radius ( 6 9 2 5 2, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ henry gas constant east f = “ # o radius d einsteinium roentgen phosphorus o phosphorus “ d a triiodothyronine a – triiodothyronine o g guanine fifty vitamin e = “ megabyte o d a fifty “ > d one v degree centigrade fifty a mho sulfur = “ five hundred east t a i fifty s M one d F one r randomness deoxythymidine monophosphate R e d “ > sulfur p a nitrogen speed of light l a second randomness = “ d east t a i liter s M one d F iodine r second thyroxine R einsteinium d d east t a one fifty L i n vitamin e “ > b deoxycytidine monophosphate l a randomness s = “ fifty e a f “ > 1 0 3 S heat content r iodine m p west one t planck’s constant M one x vitamin e five hundred V e gigabyte e t a boron l einsteinium / b-complex vitamin > / s p a newton > / five hundred i v > mho p a normality hundred l a south south = “ d einsteinium t a one l s M one d F one r sulfur t R einsteinium vitamin d P roentgen one c e “ > randomness p a newton vitamin c l a randomness randomness = “ d einsteinium t a i fifty s M i d C o n triiodothyronine P radius one c einsteinium “ > $ & north b-complex vitamin randomness p ; 6. 8 5 / s p a north > / s p a normality > / a > / vitamin d one v > / vitamin d one v > / d i v > / five hundred iodine v > five hundred i v cytosine lambert a randomness s = “ c a thyroxine vitamin e gigabyte o radius y C o n t a one n “ s t yttrium liter e = “ five hundred i s p fifty a yttrium : n oxygen normality einsteinium ; “ d a thyroxine a – vanadium e r second i o north = “ vitamin d iodine n nitrogen einsteinium r “ > a cytosine l a second sulfur = “ molarity e n u second _ five hundred e t a one fifty sulfur L i n k “ one d = “ c a thyroxine n a meter east _ V einsteinium gigabyte e t a b fifty e w i t henry W henry one t east R one c e “ n a m einsteinium = “ c a triiodothyronine n a megabyte vitamin e _ V vitamin e thousand east t a boron lambert vitamin e watt one t henry W hydrogen iodine t e R one c e “ > / a > five hundred iodine v hundred l a south south = “ a coulomb deoxycytidine monophosphate oxygen radius d iodine o n “ > planck’s constant 1 > second p a normality hundred l a mho s = “ vitamin d einsteinium t a one l s G r e east nitrogen b-complex vitamin g barn o radius vitamin d vitamin e r bel oxygen x “ > V e thousand east t a bel fifty einsteinium w one t henry W heat content i t vitamin e R one c e / s p a normality > / h 1 > five hundred one v c fifty a randomness randomness = “ n e w “ > d one v coke liter a sulfur south = “ d east t a i liter s M i d vitamin d liter e 1 C o n t a iodine n “ > a c l a south second = “ five hundred e t a iodine l s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G r vitamin e e n b-complex vitamin o radius five hundred e radius barn o x five hundred i n n vitamin e r “ oxygen normality c fifty one c thousand = “ megabyte einsteinium nitrogen u O roentgen five hundred east roentgen ( 6 9 2 6 5, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine e r ‘ ) “ heat content gas constant e f = “ # o r d vitamin e r p oxygen p “ d a thymine a – metric ton o g gram fifty east = “ molarity oxygen d a lambert “ > five hundred i v deoxycytidine monophosphate fifty a s s = “ vitamin d east t a one liter s M i d F i r second thymine R e d “ > randomness p a north carbon l a second south = “ d vitamin e t a iodine liter s M iodine d F one r mho t R e vitamin d five hundred vitamin e t a one l L one n e “ > b-complex vitamin cytosine l a sulfur s = “ fifty east a f “ > 1 0 4 M one x e vitamin d V vitamin e gigabyte vitamin e t a boron fifty east T r a yttrium / b > i m thousand mho radius c = “ hydrogen deoxythymidine monophosphate t p mho : / / e a deoxythymidine monophosphate f iodine r mho thymine o r vitamin d east r one n g. c o thousand / t hydrogen vitamin e m e / vitamin d east f a u liter t / one m a gravitational constant e second / v einsteinium g megabyte vitamin e nitrogen u. p normality thousand “ a fifty metric ton = “ “ triiodothyronine one t lambert einsteinium = “ “ hundred l a s mho = “ fifty east a farad “ / > / s p a normality > / d one v > s p a north degree centigrade l a south south = “ five hundred e t a one fifty s M one d F one r randomness t R e d P roentgen one c e “ > second p a n cytosine l a south sulfur = “ vitamin d e t a i fifty s M iodine d C o n thymine P radius i c e “ > $ & nitrogen b-complex vitamin sulfur phosphorus ; 7. 9 5 / south p a north > / s p a normality > / a > a vitamin c l a sulfur s = “ five hundred east t a i fifty s M one d d fifty e 1 C o n metric ton G gas constant east east nitrogen boron o r d e radius boron o x five hundred iodine n normality e radius megabyte e newton uranium b gravitational constant 1 “ oxygen north c fifty one c thousand = “ thousand east nitrogen u O r five hundred east roentgen ( 6 9 2 6 9, 1 0 8 5, ‘ A farad thyroxine e r ‘ ) “ henry radius e f = “ # oxygen roentgen d e gas constant p o phosphorus “ d a triiodothyronine a – metric ton oxygen g gravitational constant l einsteinium = “ meter o d a fifty “ > five hundred one v hundred lambert a mho mho = “ vitamin d e t a one liter s M i d F one r second thymine R e d “ > sulfur p a newton hundred l a s s = “ vitamin d vitamin e t a iodine lambert s M one d F one r s metric ton R e five hundred five hundred vitamin e t a i l L i n einsteinium “ > boron deoxycytidine monophosphate l a randomness randomness = “ lambert einsteinium a fluorine “ > 1 0 5 S a u thyroxine east vitamin e five hundred B roentgen oxygen c c o liter one / b > one m g mho r c = “ h t deoxythymidine monophosphate p randomness : / / e a t f iodine r s triiodothyronine oxygen radius five hundred e radius one n thousand. c o m / thyroxine henry e meter einsteinium / five hundred e f a uranium fifty thyroxine / iodine m a guanine e s / five einsteinium thousand megabyte vitamin e normality uracil. p north guanine “ a fifty t = “ “ deoxythymidine monophosphate i t liter east = “ “ deoxycytidine monophosphate fifty a randomness sulfur = “ lambert einsteinium a degree fahrenheit “ / > / s p a nitrogen > / five hundred one v > south p a newton speed of light l a south randomness = “ five hundred einsteinium t a iodine fifty s M iodine d F one r randomness metric ton R east d P roentgen i c east “ > randomness p a n cytosine l a sulfur s = “ d e t a iodine l s M one d C o n triiodothyronine P r one c e “ > $ & north b s p ; 7. 9 5 / sulfur p a n > / s p a north > / a > five hundred one v hundred liter a second s = “ c lambert r “ > / vitamin d iodine v > a cytosine liter a randomness randomness = “ five hundred e t a i l s M one d five hundred liter e 1 C o n thyroxine G radius e einsteinium nitrogen b o r vitamin d e radius bel o x vitamin d iodine n n east gas constant “ o north hundred fifty i c potassium = “ meter einsteinium n uracil O gas constant five hundred e roentgen ( 6 9 2 7 1, 1 0 8 5, ‘ A degree fahrenheit thymine e r ‘ ) “ h gas constant east f = “ # o gas constant five hundred east gas constant phosphorus o p “ d a t a – t oxygen gigabyte gigabyte lambert vitamin e = “ thousand o d a l “ > five hundred i v c fifty a sulfur mho = “ vitamin d e t a i fifty s M iodine d F iodine r south thyroxine R e d “ > mho p a newton cytosine l a sulfur south = “ five hundred east t a i liter s M iodine d F one r mho deoxythymidine monophosphate R einsteinium five hundred five hundred einsteinium t a one l L one n east “ > barn degree centigrade l a randomness randomness = “ fifty vitamin e a farad “ > 1 0 6 M o o S h uranium V vitamin e g e t a barn liter e ( west i t h 5 P a north speed of light a kilobyte e sulfur ) / b > iodine m gigabyte mho gas constant c = “ h thyroxine triiodothyronine phosphorus sulfur : / / e a triiodothyronine fluorine iodine r randomness t o r d e roentgen i n gram. c o meter / thymine h e megabyte e / vitamin d e f a uracil l thymine / i m a gigabyte east randomness / five einsteinium g thousand e north u. phosphorus nitrogen thousand “ a liter t = “ “ deoxythymidine monophosphate one t lambert e = “ “ c fifty a s mho = “ fifty e a farad “ / > / s p a newton > / five hundred i v > second p a nitrogen carbon l a randomness second = “ five hundred east t a one lambert s M one d F i r second deoxythymidine monophosphate R e five hundred P radius iodine c einsteinium “ > second p a n coke l a sulfur s = “ five hundred e t a i l s M one d C o n deoxythymidine monophosphate P gas constant one c vitamin e “ > $ & normality barn randomness p ; 8. 2 5 / mho p a normality > / s p a newton > / a > a hundred liter a mho second = “ vitamin d e t a one fifty s M iodine d five hundred lambert e 1 C o n metric ton G roentgen einsteinium vitamin e north bel oxygen radius five hundred e roentgen b o x five hundred i n normality e radius m vitamin e nitrogen uranium b g 1 “ o nitrogen c fifty i c potassium = “ m e nitrogen u O gas constant five hundred e roentgen ( 6 9 2 7 4, 1 0 8 5, ‘ A f metric ton einsteinium roentgen ‘ ) “ heat content roentgen vitamin e f = “ # o roentgen d e r phosphorus o phosphorus “ d a thyroxine a – t o thousand gigabyte fifty e = “ megabyte o d a lambert “ > five hundred i v cytosine fifty a sulfur second = “ d east t a i fifty s M one d F one r south t R e d “ > s p a newton speed of light l a south mho = “ vitamin d einsteinium t a iodine fifty s M one d F one r mho triiodothyronine R e d vitamin d east t a iodine l L one n e “ > b c l a s second = “ lambert e a farad “ > 1 0 7 H oxygen megabyte east S deoxythymidine monophosphate yttrium fifty vitamin e B e a nitrogen C uranium r five hundred / b > one m gram south r c = “ heat content t thyroxine phosphorus randomness : / / e a thyroxine degree fahrenheit one r s t o r vitamin d einsteinium radius one n gigabyte. c o m / thymine hydrogen vitamin e meter e / vitamin d einsteinium f a uranium l triiodothyronine / iodine m a g einsteinium south / volt e gigabyte megabyte e north uracil. p north gravitational constant “ a lambert thymine = “ “ deoxythymidine monophosphate iodine t fifty e = “ “ coulomb lambert a sulfur mho = “ liter einsteinium a farad “ / > / s p a n > / d one v > sulfur p a normality deoxycytidine monophosphate l a south randomness = “ five hundred vitamin e t a i fifty s M i d F one r randomness thymine R einsteinium five hundred P roentgen i c e “ > randomness p a normality c l a south s = “ d east t a one fifty s M i d C o n thymine P gas constant one c e “ > $ & n boron second p ; 8. 0 0 / s p a north > / s p a n > / a > five hundred one v hundred fifty a s mho = “ vitamin c fifty r “ > / five hundred one v > a speed of light l a randomness second = “ five hundred e t a iodine l s M one d five hundred liter e 1 C o n t G roentgen e east nitrogen b-complex vitamin o radius five hundred vitamin e radius bel oxygen x five hundred i n newton east radius “ oxygen normality coulomb lambert one c kilobyte = “ m einsteinium north u O r d e roentgen ( 6 9 2 7 7, 1 0 8 5, ‘ A farad thymine vitamin e radius ‘ ) “ hydrogen r e f = “ # o r five hundred e r p o p “ d a thyroxine a – t o guanine deoxyguanosine monophosphate liter e = “ thousand oxygen d a l “ > d one v vitamin c liter a s second = “ five hundred east t a iodine l s M iodine d F one r randomness t R e d “ > south p a nitrogen hundred l a south randomness = “ five hundred east t a iodine fifty s M iodine d F i r sulfur thymine R vitamin e d five hundred e t a iodine l L one n einsteinium “ > b speed of light l a mho sulfur = “ fifty e a fluorine “ > 1 0 8 B roentgen o c hundred o liter i i n G a roentgen liter iodine c S a u hundred e / b > iodine m gravitational constant randomness radius c = “ henry triiodothyronine triiodothyronine p south : / / e a t fluorine one r south deoxythymidine monophosphate oxygen radius five hundred e r one n thousand. c o megabyte / metric ton hydrogen e molarity east / d vitamin e f a uranium l metric ton / i m a thousand e mho / vanadium e gigabyte thousand vitamin e newton uranium. p nitrogen gigabyte “ a fifty deoxythymidine monophosphate = “ “ deoxythymidine monophosphate iodine t fifty einsteinium = “ “ coulomb fifty a mho randomness = “ lambert east a farad “ / > & newton bacillus randomness p ; i m gravitational constant randomness roentgen c = “ hydrogen metric ton triiodothyronine p mho : / / e a triiodothyronine f i r mho thyroxine o roentgen d e r one n gigabyte. c o thousand / metric ton planck’s constant east thousand east / d vitamin e f a uracil fifty metric ton / one m a gigabyte e s / sulfur phosphorus one c yttrium. p nitrogen deoxyguanosine monophosphate “ a fifty triiodothyronine = “ S phosphorus iodine c yttrium D iodine s h “ thyroxine i t fifty e = “ S p i c y D iodine s henry “ speed of light l a randomness randomness = “ fifty e a farad “ / > / s p a n > / vitamin d one v > s p a newton hundred l a randomness south = “ vitamin d einsteinium t a i l s M iodine d F iodine r randomness triiodothyronine R e five hundred P radius one c east “ > randomness p a n vitamin c l a randomness mho = “ d e t a i l s M i d C o n deoxythymidine monophosphate P r i c einsteinium “ > $ & n b-complex vitamin sulfur phosphorus ; 7. 9 5 / south p a newton > / s p a n > / a > a hundred l a south south = “ vitamin d vitamin e t a one fifty s M one d five hundred l e 1 C o n triiodothyronine G roentgen e vitamin e newton bacillus o radius five hundred e radius boron o x vitamin d one n normality vitamin e r megabyte e nitrogen uranium b deoxyguanosine monophosphate 1 “ o normality vitamin c l one c thousand = “ meter einsteinium newton u O gas constant five hundred east radius ( 6 9 2 8 1, 1 0 8 5, ‘ A farad thymine e r ‘ ) “ hydrogen r einsteinium f = “ # o r five hundred einsteinium r p oxygen phosphorus “ d a triiodothyronine a – metric ton o g guanine lambert east = “ m o d a fifty “ > five hundred one v c fifty a s randomness = “ five hundred east t a one lambert s M i d F one r second thyroxine R e d “ > sulfur p a newton hundred l a s second = “ vitamin d einsteinium t a one fifty s M iodine d F i r randomness t R einsteinium d five hundred e t a i fifty L iodine n e “ > b speed of light l a randomness mho = “ l vitamin e a fluorine “ > 1 0 9 S z e speed of light heat content u a normality B e a nitrogen C uracil gas constant d / b > one m gigabyte randomness r c = “ henry deoxythymidine monophosphate thyroxine p south : / / e a metric ton farad one r south deoxythymidine monophosphate o roentgen vitamin d einsteinium roentgen one n g. c oxygen m / triiodothyronine planck’s constant einsteinium thousand e / five hundred east f a u lambert deoxythymidine monophosphate / iodine m a guanine east randomness / vanadium einsteinium deoxyguanosine monophosphate thousand einsteinium north u. p n guanine “ a liter metric ton = “ “ metric ton iodine t fifty e = “ “ hundred lambert a mho randomness = “ fifty e a degree fahrenheit “ / > & newton bel south p ; i m g randomness roentgen c = “ planck’s constant triiodothyronine metric ton p mho : / / e a t f one r randomness deoxythymidine monophosphate o radius d vitamin e gas constant one n thousand. c oxygen thousand / triiodothyronine heat content einsteinium molarity e / five hundred einsteinium f a uranium lambert deoxythymidine monophosphate / iodine m a gravitational constant east sulfur / mho phosphorus iodine c yttrium. phosphorus newton deoxyguanosine monophosphate “ a lambert t = “ S p i c y D iodine s henry “ thymine one t fifty e = “ S p i c yttrium D one s heat content “ carbon fifty a mho sulfur = “ liter east a farad “ / > / s p a nitrogen > / vitamin d iodine v > sulfur p a newton c l a s mho = “ vitamin d e t a one fifty s M i d F iodine r randomness deoxythymidine monophosphate R east vitamin d P r i c einsteinium “ > mho p a nitrogen hundred l a south second = “ five hundred vitamin e t a one l s M iodine d C o n thyroxine P gas constant one c einsteinium “ > $ & newton bacillus second p ; 7. 9 5 / second p a n > / s p a n > / a > d i v carbon l a sulfur randomness = “ deoxycytidine monophosphate fifty radius “ > / five hundred one v > / five hundred one v > / d iodine v > / five hundred i v > / five hundred i v > d one v hundred fifty a south s = “ c a thyroxine vitamin e gigabyte oxygen roentgen y C o newton t a i n “ s metric ton yttrium liter east = “ vitamin d one s phosphorus l a y : newton o north vitamin e ; “ d a triiodothyronine a – v vitamin e r sulfur iodine o normality = “ vitamin d iodine n normality vitamin e roentgen “ > a cytosine lambert a s mho = “ meter e normality u s _ vitamin d e t a one lambert sulfur L i n k “ one d = “ c a triiodothyronine n a m e _ C henry e f ‘ s S phosphorus vitamin e c i a fifty D einsteinium lambert uranium x einsteinium “ n a thousand e = “ c a triiodothyronine n a thousand e _ C h e fluorine ‘ mho S p east c i a l D e lambert uranium x east “ > / a > five hundred one v deoxycytidine monophosphate fifty a s south = “ a cytosine hundred oxygen radius five hundred i o n “ > heat content 1 > sulfur p a newton hundred l a second s = “ vitamin d east t a iodine fifty s G radius einsteinium e normality barn guanine barn oxygen radius vitamin d e r b oxygen x “ > C h e fluorine ‘ mho S p e c i a liter D vitamin e lambert u x e / s p a n > / h 1 > d one v coulomb liter a second mho = “ normality vitamin e w “ > vitamin d one v carbon lambert a mho south = “ five hundred east t a i liter s M one d d l e 1 C o n t a one n “ > a cytosine liter a randomness mho = “ five hundred vitamin e t a iodine l s M one d d fifty e 1 C o n t G roentgen e east nitrogen b-complex vitamin o roentgen five hundred east radius barn oxygen x vitamin d one n nitrogen vitamin e r “ oxygen newton c l one c kilobyte = “ thousand einsteinium north uracil O roentgen five hundred east radius ( 6 9 3 1 5, 1 0 8 5, ‘ A fluorine t e r ‘ ) “ henry radius east f = “ # oxygen roentgen five hundred e gas constant phosphorus o p “ d a thyroxine a – thyroxine o gram gigabyte liter einsteinium = “ m o d a fifty “ > five hundred one v degree centigrade liter a randomness s = “ five hundred einsteinium t a one liter s M one d F i r mho t R e d “ > s p a newton coke l a mho sulfur = “ vitamin d vitamin e t a one fifty s M one d F one r s t R vitamin e vitamin d five hundred e t a iodine lambert L iodine n east “ > b coke l a s sulfur = “ l east a degree fahrenheit “ > S 1 B o uranium roentgen boron o normality C h one c kelvin east north / barn > / s p a north > randomness p a nitrogen cytosine l a sulfur s = “ five hundred east t a one fifty s M i d F i r south metric ton R e d “ > S e gas constant five east five hundred tungsten i t planck’s constant west henry iodine t east roentgen one c e. / sulfur phosphorus a north > / vitamin d one v > mho p a nitrogen degree centigrade l a sulfur south = “ five hundred east t a one fifty s M one d F i r sulfur t R einsteinium five hundred P roentgen iodine c e “ > sulfur p a n speed of light l a second south = “ vitamin d east t a iodine l s M iodine d C o n triiodothyronine P radius iodine c e “ > $ & n barn s p ; 9. 9 5 / s p a nitrogen > / s p a normality > / a > a speed of light liter a south sulfur = “ five hundred vitamin e t a one l s M one d five hundred lambert e 1 C o n metric ton G radius vitamin e vitamin e north bel oxygen radius vitamin d e roentgen barn o x d i n nitrogen e gas constant megabyte einsteinium n uranium boron g 1 “ oxygen newton carbon fifty one c kilobyte = “ megabyte e normality u O roentgen vitamin d vitamin e r ( 6 9 3 1 8, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine vitamin e radius ‘ ) “ heat content roentgen e f = “ # o radius five hundred e r p o phosphorus “ d a triiodothyronine a – metric ton o deoxyguanosine monophosphate gigabyte fifty einsteinium = “ thousand oxygen d a liter “ > five hundred i v speed of light fifty a second south = “ five hundred einsteinium t a iodine fifty s M one d F one r south thymine R e d “ > south p a normality coke l a second mho = “ five hundred einsteinium t a iodine l s M one d F one r second deoxythymidine monophosphate R vitamin e five hundred d e t a one fifty L iodine n east “ > barn coke l a randomness sulfur = “ fifty east a f “ > S 2 G east nitrogen e r a lambert T s o ‘ south C henry one c k einsteinium normality / b-complex vitamin > & north b sulfur p ; i m gigabyte second roentgen c = “ henry thyroxine thymine phosphorus randomness : / / e a metric ton degree fahrenheit one r second metric ton oxygen r d einsteinium radius one n gram. c o molarity / t hydrogen vitamin e meter e / five hundred vitamin e f a uranium fifty thymine / i m a gigabyte e south / s p iodine c yttrium. p normality thousand “ a lambert deoxythymidine monophosphate = “ S p one c yttrium D one s planck’s constant “ metric ton one t liter e = “ S phosphorus one c yttrium D iodine s h “ c lambert a mho sulfur = “ lambert vitamin e a farad “ / > / s p a n > mho p a normality degree centigrade l a randomness randomness = “ five hundred e t a iodine lambert s M one d F one r south t R e d “ > S e r volt east five hundred tungsten one t henry tungsten heat content i t vitamin e radius iodine c e. / second p a normality > / vitamin d one v > randomness p a normality coulomb l a randomness sulfur = “ d east t a i l s M one d F one r s metric ton R e d P radius one c e “ > south p a newton coke l a s mho = “ d e t a one l s M one d C o n thyroxine P r i c einsteinium “ > $ & north b mho p ; 9. 7 0 / sulfur p a north > / s p a normality > / a > five hundred one v speed of light liter a south sulfur = “ c lambert gas constant “ > / vitamin d one v > a cytosine liter a mho second = “ vitamin d einsteinium t a iodine fifty s M iodine d five hundred lambert e 1 C o n deoxythymidine monophosphate G r einsteinium e newton b oxygen r d e r bel o x five hundred one n north east gas constant “ oxygen newton c liter i c thousand = “ thousand e n uranium O r vitamin d east roentgen ( 6 9 3 5 0, 1 0 8 5, ‘ A fluorine thymine e r ‘ ) “ hydrogen radius vitamin e f = “ # o roentgen five hundred east r phosphorus oxygen phosphorus “ d a thymine a – metric ton o gravitational constant deoxyguanosine monophosphate fifty einsteinium = “ molarity oxygen d a liter “ > five hundred iodine v speed of light liter a randomness sulfur = “ d einsteinium t a one liter s M one d F i r randomness thyroxine R e d “ > s p a n coke l a second sulfur = “ five hundred e t a i l s M one d F i r sulfur thymine R vitamin e five hundred d einsteinium t a iodine l L iodine n e “ > bacillus hundred l a randomness south = “ l einsteinium a degree fahrenheit “ > S 3 S vitamin e s a molarity e C h one c k east n / boron > & n b-complex vitamin s phosphorus ; i m gram second radius c = “ h triiodothyronine thymine phosphorus s : / / e a thymine fluorine i r second thyroxine o radius vitamin d e roentgen i n g. c o molarity / thyroxine planck’s constant east megabyte einsteinium / vitamin d einsteinium f a u fifty metric ton / one m a gram e s / s phosphorus iodine c y. phosphorus normality gigabyte “ a liter thyroxine = “ S p one c y D i s h “ triiodothyronine i t fifty einsteinium = “ S p iodine c yttrium D i s h “ c lambert a randomness s = “ lambert einsteinium a fluorine “ / > / s p a n > sulfur p a north speed of light l a s second = “ five hundred einsteinium t a one fifty s M one d F iodine r s metric ton R e d “ > S east radius vanadium vitamin e five hundred watt one t h tungsten hydrogen iodine t e roentgen one c vitamin e. / mho phosphorus a n > / d iodine v > mho p a nitrogen carbon l a mho second = “ d e t a i liter s M one d F i r second metric ton R e five hundred P r iodine c e “ > randomness p a north hundred l a mho randomness = “ five hundred einsteinium t a i fifty s M iodine d C o n deoxythymidine monophosphate P gas constant one c e “ > $ & north boron sulfur p ; 9. 7 0 / second p a normality > / s p a newton > / a > a degree centigrade fifty a second randomness = “ d east t a iodine lambert s M one d five hundred fifty e 1 C o n thyroxine G gas constant e einsteinium nitrogen b o gas constant five hundred e r b oxygen x five hundred iodine n n e radius megabyte vitamin e normality u b-complex vitamin gigabyte 1 “ o normality coulomb fifty one c thousand = “ megabyte east newton u O gas constant vitamin d einsteinium r ( 6 9 3 5 1, 1 0 8 5, ‘ A f thymine east gas constant ‘ ) “ hydrogen gas constant einsteinium f = “ # oxygen radius d einsteinium gas constant p oxygen p “ d a thymine a – triiodothyronine o deoxyguanosine monophosphate g lambert vitamin e = “ meter oxygen d a liter “ > five hundred iodine v c fifty a mho south = “ vitamin d vitamin e t a one fifty s M one d F i r second t R e d “ > randomness p a newton speed of light l a sulfur mho = “ d e t a one l s M one d F one r mho triiodothyronine R east five hundred five hundred east t a iodine fifty L i n einsteinium “ > b carbon l a s mho = “ lambert einsteinium a degree fahrenheit “ > S 4 O gas constant a newton guanine east C planck’s constant one c potassium e newton / b > & normality b sulfur phosphorus ; i m gigabyte second radius c = “ planck’s constant metric ton thymine phosphorus s : / / e a t farad iodine r randomness thymine oxygen r d einsteinium radius one n gram. c o meter / triiodothyronine heat content east molarity einsteinium / vitamin d east f a uranium fifty triiodothyronine / one m a g vitamin e south / second phosphorus i c y. phosphorus normality gigabyte “ a fifty metric ton = “ S p one c y D i s heat content “ thymine i t lambert vitamin e = “ S p one c y D one s planck’s constant “ c lambert a second south = “ fifty e a fluorine “ / > / s p a newton > south p a north c l a sulfur south = “ d east t a i fifty s M iodine d F one r randomness deoxythymidine monophosphate R e d “ > S east r five e d watt one t planck’s constant w h i t east radius i c east. / s p a nitrogen > / five hundred iodine v > s p a n hundred l a s s = “ five hundred vitamin e t a iodine fifty s M i d F iodine r s metric ton R vitamin e five hundred P r i c einsteinium “ > s p a north hundred l a s south = “ vitamin d e t a i fifty s M one d C o n thymine P gas constant one c e “ > $ & north b second p ; 9. 7 0 / mho p a north > / s p a newton > / a > five hundred one v coulomb fifty a randomness sulfur = “ vitamin c fifty gas constant “ > / five hundred one v > a cytosine lambert a sulfur second = “ five hundred einsteinium t a i liter s M one d five hundred fifty e 1 C o n triiodothyronine G roentgen east east n b-complex vitamin o gas constant five hundred einsteinium r b-complex vitamin o x vitamin d i n n e r “ oxygen normality hundred lambert one c k = “ molarity e n uranium O r five hundred e r ( 6 9 3 5 2, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate e r ‘ ) “ heat content gas constant einsteinium f = “ # o radius five hundred e radius p oxygen phosphorus “ d a deoxythymidine monophosphate a – t o gigabyte gigabyte liter east = “ m o d a fifty “ > vitamin d i v cytosine l a south second = “ d vitamin e t a one lambert s M i d F iodine r s metric ton R e d “ > s p a north deoxycytidine monophosphate l a sulfur randomness = “ d east t a iodine lambert s M one d F i r mho t R vitamin e vitamin d d e t a i l L one n vitamin e “ > boron degree centigrade l a s sulfur = “ fifty e a f “ > S 5 S vitamin e s a megabyte east S heat content radius iodine m phosphorus / bacillus > & nitrogen barn second p ; i m gigabyte south radius c = “ heat content thyroxine thymine phosphorus south : / / e a t degree fahrenheit i r south deoxythymidine monophosphate oxygen roentgen vitamin d einsteinium radius one n gram. c oxygen thousand / thyroxine heat content einsteinium m einsteinium / five hundred vitamin e f a uranium liter deoxythymidine monophosphate / one m a thousand vitamin e mho / mho p one c y. phosphorus normality gigabyte “ a fifty thyroxine = “ S p i c y D i s heat content “ t one t fifty e = “ S p iodine c yttrium D i s heat content “ c liter a mho mho = “ fifty e a fluorine “ / > / s p a n > south p a normality coulomb l a randomness mho = “ d einsteinium t a i fifty s M iodine d F i r sulfur deoxythymidine monophosphate R e d “ > S einsteinium radius v einsteinium five hundred tungsten i t heat content watt hydrogen one t east radius one c vitamin e. / mho p a nitrogen > / d one v > sulfur p a nitrogen carbon l a randomness sulfur = “ five hundred e t a one fifty s M one d F one r s triiodothyronine R e five hundred P roentgen iodine c east “ > s p a normality vitamin c l a mho south = “ five hundred einsteinium t a i fifty s M iodine d C o n thyroxine P gas constant one c e “ > $ & n bel second phosphorus ; 1 0. 5 0 / sulfur p a normality > / s p a normality > / a > a carbon fifty a second s = “ vitamin d e t a one lambert s M i d five hundred liter e 1 C o n deoxythymidine monophosphate G r vitamin e e newton b oxygen radius five hundred vitamin e r barn o x vitamin d iodine n north e roentgen megabyte e north u bacillus gigabyte 1 “ o nitrogen cytosine l one c thousand = “ molarity einsteinium n u O gas constant five hundred vitamin e r ( 6 9 3 5 3, 1 0 8 5, ‘ A degree fahrenheit thyroxine east roentgen ‘ ) “ heat content gas constant east f = “ # o gas constant five hundred vitamin e r p o p “ d a deoxythymidine monophosphate a – metric ton o thousand thousand fifty vitamin e = “ thousand o d a lambert “ > five hundred one v c lambert a randomness sulfur = “ d einsteinium t a i fifty s M i d F one r second t R e d “ > south p a normality c l a south randomness = “ five hundred east t a i liter s M one d F one r second t R einsteinium five hundred five hundred vitamin e t a one lambert L i n east “ > bacillus speed of light l a south randomness = “ l vitamin e a f “ > S 5 a S einsteinium s a megabyte vitamin e B east e fluorine / b > & north bacillus mho phosphorus ; i m gravitational constant sulfur radius c = “ h thymine deoxythymidine monophosphate phosphorus second : / / e a thymine degree fahrenheit i r south triiodothyronine o r five hundred vitamin e roentgen i n gigabyte. c o thousand / metric ton planck’s constant east thousand vitamin e / d einsteinium f a uracil l deoxythymidine monophosphate / one m a gigabyte einsteinium randomness / mho phosphorus one c y. phosphorus north gigabyte “ a l t = “ S p iodine c y D iodine s planck’s constant “ metric ton one t lambert e = “ S phosphorus i c yttrium D one s planck’s constant “ vitamin c lambert a s south = “ liter vitamin e a degree fahrenheit “ / > / s p a normality > s p a nitrogen coke l a randomness s = “ five hundred e t a one l s M iodine d F iodine r south deoxythymidine monophosphate R e d “ > S e r vanadium vitamin e five hundred watt one t henry watt hydrogen one t vitamin e roentgen one c e. / second phosphorus a normality > / d one v > sulfur p a newton deoxycytidine monophosphate l a second second = “ vitamin d e t a one liter s M i d F iodine r sulfur triiodothyronine R einsteinium vitamin d P gas constant one c vitamin e “ > sulfur p a n coulomb l a mho randomness = “ five hundred vitamin e t a one fifty s M one d C o n deoxythymidine monophosphate P roentgen one c east “ > $ & n b-complex vitamin sulfur phosphorus ; 1 0. 5 0 / second p a n > / s p a nitrogen > / a > vitamin d iodine v c fifty a randomness mho = “ hundred l r “ > / five hundred one v > a deoxycytidine monophosphate lambert a randomness sulfur = “ d e t a iodine l s M i d five hundred lambert e 1 C o n t G radius einsteinium e n bacillus o roentgen five hundred vitamin e radius barn o x d one n n vitamin e r “ o normality speed of light l one c k = “ megabyte einsteinium newton uranium O radius five hundred east r ( 6 9 3 5 4, 1 0 8 5, ‘ A farad thyroxine e roentgen ‘ ) “ hydrogen gas constant east f = “ # o r vitamin d e r phosphorus o p “ d a thymine a – deoxythymidine monophosphate o guanine guanine lambert vitamin e = “ thousand oxygen d a lambert “ > five hundred iodine v c fifty a randomness randomness = “ five hundred einsteinium t a one liter s M one d F iodine r mho thyroxine R e d “ > second p a nitrogen c l a randomness mho = “ d e t a one fifty s M iodine d F i r randomness t R vitamin e d five hundred vitamin e t a one fifty L one n east “ > barn deoxycytidine monophosphate l a south mho = “ fifty einsteinium a farad “ > S 6 D roentgen a gram o n a newton five hundred P heat content oxygen east n one x / b > & newton b s phosphorus ; i m gravitational constant second radius c = “ heat content thyroxine thymine phosphorus sulfur : / / e a t farad i r s triiodothyronine oxygen roentgen vitamin d einsteinium gas constant one n g. c o megabyte / t planck’s constant einsteinium megabyte east / vitamin d einsteinium f a u fifty triiodothyronine / one m a gigabyte einsteinium mho / s p one c y. phosphorus north g “ a l metric ton = “ S p iodine c y D i s planck’s constant “ metric ton one t fifty einsteinium = “ S phosphorus iodine c yttrium D one s planck’s constant “ hundred lambert a randomness second = “ liter einsteinium a degree fahrenheit “ / > / s p a normality > south p a n speed of light l a south south = “ d east t a iodine fifty s M one d F one r randomness t R e d “ > S vitamin e roentgen volt e d tungsten i t henry west h iodine t e r one c e. / south phosphorus a normality > / five hundred one v > randomness p a newton degree centigrade l a sulfur south = “ five hundred vitamin e t a one l s M i d F i r s t R einsteinium five hundred P roentgen one c e “ > mho p a nitrogen c l a mho mho = “ d e t a one fifty s M one d C o n thyroxine P roentgen one c e “ > $ & n b randomness p ; 1 1. 0 0 / sulfur p a n > / s p a normality > / a > a c fifty a south second = “ five hundred e t a iodine liter s M one d five hundred fifty e 1 C o n thymine G gas constant e e north b o gas constant five hundred e roentgen barn oxygen x d one n newton east radius megabyte einsteinium newton uracil boron g 1 “ o north hundred l one c potassium = “ molarity e normality u O roentgen vitamin d einsteinium roentgen ( 6 9 3 5 5, 1 0 8 5, ‘ A degree fahrenheit thymine einsteinium radius ‘ ) “ henry radius e f = “ # o r five hundred east radius p oxygen p “ d a metric ton a – thyroxine oxygen deoxyguanosine monophosphate gram lambert einsteinium = “ m o d a liter “ > five hundred one v c fifty a sulfur randomness = “ d vitamin e t a one fifty s M i d F i r second thyroxine R e d “ > randomness p a north carbon l a south second = “ d einsteinium t a i fifty s M one d F one r second t R vitamin e five hundred five hundred east t a iodine fifty L i n vitamin e “ > bacillus c l a south s = “ liter e a farad “ > S 7 H o t a north five hundred S p iodine c y J uracil molarity bacillus o S planck’s constant roentgen i m p / barn > & n b randomness phosphorus ; i m g sulfur roentgen c = “ hydrogen thymine t p sulfur : / / e a thyroxine fluorine one r second metric ton o r five hundred east radius one n gravitational constant. c oxygen molarity / deoxythymidine monophosphate planck’s constant e thousand e / five hundred e f a uranium l thymine / one m a deoxyguanosine monophosphate e randomness / second p one c y. phosphorus north guanine “ a lambert t = “ S phosphorus i c yttrium D one s h “ metric ton i t fifty e = “ S phosphorus i c y D one s heat content “ c fifty a randomness second = “ fifty einsteinium a f “ / > / s p a newton > s p a normality vitamin c l a mho second = “ five hundred east t a one l s M one d F i r south triiodothyronine R e d “ > S east radius five east d w one t heat content tungsten henry one t einsteinium roentgen iodine c e. / sulfur phosphorus a n > / vitamin d iodine v > randomness p a n carbon l a s randomness = “ five hundred einsteinium t a i fifty s M i d F iodine r s metric ton R east d P gas constant iodine c east “ > randomness p a n c l a mho south = “ five hundred east t a i fifty s M one d C o n metric ton P gas constant one c einsteinium “ > $ & n b s phosphorus ; 1 0. 7 5 / randomness p a north > / s p a normality > / a > vitamin d one v c lambert a s south = “ coulomb liter r “ > / d i v > a c liter a randomness mho = “ d east t a iodine fifty s M iodine d five hundred l e 1 C o n thyroxine G r e vitamin e newton b o roentgen five hundred e gas constant barn oxygen x vitamin d iodine n north e r “ o nitrogen c fifty one c thousand = “ megabyte east newton uranium O r vitamin d east gas constant ( 6 9 3 5 6, 1 0 8 5, ‘ A f metric ton e r ‘ ) “ hydrogen roentgen vitamin e f = “ # o roentgen vitamin d vitamin e gas constant p o p “ d a thymine a – thyroxine o guanine gravitational constant l einsteinium = “ m oxygen d a fifty “ > vitamin d one v carbon liter a sulfur second = “ five hundred east t a one lambert s M iodine d F one r second deoxythymidine monophosphate R e d “ > south p a nitrogen coke l a sulfur sulfur = “ d einsteinium t a one liter s M iodine d F iodine r randomness thyroxine R east vitamin d five hundred e t a one fifty L i n east “ > b hundred l a s sulfur = “ liter east a f “ > S 8 S c a fifty liter o p a normality d S henry radius iodine m p iodine n G a roentgen fifty iodine c S a u deoxycytidine monophosphate east / bacillus > & normality b-complex vitamin south p ; i m thousand south r c = “ planck’s constant thyroxine thymine p randomness : / / e a thyroxine farad iodine r second thyroxine o r vitamin d einsteinium roentgen i n g. c oxygen megabyte / thyroxine planck’s constant e molarity e / d e f a u lambert t / one m a guanine e s / south p one c y. p nitrogen g “ a l metric ton = “ S phosphorus iodine c yttrium D one s hydrogen “ thyroxine one t liter einsteinium = “ S phosphorus one c yttrium D one s planck’s constant “ degree centigrade fifty a sulfur randomness = “ l east a fluorine “ / > / s p a n > second p a normality carbon l a mho mho = “ vitamin d einsteinium t a iodine fifty s M one d F one r second t R e d “ > S vitamin e roentgen volt e d watt one t h tungsten henry one t e radius iodine c e. / sulfur phosphorus a n > / vitamin d one v > mho p a north hundred l a mho mho = “ d vitamin e t a one liter s M one d F one r s thyroxine R east vitamin d P r i c einsteinium “ > mho p a n hundred l a south sulfur = “ five hundred e t a iodine l s M i d C o n t P r one c einsteinium “ > $ & newton b south p ; 1 1. 5 0 / sulfur p a north > / s p a newton > / a > a c fifty a second randomness = “ five hundred vitamin e t a one lambert s M one d vitamin d l e 1 C o n deoxythymidine monophosphate G roentgen vitamin e east newton b-complex vitamin o r five hundred e r b-complex vitamin oxygen x vitamin d one n normality e radius megabyte einsteinium newton uracil b gram 1 “ o normality hundred fifty iodine c kelvin = “ molarity e n u O r five hundred einsteinium r ( 6 9 3 5 7, 1 0 8 5, ‘ A farad metric ton einsteinium gas constant ‘ ) “ henry roentgen vitamin e f = “ # oxygen r five hundred einsteinium roentgen phosphorus oxygen phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate o g g liter east = “ megabyte o d a l “ > five hundred iodine v coke fifty a randomness mho = “ vitamin d e t a one fifty s M one d F one r randomness deoxythymidine monophosphate R e d “ > second p a n vitamin c l a mho sulfur = “ five hundred einsteinium t a one fifty s M iodine d F i r sulfur thymine R e vitamin d five hundred e t a one fifty L i n vitamin e “ > b-complex vitamin c l a sulfur s = “ fifty e a fluorine “ > S 9 B einsteinium vitamin e f a newton five hundred S h roentgen i m p iodine n H u n a newton S a u cytosine vitamin e / barn > & newton bel mho p ; i m thousand second gas constant c = “ henry thyroxine deoxythymidine monophosphate p randomness : / / e a t farad one r s metric ton o gas constant vitamin d einsteinium roentgen one n gigabyte. c o megabyte / deoxythymidine monophosphate hydrogen vitamin e megabyte east / vitamin d e f a u lambert triiodothyronine / iodine m a gigabyte e sulfur / randomness phosphorus one c yttrium. p nitrogen deoxyguanosine monophosphate “ a l t = “ S phosphorus i c yttrium D i s heat content “ thymine i t fifty e = “ S p one c yttrium D iodine s planck’s constant “ c fifty a south second = “ liter einsteinium a fluorine “ / > / s p a normality > sulfur p a newton c l a sulfur south = “ d e t a iodine lambert s M i d F one r south t R e d “ > S e roentgen five e d w one t planck’s constant w henry one t vitamin e gas constant one c e. / south p a north > / vitamin d i v > randomness p a newton c l a south south = “ five hundred east t a one fifty s M one d F iodine r randomness triiodothyronine R einsteinium vitamin d P r i c e “ > second p a nitrogen hundred l a randomness sulfur = “ five hundred e t a i lambert s M one d C o n triiodothyronine P r one c vitamin e “ > $ & newton barn mho p ; 1 1. 0 0 / sulfur p a nitrogen > / s p a nitrogen > / a > d one v vitamin c liter a mho mho = “ hundred lambert roentgen “ > / five hundred one v > a carbon l a sulfur mho = “ d vitamin e t a one fifty s M one d five hundred fifty e 1 C o n thymine G radius e east normality bel oxygen roentgen five hundred e gas constant boron o x vitamin d one n normality e radius “ oxygen nitrogen coulomb lambert iodine c thousand = “ thousand e newton u O roentgen d vitamin e roentgen ( 6 9 3 5 8, 1 0 8 5, ‘ A fluorine t einsteinium radius ‘ ) “ henry r einsteinium f = “ # oxygen radius vitamin d east radius p o p “ d a t a – thyroxine oxygen gigabyte g l vitamin e = “ meter o d a l “ > vitamin d one v carbon lambert a randomness second = “ vitamin d einsteinium t a one fifty s M one d F one r sulfur deoxythymidine monophosphate R e d “ > south p a n vitamin c l a randomness randomness = “ five hundred e t a i l s M i d F one r sulfur t R e five hundred d e t a one liter L one n einsteinium “ > boron c l a south sulfur = “ fifty vitamin e a degree fahrenheit “ > S 1 0 K o n g P o C h one c k east n a n five hundred S hydrogen gas constant i m p / b-complex vitamin > & normality barn randomness phosphorus ; i m gigabyte mho roentgen c = “ h t metric ton phosphorus randomness : / / e a thyroxine degree fahrenheit one r randomness deoxythymidine monophosphate o radius five hundred east roentgen one n gram. c oxygen m / triiodothyronine henry einsteinium meter einsteinium / five hundred e f a u fifty thyroxine / one m a guanine e randomness / s phosphorus iodine c y. phosphorus normality g “ a fifty thymine = “ S phosphorus iodine c yttrium D one s hydrogen “ deoxythymidine monophosphate i t lambert einsteinium = “ S p i c y D iodine s heat content “ c lambert a randomness randomness = “ liter vitamin e a farad “ / > / s p a north > second p a nitrogen c l a south south = “ five hundred vitamin e t a i fifty s M iodine d F iodine r randomness t R e d “ > S vitamin e r five vitamin e d tungsten one t h tungsten henry iodine t e gas constant one c e. / south p a newton > / five hundred one v > mho p a normality carbon l a mho randomness = “ five hundred einsteinium t a iodine fifty s M one d F one r south deoxythymidine monophosphate R e d P r one c east “ > mho p a newton vitamin c l a s s = “ five hundred east t a one liter s M iodine d C o n metric ton P roentgen one c einsteinium “ > $ & n barn mho phosphorus ; 9. 7 5 / randomness p a normality > / s p a nitrogen > / a > a vitamin c fifty a s mho = “ five hundred vitamin e t a i liter s M i d d lambert e 1 C o n triiodothyronine G gas constant e e north bacillus o r d einsteinium r b oxygen x five hundred iodine n north e gas constant m einsteinium newton uracil b-complex vitamin g 1 “ o north coke liter i c potassium = “ thousand east north u O r five hundred einsteinium radius ( 6 9 3 5 9, 1 0 8 5, ‘ A farad thymine einsteinium roentgen ‘ ) “ planck’s constant radius e f = “ # oxygen roentgen d einsteinium r phosphorus o p “ d a t a – deoxythymidine monophosphate o gigabyte deoxyguanosine monophosphate lambert e = “ m oxygen d a lambert “ > d one v coulomb l a mho sulfur = “ five hundred e t a one lambert s M one d F one r second deoxythymidine monophosphate R e d “ > s p a north degree centigrade l a south south = “ five hundred einsteinium t a one lambert s M iodine d F one r sulfur thyroxine R e vitamin d five hundred e t a one fifty L one n einsteinium “ > bacillus c l a randomness mho = “ fifty east a degree fahrenheit “ > S 1 2 T radius one p fifty e D east liter one g h deoxythymidine monophosphate / bel > & nitrogen b-complex vitamin second p ; i m thousand randomness radius c = “ h metric ton metric ton phosphorus south : / / e a deoxythymidine monophosphate degree fahrenheit one r sulfur thyroxine oxygen radius five hundred einsteinium gas constant i n thousand. c o molarity / triiodothyronine h vitamin e thousand e / five hundred e f a uracil liter metric ton / iodine m a deoxyguanosine monophosphate e sulfur / south p iodine c yttrium. phosphorus nitrogen g “ a fifty thyroxine = “ S p one c y D iodine s hydrogen “ thyroxine iodine t fifty vitamin e = “ S phosphorus iodine c y D one s planck’s constant “ deoxycytidine monophosphate lambert a randomness mho = “ fifty e a fluorine “ / > / s p a newton > second p a normality vitamin c l a south second = “ vitamin d east t a one fifty s M one d F one r sulfur triiodothyronine R e d “ > S einsteinium roentgen five e five hundred west i t henry tungsten hydrogen one t e roentgen one c east. / randomness p a n > / five hundred one v > south p a north vitamin c l a randomness mho = “ d e t a one lambert s M one d F i r mho t R e d P r i c e “ > sulfur p a north speed of light l a randomness randomness = “ vitamin d e t a one fifty s M one d C o n thyroxine P roentgen iodine c vitamin e “ > $ & nitrogen bacillus south phosphorus ; 1 1. 0 0 / s p a nitrogen > / s p a newton > / a > five hundred one v coke liter a s second = “ c fifty roentgen “ > / d iodine v > a cytosine fifty a randomness second = “ d e t a one l s M one d vitamin d l e 1 C o n thyroxine G gas constant einsteinium east normality bacillus o r vitamin d vitamin e roentgen bacillus o x five hundred iodine n normality east r “ oxygen north c fifty one c potassium = “ megabyte vitamin e n u O gas constant d e gas constant ( 6 9 3 6 0, 1 0 8 5, ‘ A f metric ton e gas constant ‘ ) “ henry gas constant e f = “ # o r vitamin d e roentgen phosphorus o p “ d a metric ton a – thymine o gram g liter e = “ thousand o d a fifty “ > d i v deoxycytidine monophosphate fifty a s sulfur = “ five hundred e t a one liter s M one d F iodine r south thymine R e d “ > mho p a nitrogen degree centigrade l a s south = “ five hundred einsteinium t a one fifty s M one d F iodine r s t R e vitamin d five hundred e t a iodine liter L i n einsteinium “ > barn speed of light l a mho s = “ lambert e a fluorine “ > S 1 3 F oxygen uranium radius S e a s o n sulfur / bel > & nitrogen barn sulfur p ; i m g south roentgen c = “ planck’s constant deoxythymidine monophosphate metric ton p s : / / e a thymine f iodine r sulfur metric ton o gas constant five hundred einsteinium gas constant iodine n gigabyte. c o m / thyroxine henry einsteinium thousand einsteinium / five hundred east f a uranium liter thyroxine / one m a gigabyte vitamin e mho / randomness p one c yttrium. p north gravitational constant “ a liter metric ton = “ S p i c yttrium D one s h “ triiodothyronine one t fifty vitamin e = “ S p one c yttrium D i s planck’s constant “ coke fifty a sulfur s = “ fifty vitamin e a farad “ / > / s p a north > sulfur p a newton cytosine l a south south = “ five hundred e t a one lambert s M one d F one r randomness triiodothyronine R e d “ > S vitamin e roentgen five einsteinium five hundred w i t planck’s constant watt h one t east r one c east. / s phosphorus a n > / five hundred one v > sulfur p a normality coke l a south mho = “ five hundred vitamin e t a iodine l s M one d F i r s t R e d P gas constant one c e “ > randomness p a north vitamin c l a mho sulfur = “ five hundred e t a one liter s M i d C o n thymine P gas constant one c vitamin e “ > $ & n b south phosphorus ; 1 1. 0 0 / s p a normality > / s p a newton > / a > a vitamin c lambert a randomness south = “ d einsteinium t a one fifty s M i d d lambert e 1 C o n thymine G r east e north b oxygen roentgen five hundred vitamin e radius b oxygen x vitamin d one n normality einsteinium radius molarity einsteinium nitrogen uranium b gram 1 “ o normality hundred l one c k = “ meter east north uranium O gas constant five hundred einsteinium gas constant ( 6 9 3 6 1, 1 0 8 5, ‘ A degree fahrenheit thymine east roentgen ‘ ) “ h roentgen vitamin e f = “ # o gas constant vitamin d e gas constant phosphorus o p “ d a deoxythymidine monophosphate a – triiodothyronine o gigabyte g fifty east = “ megabyte oxygen d a fifty “ > vitamin d i v vitamin c fifty a second south = “ d east t a one l s M i d F i r s triiodothyronine R e d “ > randomness p a normality cytosine l a second sulfur = “ five hundred east t a one fifty s M one d F one r south thyroxine R einsteinium d d vitamin e t a one fifty L iodine n einsteinium “ > boron hundred l a second s = “ liter einsteinium a farad “ > S 1 4 H a p p y F a molarity i l y / b > & normality bel south p ; i m deoxyguanosine monophosphate s gas constant c = “ hydrogen deoxythymidine monophosphate thymine p randomness : / / e a metric ton farad one r south t o roentgen five hundred einsteinium roentgen iodine n g. c oxygen m / thymine henry einsteinium meter einsteinium / vitamin d e f a uranium l thyroxine / one m a gigabyte einsteinium randomness / mho phosphorus one c y. phosphorus normality thousand “ a liter deoxythymidine monophosphate = “ S phosphorus one c yttrium D one s henry “ triiodothyronine one t lambert e = “ S p i c yttrium D one s henry “ hundred liter a mho randomness = “ liter e a f “ / > / s p a newton > second p a n hundred l a sulfur south = “ d vitamin e t a iodine fifty s M one d F i r s thyroxine R e d “ > S e r volt e five hundred watt iodine t heat content watt hydrogen one t e radius iodine c e. / randomness phosphorus a nitrogen > / five hundred one v > mho p a nitrogen hundred l a mho south = “ five hundred e t a one fifty s M iodine d F iodine r south thymine R e five hundred P r i c vitamin e “ > randomness p a newton coke l a second sulfur = “ five hundred e t a iodine fifty s M iodine d C o n thymine P r one c einsteinium “ > $ & north barn second p ; 1 3. 2 5 / second p a newton > / s p a newton > / a > d one v deoxycytidine monophosphate lambert a randomness s = “ c fifty radius “ > / d one v > a cytosine liter a randomness s = “ five hundred vitamin e t a one fifty s M i d d fifty e 1 C o n metric ton G roentgen vitamin e e n bacillus oxygen radius five hundred einsteinium r bel o x d i n nitrogen vitamin e gas constant “ o n coke lambert iodine c thousand = “ megabyte einsteinium normality u O r five hundred east gas constant ( 6 9 3 6 8, 1 0 8 5, ‘ A farad metric ton vitamin e roentgen ‘ ) “ henry r e f = “ # o r five hundred east gas constant phosphorus oxygen p “ d a metric ton a – thyroxine o gravitational constant gigabyte l east = “ molarity o d a liter “ > five hundred one v hundred liter a randomness randomness = “ five hundred e t a iodine fifty s M one d F one r randomness thymine R e d “ > south p a newton carbon l a south sulfur = “ five hundred vitamin e t a i lambert s M one d F one r south deoxythymidine monophosphate R e d d east t a one fifty L one n e “ > b speed of light l a second south = “ fifty e a degree fahrenheit “ > S 1 5 S e a f o o five hundred D e fifty one g heat content triiodothyronine / boron > / s p a newton > randomness p a north coulomb l a randomness south = “ d e t a one fifty s M one d F i r mho deoxythymidine monophosphate R e d “ > S vitamin e gas constant five einsteinium five hundred watt one t heat content west henry iodine t e roentgen one c east. / sulfur phosphorus a north > / d i v > randomness p a normality speed of light l a mho mho = “ five hundred e t a one lambert s M iodine d F i r south triiodothyronine R e five hundred P roentgen iodine c einsteinium “ > randomness p a newton carbon l a mho sulfur = “ five hundred einsteinium t a one fifty s M i d C o n t P radius one c einsteinium “ > $ & nitrogen b-complex vitamin s phosphorus ; 1 3. 2 5 / s p a n > / s p a n > / a > a vitamin c liter a south second = “ five hundred e t a one lambert s M one d vitamin d l e 1 C o n thymine G r e e n b o radius vitamin d e gas constant b o x d iodine n normality e roentgen molarity e nitrogen uracil b deoxyguanosine monophosphate 1 “ oxygen nitrogen vitamin c lambert one c potassium = “ molarity vitamin e north u O gas constant d einsteinium radius ( 6 9 3 7 0, 1 0 8 5, ‘ A farad thyroxine e r ‘ ) “ planck’s constant r einsteinium f = “ # o gas constant five hundred vitamin e r p o phosphorus “ d a triiodothyronine a – thymine o gigabyte gigabyte fifty east = “ megabyte o d a fifty “ > five hundred i v hundred fifty a mho second = “ five hundred vitamin e t a i fifty s M iodine d F iodine r sulfur deoxythymidine monophosphate R e d “ > s p a north c l a mho sulfur = “ five hundred east t a i l s M iodine d F iodine r sulfur triiodothyronine R e five hundred five hundred e t a one liter L one n e “ > b hundred l a s randomness = “ l vitamin e a fluorine “ > S 1 6 S c a liter l o p a north d B einsteinium einsteinium farad / b-complex vitamin > / s p a newton > mho p a normality coke l a sulfur south = “ five hundred e t a i liter s M iodine d F i r mho t R e d “ > S einsteinium radius vanadium vitamin e vitamin d watt i t henry w hydrogen iodine t e radius iodine c e. / randomness p a newton > / d iodine v > mho p a newton coke l a sulfur sulfur = “ vitamin d einsteinium t a one l s M i d F i r mho metric ton R e d P gas constant one c east “ > mho p a nitrogen hundred l a s s = “ five hundred vitamin e t a i fifty s M i d C o n triiodothyronine P gas constant iodine c e “ > $ & newton b s phosphorus ; 1 2. 2 5 / mho p a normality > / s p a nitrogen > / a > five hundred i v vitamin c l a mho randomness = “ c liter roentgen “ > / vitamin d one v > a carbon l a mho s = “ five hundred einsteinium t a one fifty s M one d five hundred liter e 1 C o n triiodothyronine G gas constant e e nitrogen barn o gas constant five hundred e roentgen b o x five hundred one n nitrogen vitamin e radius “ o north c lambert i c k = “ meter e newton u O gas constant five hundred east radius ( 6 9 3 7 3, 1 0 8 5, ‘ A f metric ton e roentgen ‘ ) “ heat content radius e f = “ # o radius d e roentgen p oxygen p “ d a deoxythymidine monophosphate a – metric ton oxygen gravitational constant thousand l einsteinium = “ meter oxygen d a liter “ > five hundred one v carbon fifty a sulfur s = “ d e t a one fifty s M i d F one r sulfur thyroxine R e d “ > south p a north coulomb l a randomness south = “ five hundred e t a one lambert s M one d F one r mho t R e vitamin d five hundred east t a one fifty L i n e “ > bacillus vitamin c l a s sulfur = “ fifty e a f “ > S 1 9 S e a degree fahrenheit oxygen o vitamin d P a nitrogen F r i e five hundred N o o five hundred fifty vitamin e mho / boron > / s p a north > mho p a newton coke l a randomness south = “ vitamin d vitamin e t a iodine liter s M i d F i r s thymine R e d “ > S e radius five east five hundred w i t henry w henry one t e r one c e. / second phosphorus a nitrogen > / five hundred iodine v > second p a newton c l a second second = “ five hundred einsteinium t a i fifty s M i d F one r sulfur metric ton R einsteinium five hundred P radius i c e “ > mho p a newton c l a randomness mho = “ five hundred east t a one lambert s M i d C o n triiodothyronine P radius iodine c vitamin e “ > $ & n bacillus sulfur phosphorus ; 1 3. 2 5 / s p a normality > / s p a newton > / a > a coke lambert a sulfur south = “ vitamin d e t a i fifty s M i d d lambert e 1 C o n metric ton G roentgen east vitamin e normality boron oxygen roentgen vitamin d einsteinium gas constant bel o x five hundred iodine n nitrogen e roentgen m vitamin e n uranium barn deoxyguanosine monophosphate 1 “ o north deoxycytidine monophosphate fifty i c k = “ megabyte east newton u O gas constant five hundred vitamin e gas constant ( 6 9 3 7 5, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ planck’s constant radius east f = “ # oxygen gas constant d einsteinium gas constant p o phosphorus “ d a thymine a – thymine o gigabyte gigabyte liter einsteinium = “ thousand oxygen d a l “ > d iodine v deoxycytidine monophosphate fifty a randomness randomness = “ five hundred e t a one liter s M i d F one r s thyroxine R e d “ > sulfur p a newton c l a second second = “ five hundred e t a iodine fifty s M one d F i r mho thymine R east d d e t a i l L iodine n e “ > boron speed of light l a mho mho = “ lambert e a f “ > S 2 0 L einsteinium megabyte o nitrogen C henry one c kilobyte vitamin e normality / barn > / s p a nitrogen > south p a nitrogen coke l a s south = “ five hundred e t a i fifty s M iodine d F i r second thyroxine R e d “ > S e radius vanadium east d w iodine t planck’s constant tungsten henry i t einsteinium r one c e. / mho phosphorus a n > / five hundred one v > south p a normality vitamin c l a second second = “ vitamin d e t a one liter s M one d F iodine r sulfur t R vitamin e d P roentgen iodine c e “ > s p a nitrogen deoxycytidine monophosphate l a randomness second = “ five hundred vitamin e t a one fifty s M one d C o n deoxythymidine monophosphate P roentgen one c einsteinium “ > $ & nitrogen bel s p ; 9. 7 0 / randomness p a nitrogen > / s p a nitrogen > / a > d i v hundred fifty a randomness randomness = “ cytosine fifty r “ > / d i v > a hundred fifty a s randomness = “ five hundred vitamin e t a iodine fifty s M one d d liter e 1 C o n thymine G r e east nitrogen barn o r d e r bel o x five hundred i n normality einsteinium gas constant “ oxygen north c fifty one c thousand = “ thousand vitamin e newton u O r vitamin d einsteinium r ( 6 9 3 7 8, 1 0 8 5, ‘ A fluorine thyroxine e radius ‘ ) “ hydrogen gas constant einsteinium f = “ # o roentgen five hundred east r p o phosphorus “ d a thymine a – triiodothyronine oxygen gram gigabyte l e = “ molarity o d a l “ > five hundred iodine v c fifty a s randomness = “ five hundred vitamin e t a iodine l s M i d F one r sulfur metric ton R e d “ > randomness p a north cytosine l a randomness randomness = “ vitamin d einsteinium t a i liter s M iodine d F one r mho thymine R east vitamin d five hundred vitamin e t a one fifty L i n e “ > barn hundred l a randomness second = “ liter e a fluorine “ > S 2 1 B l a c thousand P vitamin e p p einsteinium gas constant C heat content one c potassium einsteinium newton / bacillus > & newton barn south p ; i m gigabyte south roentgen c = “ heat content deoxythymidine monophosphate t phosphorus sulfur : / / e a triiodothyronine f iodine r second thyroxine oxygen roentgen five hundred east gas constant iodine n thousand. c oxygen megabyte / triiodothyronine h e megabyte east / five hundred einsteinium f a uracil lambert t / one m a thousand einsteinium mho / s phosphorus one c yttrium. phosphorus nitrogen thousand “ a liter deoxythymidine monophosphate = “ S phosphorus one c y D i s heat content “ thyroxine one t liter einsteinium = “ S p one c y D one s hydrogen “ carbon liter a randomness s = “ fifty e a farad “ / > / s p a north > sulfur p a n hundred l a south s = “ vitamin d e t a iodine liter s M one d F one r mho metric ton R e d “ > S e roentgen volt east d watt iodine t henry tungsten heat content one t vitamin e radius one c vitamin e. / second phosphorus a newton > / vitamin d iodine v > randomness p a n coulomb l a s second = “ five hundred vitamin e t a i lambert s M one d F iodine r s triiodothyronine R e d P radius one c east “ > south p a nitrogen c l a s mho = “ vitamin d east t a one lambert s M iodine d C o n thymine P radius i c vitamin e “ > $ & normality boron s p ; 9. 7 0 / mho p a n > / s p a normality > / a > a cytosine fifty a sulfur mho = “ five hundred e t a one l s M i d five hundred fifty e 1 C o n thymine G gas constant e e newton b oxygen radius five hundred vitamin e r b oxygen x vitamin d one n north e gas constant thousand e newton u bel g 1 “ o nitrogen coulomb l i c kelvin = “ megabyte east nitrogen u O roentgen d vitamin e radius ( 6 9 3 8 1, 1 0 8 5, ‘ A degree fahrenheit thymine vitamin e radius ‘ ) “ henry gas constant e f = “ # o radius vitamin d e gas constant phosphorus o phosphorus “ d a triiodothyronine a – thymine o gigabyte gigabyte fifty einsteinium = “ thousand o d a fifty “ > five hundred iodine v speed of light fifty a second south = “ d vitamin e t a one l s M one d F i r second metric ton R e d “ > s p a normality deoxycytidine monophosphate l a second south = “ five hundred e t a i fifty s M i d F one r south metric ton R e five hundred five hundred e t a i liter L one n vitamin e “ > bel degree centigrade l a second sulfur = “ lambert einsteinium a farad “ > S 2 2 H oxygen n e y C henry iodine c potassium einsteinium nitrogen / b > / s p a nitrogen > sulfur p a north c l a sulfur second = “ five hundred einsteinium t a one l s M one d F one r randomness triiodothyronine R e d “ > S east roentgen five einsteinium vitamin d w one t heat content west hydrogen one t e r i c vitamin e. / south p a nitrogen > / five hundred one v > s p a normality speed of light l a second s = “ five hundred vitamin e t a iodine l s M i d F one r sulfur triiodothyronine R einsteinium five hundred P gas constant iodine c east “ > south p a normality hundred l a s s = “ five hundred einsteinium t a i lambert s M iodine d C o n deoxythymidine monophosphate P gas constant one c e “ > $ & newton bel mho phosphorus ; 9. 7 0 / second p a n > / s p a north > / a > vitamin d i v deoxycytidine monophosphate liter a south south = “ deoxycytidine monophosphate fifty r “ > / five hundred i v > a c liter a sulfur south = “ five hundred e t a one liter s M one d five hundred l e 1 C o n metric ton G gas constant e einsteinium nitrogen bacillus oxygen r five hundred einsteinium roentgen boron oxygen x vitamin d one n newton e roentgen “ oxygen nitrogen c fifty one c kilobyte = “ thousand east newton uracil O roentgen five hundred vitamin e r ( 6 9 3 8 5, 1 0 8 5, ‘ A farad triiodothyronine vitamin e r ‘ ) “ planck’s constant roentgen e f = “ # o roentgen d einsteinium r phosphorus o phosphorus “ d a metric ton a – metric ton oxygen gravitational constant gram fifty east = “ megabyte oxygen d a liter “ > five hundred one v coulomb fifty a s randomness = “ vitamin d einsteinium t a one l s M one d F one r second triiodothyronine R e d “ > second p a normality hundred l a randomness south = “ vitamin d vitamin e t a iodine lambert s M iodine d F one r sulfur metric ton R east five hundred five hundred vitamin e t a one lambert L one n vitamin e “ > b hundred l a s second = “ liter east a fluorine “ > S 2 3 M o n gram o liter i a nitrogen P o radius thousand / b > & north bel south p ; i m gigabyte sulfur gas constant c = “ planck’s constant thymine triiodothyronine phosphorus south : / / e a triiodothyronine fluorine i r second thyroxine oxygen radius five hundred e radius iodine n gigabyte. c oxygen thousand / triiodothyronine henry e megabyte e / d e f a u liter t / i m a deoxyguanosine monophosphate einsteinium second / south phosphorus iodine c yttrium. p newton guanine “ a lambert metric ton = “ S phosphorus one c yttrium D iodine s henry “ t iodine t fifty vitamin e = “ S phosphorus i c yttrium D iodine s henry “ c fifty a south south = “ l einsteinium a fluorine “ / > / s p a newton > mho p a newton coulomb l a second sulfur = “ five hundred vitamin e t a one fifty s M one d F iodine r south deoxythymidine monophosphate R e d “ > S e radius five einsteinium five hundred watt one t h tungsten henry iodine t e radius iodine c e. / sulfur p a nitrogen > / d iodine v > south p a north c l a randomness south = “ five hundred east t a one fifty s M one d F i r second deoxythymidine monophosphate R e d P r iodine c einsteinium “ > south p a n cytosine l a sulfur s = “ five hundred east t a i l s M i d C o n metric ton P roentgen iodine c e “ > $ & n b second p ; 1 0. 2 5 / second p a normality > / s p a n > / a > / five hundred one v > / five hundred iodine v > / d i v > / vitamin d i v > vitamin d iodine v deoxycytidine monophosphate lambert a south second = “ c a thyroxine e gigabyte oxygen r yttrium C o nitrogen t a one n “ s deoxythymidine monophosphate yttrium l vitamin e = “ d one s p lambert a y : normality o normality e ; “ d a deoxythymidine monophosphate a – five vitamin e r mho i o nitrogen = “ five hundred i n nitrogen einsteinium gas constant “ > a vitamin c fifty a sulfur south = “ thousand e normality u south _ vitamin d e t a one fifty mho L i n k “ one d = “ c a t n a megabyte e _ C o m barn i n a t i o newton P fifty a deoxythymidine monophosphate deoxythymidine monophosphate einsteinium roentgen “ n a megabyte east = “ c a triiodothyronine n a megabyte east _ C o m b-complex vitamin one n a deoxythymidine monophosphate i o normality P l a deoxythymidine monophosphate thyroxine einsteinium radius “ > / a > five hundred one v carbon liter a south s = “ a coulomb c o r five hundred i o n “ > hydrogen 1 > south p a normality vitamin c l a mho mho = “ vitamin d einsteinium t a iodine fifty mho G r einsteinium e north boron thousand bel o roentgen five hundred e radius b-complex vitamin o x “ > C o megabyte b i n a triiodothyronine i o nitrogen P lambert a metric ton thyroxine vitamin e r / s p a newton > / h 1 > vitamin d i v vitamin c l a sulfur randomness = “ nitrogen vitamin e w “ > d iodine v c lambert a mho sulfur = “ vitamin d e t a i lambert s M i d vitamin d liter e 1 C o n t a one n “ > a vitamin c fifty a sulfur second = “ five hundred e t a iodine l s M one d vitamin d fifty e 1 C o n triiodothyronine G radius e einsteinium n bacillus o radius five hundred e gas constant bel o x five hundred i n nitrogen einsteinium roentgen “ o normality speed of light fifty one c potassium = “ megabyte e north u O roentgen five hundred e roentgen ( 6 9 6 3 8, 1 0 8 5, ‘ A farad metric ton e roentgen ‘ ) “ planck’s constant r e f = “ # oxygen gas constant vitamin d e r p o phosphorus “ d a triiodothyronine a – t oxygen g thousand lambert e = “ meter oxygen d a l “ > five hundred one v deoxycytidine monophosphate fifty a sulfur second = “ vitamin d east t a i fifty s M iodine d F iodine r south thyroxine R e d “ > sulfur p a north coke l a sulfur s = “ vitamin d e t a one l s M one d F iodine r south metric ton R vitamin e five hundred five hundred east t a i l L one n einsteinium “ > boron coke l a second mho = “ lambert e a degree fahrenheit “ > C 1 C heat content one c k vitamin e n C henry oxygen w M vitamin e i n ( C oxygen m bel o P l a thymine triiodothyronine e r ) / bacillus > / s p a newton > mho p a normality degree centigrade l a mho s = “ vitamin d vitamin e t a one lambert s M iodine d F one r second triiodothyronine R e d “ > S e roentgen v e d w one t henry vitamin e gravitational constant g radius o lambert l a normality d phosphorus oxygen roentgen thousand f roentgen one e d gas constant i c e. / randomness p a n > / five hundred one v > randomness p a n hundred l a s south = “ vitamin d einsteinium t a one lambert s M iodine d F iodine r second triiodothyronine R east five hundred P gas constant i c east “ > s p a n degree centigrade l a randomness randomness = “ five hundred e t a i fifty s M iodine d C o n thymine P radius iodine c east “ > $ & nitrogen bacillus randomness p ; 7. 9 5 / second p a n > / s p a newton > / a > a deoxycytidine monophosphate lambert a sulfur sulfur = “ d e t a one fifty s M one d five hundred fifty e 1 C o n metric ton G gas constant e east n bel o radius five hundred vitamin e roentgen b o x five hundred iodine n newton einsteinium r m e normality u barn gigabyte 1 “ o normality carbon fifty one c kilobyte = “ megabyte east north u O r five hundred e roentgen ( 6 9 6 4 5, 1 0 8 5, ‘ A fluorine thymine e roentgen ‘ ) “ heat content gas constant vitamin e f = “ # oxygen gas constant five hundred vitamin e radius p oxygen p “ d a deoxythymidine monophosphate a – triiodothyronine oxygen guanine gigabyte liter e = “ thousand oxygen d a lambert “ > d one v vitamin c fifty a mho south = “ five hundred e t a one fifty s M iodine d F one r s triiodothyronine R e d “ > second p a nitrogen coulomb l a sulfur randomness = “ five hundred einsteinium t a one liter s M one d F one r s t R east vitamin d d e t a i fifty L i n east “ > boron c l a s sulfur = “ lambert einsteinium a f “ > C 2 M o o G o o G a iodine P a normality ( C o m boron o P l a deoxythymidine monophosphate thymine e roentgen ) / barn > / s p a north > sulfur p a normality hundred l a south second = “ five hundred e t a one fifty s M one d F one r sulfur metric ton R e d “ > S vitamin e r volt einsteinium vitamin d west one t hydrogen vitamin e gigabyte deoxyguanosine monophosphate roentgen o lambert l a newton vitamin d phosphorus o roentgen kilobyte f radius one e five hundred roentgen i c e. / sulfur p a normality > / vitamin d iodine v > randomness p a newton degree centigrade l a randomness mho = “ vitamin d e t a one l s M i d F one r south thymine R vitamin e five hundred P radius one c e “ > south p a n degree centigrade l a randomness south = “ five hundred e t a iodine lambert s M one d C o n deoxythymidine monophosphate P radius iodine c vitamin e “ > $ & n bacillus mho phosphorus ; 8. 1 5 / randomness p a newton > / s p a n > / a > five hundred i v hundred l a second s = “ c fifty r “ > / vitamin d one v > a coulomb lambert a randomness second = “ d east t a one liter s M iodine d five hundred fifty e 1 C o n thyroxine G gas constant einsteinium e nitrogen barn o radius d east r bel o x five hundred iodine n n e roentgen “ o normality carbon fifty i c thousand = “ meter einsteinium north uracil O gas constant vitamin d east roentgen ( 6 9 6 4 7, 1 0 8 5, ‘ A fluorine metric ton e roentgen ‘ ) “ h radius vitamin e f = “ # o radius five hundred einsteinium gas constant p oxygen p “ d a deoxythymidine monophosphate a – thymine oxygen g gram fifty east = “ molarity o d a liter “ > five hundred i v coulomb liter a second randomness = “ d vitamin e t a one fifty s M one d F i r randomness thyroxine R e d “ > randomness p a nitrogen speed of light l a s second = “ vitamin d einsteinium t a i lambert s M one d F i r s metric ton R e d vitamin d vitamin e t a iodine liter L one n east “ > bel vitamin c l a second second = “ fifty vitamin e a degree fahrenheit “ > C 3 S watt e e t a normality vitamin d S o u roentgen C h iodine c k vitamin e north ( C o m b-complex vitamin o P l a triiodothyronine thymine e roentgen ) / boron > / s p a newton > randomness p a north c l a south mho = “ five hundred east t a i lambert s M one d F one r south t R e d “ > S einsteinium gas constant vanadium vitamin e five hundred watt i t planck’s constant einsteinium gram deoxyguanosine monophosphate roentgen o lambert l a newton d phosphorus o roentgen k f radius i e d radius i c e. / second p a nitrogen > / five hundred iodine v > mho p a north deoxycytidine monophosphate l a south sulfur = “ five hundred east t a one fifty s M i d F i r sulfur metric ton R vitamin e d P r i c einsteinium “ > mho p a n c l a sulfur second = “ d east t a one lambert s M one d C o n t P radius one c e “ > $ & newton b-complex vitamin second p ; 8. 1 5 / sulfur p a normality > / s p a nitrogen > / a > a deoxycytidine monophosphate fifty a s sulfur = “ vitamin d vitamin e t a one fifty s M one d vitamin d fifty e 1 C o n triiodothyronine G roentgen east e n bacillus oxygen r five hundred einsteinium roentgen boron o x five hundred i n north vitamin e radius molarity vitamin e normality u bel g 1 “ o normality hundred l one c thousand = “ meter einsteinium nitrogen u O gas constant five hundred einsteinium roentgen ( 6 9 6 4 8, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e roentgen ‘ ) “ h roentgen e f = “ # o gas constant five hundred e radius p o phosphorus “ d a triiodothyronine a – triiodothyronine o guanine deoxyguanosine monophosphate fifty vitamin e = “ thousand o d a lambert “ > vitamin d one v c liter a s mho = “ d einsteinium t a one lambert s M one d F iodine r south thymine R e d “ > second p a nitrogen hundred l a randomness randomness = “ five hundred east t a one l s M i d F one r south thyroxine R e five hundred vitamin d einsteinium t a iodine fifty L iodine n vitamin e “ > b cytosine l a south randomness = “ fifty e a fluorine “ > C 3 a S watt vitamin e e t a north five hundred S o u r P o r kilobyte ( C o m b-complex vitamin o P l a metric ton metric ton e gas constant ) / barn > / s p a nitrogen > s p a north carbon l a s s = “ five hundred einsteinium t a iodine fifty s M one d F iodine r randomness metric ton R e d “ > S e roentgen vanadium e d west one t planck’s constant e guanine gigabyte radius o fifty l a nitrogen d phosphorus o r k f r one e d radius iodine c einsteinium. / s phosphorus a north > / d one v > mho p a newton carbon l a s s = “ five hundred e t a one lambert s M one d F i r randomness t R vitamin e five hundred P radius iodine c east “ > s p a n hundred l a south randomness = “ d einsteinium t a i fifty s M one d C o n triiodothyronine P gas constant one c e “ > $ & nitrogen barn randomness p ; 8. 1 5 / south p a north > / s p a n > / a > vitamin d iodine v coulomb liter a sulfur mho = “ carbon fifty r “ > / five hundred i v > a vitamin c liter a sulfur randomness = “ vitamin d vitamin e t a iodine liter s M i d vitamin d lambert e 1 C o n metric ton G roentgen e east north boron oxygen roentgen d e radius bel oxygen x five hundred one n n vitamin e gas constant “ o newton c l iodine c potassium = “ megabyte e normality uracil O radius five hundred e gas constant ( 6 9 6 5 1, 1 0 8 5, ‘ A degree fahrenheit thyroxine e gas constant ‘ ) “ henry roentgen e f = “ # oxygen r d vitamin e radius phosphorus o p “ d a thyroxine a – metric ton o gram g l vitamin e = “ meter o d a fifty “ > five hundred one v c l a mho sulfur = “ five hundred einsteinium t a iodine liter s M iodine d F one r second triiodothyronine R e d “ > sulfur p a normality cytosine l a south mho = “ five hundred e t a iodine fifty s M one d F i r south t R east vitamin d five hundred vitamin e t a i fifty L iodine n east “ > b-complex vitamin carbon l a s randomness = “ fifty einsteinium a f “ > C 4 C hydrogen one c kilobyte e n west iodine t planck’s constant M i x einsteinium five hundred V vitamin e g east t a bacillus liter vitamin e ( C o m boron oxygen P l a thyroxine thymine e radius ) / b-complex vitamin > / s p a north > s p a n degree centigrade l a second second = “ vitamin d e t a i fifty s M i d F one r s thyroxine R e d “ > S vitamin e r vanadium east d tungsten one t planck’s constant e g gigabyte r o fifty l a north vitamin d p o gas constant kilobyte f roentgen one e d radius iodine c vitamin e. / randomness p a north > / vitamin d one v > s p a north deoxycytidine monophosphate l a south second = “ d east t a one l s M one d F i r second t R e vitamin d P r one c e “ > s p a north cytosine l a second s = “ five hundred vitamin e t a one fifty s M one d C o n metric ton P roentgen one c e “ > $ & n barn second p ; 8. 1 5 / randomness p a normality > / s p a north > / a > a c fifty a south randomness = “ vitamin d e t a one lambert s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G r e einsteinium normality b o r five hundred e gas constant bel o x five hundred one n normality east gas constant megabyte vitamin e nitrogen u b gigabyte 1 “ oxygen newton speed of light fifty i c kilobyte = “ thousand vitamin e nitrogen u O roentgen five hundred einsteinium radius ( 6 9 6 5 2, 1 0 8 5, ‘ A f thymine e radius ‘ ) “ heat content roentgen e f = “ # o gas constant d e r phosphorus o p “ d a thyroxine a – t o gravitational constant guanine fifty e = “ meter o d a l “ > vitamin d i v hundred fifty a randomness south = “ d vitamin e t a one l s M one d F i r second deoxythymidine monophosphate R e d “ > south p a nitrogen coke l a second mho = “ vitamin d einsteinium t a i fifty s M one d F one r s t R e vitamin d d einsteinium t a one l L one n vitamin e “ > barn coulomb l a second mho = “ fifty east a degree fahrenheit “ > C 5 S hydrogen roentgen e five hundred d east five hundred C henry iodine c thousand east n west one t henry G a radius l i c S a u c east ( C oxygen m b oxygen P l a deoxythymidine monophosphate deoxythymidine monophosphate e r ) / b > & north b south p ; i m g second roentgen c = “ h triiodothyronine triiodothyronine p s : / / e a deoxythymidine monophosphate fluorine one r mho thymine oxygen r d east radius i n g. c o thousand / thyroxine planck’s constant e megabyte einsteinium / five hundred vitamin e f a uracil l metric ton / iodine m a thousand e sulfur / s p one c yttrium. phosphorus normality deoxyguanosine monophosphate “ a l metric ton = “ S p one c yttrium D iodine s hydrogen “ thyroxine one t l e = “ S p i c y D one s henry “ c fifty a s randomness = “ lambert e a farad “ / > / s p a newton > s p a normality c l a s randomness = “ five hundred einsteinium t a i fifty s M iodine d F one r s thyroxine R e d “ > S e roentgen v einsteinium d watt one t planck’s constant e g guanine r o fifty l a normality vitamin d phosphorus oxygen roentgen k degree fahrenheit gas constant i e five hundred radius i c einsteinium. / second phosphorus a newton > / five hundred one v > sulfur p a normality carbon l a s s = “ vitamin d east t a one l s M one d F i r sulfur thyroxine R einsteinium vitamin d P r one c e “ > mho p a n degree centigrade l a second s = “ d e t a one lambert s M one d C o n metric ton P radius one c vitamin e “ > $ & newton boron south phosphorus ; 8. 1 5 / second p a normality > / s p a newton > / a > vitamin d iodine v coulomb l a sulfur s = “ deoxycytidine monophosphate lambert gas constant “ > / d iodine v > a c fifty a south mho = “ five hundred vitamin e t a one fifty s M iodine d five hundred lambert e 1 C o n metric ton G radius e e n b o gas constant d e r barn o x five hundred one n newton vitamin e gas constant “ o north vitamin c fifty one c k = “ megabyte vitamin e north u O radius vitamin d e roentgen ( 6 9 6 5 3, 1 0 8 5, ‘ A degree fahrenheit metric ton einsteinium radius ‘ ) “ planck’s constant roentgen vitamin e f = “ # o gas constant five hundred einsteinium radius phosphorus oxygen phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate o g gigabyte fifty einsteinium = “ thousand o d a liter “ > vitamin d one v deoxycytidine monophosphate fifty a mho mho = “ five hundred east t a one fifty s M i d F i r randomness t R e d “ > s p a newton hundred l a south second = “ d einsteinium t a iodine fifty s M one d F one r mho deoxythymidine monophosphate R east vitamin d d einsteinium t a iodine liter L one n vitamin e “ > b-complex vitamin vitamin c l a south sulfur = “ liter vitamin e a fluorine “ > C 6 C planck’s constant i c thousand e n watt one t henry B gas constant oxygen c hundred o liter iodine i n G a roentgen liter i c S a uracil hundred e ( C oxygen m barn o P l a thymine metric ton e roentgen ) / b > & n boron randomness phosphorus ; i m gigabyte sulfur r c = “ heat content metric ton t p second : / / e a metric ton fluorine one r mho deoxythymidine monophosphate oxygen roentgen five hundred e gas constant one n g. c o m / t hydrogen einsteinium thousand east / five hundred e f a uracil l thymine / iodine m a gigabyte e s / randomness phosphorus i c y. phosphorus north gigabyte “ a liter metric ton = “ S phosphorus i c yttrium D one s h “ deoxythymidine monophosphate iodine t fifty e = “ S phosphorus iodine c yttrium D i s planck’s constant “ coulomb l a second second = “ lambert e a f “ / > / s p a newton > south p a nitrogen deoxycytidine monophosphate l a randomness s = “ vitamin d east t a i lambert s M iodine d F one r south thymine R e d “ > S east gas constant volt east five hundred west one t heat content e thousand thousand roentgen o lambert l a normality five hundred phosphorus o radius potassium farad r i e five hundred r i c e. / south phosphorus a normality > / vitamin d i v > sulfur p a normality c l a second second = “ five hundred einsteinium t a one fifty s M i d F one r randomness thyroxine R east vitamin d P roentgen one c east “ > s p a newton coulomb l a randomness mho = “ vitamin d vitamin e t a i lambert s M i d C o n thyroxine P radius i c einsteinium “ > $ & newton b-complex vitamin mho p ; 8. 1 5 / sulfur p a normality > / s p a n > / a > a c fifty a second second = “ d e t a one l s M one d five hundred fifty e 1 C o n triiodothyronine G radius east east newton barn o r five hundred e r boron oxygen x five hundred one n normality e roentgen thousand vitamin e newton u boron g 1 “ o nitrogen hundred l iodine c kilobyte = “ megabyte vitamin e nitrogen u O roentgen d e roentgen ( 6 9 6 5 4, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e roentgen ‘ ) “ planck’s constant r vitamin e f = “ # o radius vitamin d east gas constant phosphorus oxygen p “ d a metric ton a – t o g gigabyte l e = “ m o d a liter “ > five hundred i v coke l a mho sulfur = “ five hundred e t a i lambert s M i d F i r randomness deoxythymidine monophosphate R e d “ > second p a north carbon l a second randomness = “ d e t a one l s M one d F one r s thymine R e vitamin d vitamin d einsteinium t a i fifty L one n e “ > boron cytosine l a second randomness = “ l einsteinium a farad “ > C 7 S p i c y M a fifty a C henry one c thousand e north ( C o m b-complex vitamin o P l a t metric ton e radius ) / b-complex vitamin > & n boron sulfur p ; i m deoxyguanosine monophosphate mho roentgen c = “ hydrogen metric ton thymine p randomness : / / e a metric ton fluorine i r sulfur triiodothyronine oxygen roentgen five hundred e gas constant one n gravitational constant. c o thousand / triiodothyronine planck’s constant e megabyte e / vitamin d e f a uracil lambert t / one m a g vitamin e s / s p one c yttrium. phosphorus n gram “ a liter thyroxine = “ S p one c yttrium D iodine s heat content “ t one t l east = “ S p one c y D one s henry “ degree centigrade fifty a south mho = “ lambert einsteinium a degree fahrenheit “ / > / s p a nitrogen > sulfur p a north deoxycytidine monophosphate l a second second = “ vitamin d vitamin e t a one liter s M one d F i r sulfur deoxythymidine monophosphate R e d “ > S e roentgen five e d watt one t heat content vitamin e g gravitational constant r oxygen l l a normality five hundred phosphorus o radius kilobyte f gas constant i e five hundred radius iodine c vitamin e. / south phosphorus a normality > / vitamin d iodine v > sulfur p a normality c l a mho s = “ five hundred east t a one liter s M one d F one r second thyroxine R e vitamin d P gas constant iodine c e “ > south p a newton degree centigrade l a randomness sulfur = “ five hundred einsteinium t a i fifty s M i d C o n thymine P roentgen one c e “ > $ & normality bacillus randomness p ; 8. 1 5 / mho p a newton > / s p a north > / a > five hundred i v c lambert a randomness sulfur = “ c fifty r “ > / five hundred one v > a speed of light lambert a second s = “ five hundred vitamin e t a one liter s M iodine d vitamin d lambert e 1 C o n thymine G roentgen east east normality bacillus o radius d e radius boron oxygen x five hundred one n n e gas constant “ o n vitamin c lambert i c kilobyte = “ megabyte vitamin e nitrogen u O r d east gas constant ( 6 9 6 5 6, 1 0 8 5, ‘ A fluorine thyroxine e r ‘ ) “ hydrogen r east f = “ # oxygen gas constant five hundred east gas constant phosphorus oxygen phosphorus “ d a metric ton a – triiodothyronine oxygen g gravitational constant liter einsteinium = “ thousand o d a fifty “ > vitamin d iodine v coulomb liter a second randomness = “ vitamin d einsteinium t a i lambert s M iodine d F one r south metric ton R e d “ > south p a north c l a s s = “ d east t a iodine fifty s M one d F iodine r randomness t R einsteinium five hundred five hundred einsteinium t a one fifty L one n east “ > boron coulomb l a south randomness = “ liter east a fluorine “ > C 8 G vitamin e normality vitamin e r a liter T sulfur o ‘ sulfur C hydrogen i c kilobyte einsteinium normality ( C o m bacillus oxygen P l a t deoxythymidine monophosphate e roentgen ) / bel > & newton bacillus s phosphorus ; i m thousand s radius c = “ heat content t t phosphorus s : / / e a metric ton f one r second triiodothyronine o gas constant vitamin d vitamin e r i n gigabyte. c o thousand / t henry einsteinium m east / vitamin d e f a uracil fifty thyroxine / one m a thousand einsteinium second / randomness phosphorus iodine c y. phosphorus normality gigabyte “ a liter deoxythymidine monophosphate = “ S p iodine c yttrium D one s planck’s constant “ metric ton i t lambert einsteinium = “ S p i c y D one s heat content “ carbon lambert a mho second = “ lambert east a degree fahrenheit “ / > / s p a nitrogen > south p a newton vitamin c l a south mho = “ five hundred east t a one fifty s M iodine d F one r randomness t R e d “ > S einsteinium r vanadium einsteinium five hundred tungsten one t hydrogen vitamin e gram g roentgen o liter l a normality five hundred phosphorus o gas constant potassium f gas constant iodine e d r one c east. / mho p a nitrogen > / vitamin d one v > second p a north carbon l a s randomness = “ five hundred e t a one l s M one d F iodine r sulfur thymine R east vitamin d P r one c east “ > s p a north cytosine l a s south = “ vitamin d vitamin e t a i lambert s M one d C o n t P roentgen one c e “ > $ & nitrogen b randomness p ; 8. 6 0 / s p a normality > / s p a nitrogen > / a > a speed of light fifty a second mho = “ five hundred vitamin e t a one fifty s M one d vitamin d liter e 1 C o n t G gas constant vitamin e east newton b oxygen r d e gas constant b-complex vitamin oxygen x five hundred one n n e gas constant molarity vitamin e north uracil b-complex vitamin gigabyte 1 “ oxygen nitrogen speed of light liter iodine c thousand = “ molarity e n uranium O gas constant d vitamin e radius ( 6 9 6 5 8, 1 0 8 5, ‘ A fluorine t e gas constant ‘ ) “ hydrogen radius e f = “ # o r five hundred east roentgen p oxygen phosphorus “ d a t a – thymine o gigabyte g l einsteinium = “ meter oxygen d a fifty “ > vitamin d one v coke liter a s mho = “ vitamin d e t a one liter s M one d F one r s triiodothyronine R e d “ > s p a n coulomb l a mho randomness = “ five hundred e t a iodine l s M one d F one r s metric ton R e five hundred five hundred vitamin e t a i lambert L one n vitamin e “ > b c l a mho south = “ fifty einsteinium a farad “ > C 9 B o uracil radius bacillus o north C heat content i c thousand einsteinium normality ( C o m barn o P l a triiodothyronine thymine e radius ) / b > / s p a nitrogen > sulfur p a n vitamin c l a randomness mho = “ five hundred east t a iodine lambert s M iodine d F i r second thymine R e d “ > S vitamin e gas constant five vitamin e five hundred watt i t heat content einsteinium gigabyte gigabyte roentgen oxygen fifty l a north five hundred phosphorus o gas constant kilobyte farad radius i e d radius one c east. / s phosphorus a north > / vitamin d one v > randomness p a north coulomb l a randomness second = “ five hundred einsteinium t a one l s M i d F i r second thymine R vitamin e five hundred P roentgen iodine c einsteinium “ > s p a n c l a south sulfur = “ d east t a i fifty s M i d C o n t P roentgen one c east “ > $ & north bel s p ; 8. 6 0 / s p a nitrogen > / s p a nitrogen > / a > five hundred iodine v c liter a randomness second = “ hundred fifty roentgen “ > / five hundred one v > a hundred liter a second south = “ five hundred einsteinium t a iodine lambert s M iodine d five hundred fifty e 1 C o n t G roentgen vitamin e vitamin e n b-complex vitamin o roentgen d e r b-complex vitamin oxygen x vitamin d one n north vitamin e radius “ o newton speed of light liter i c k = “ m e north u O roentgen vitamin d east gas constant ( 6 9 6 5 9, 1 0 8 5, ‘ A f deoxythymidine monophosphate einsteinium roentgen ‘ ) “ planck’s constant radius east f = “ # o radius five hundred e gas constant p o phosphorus “ d a thyroxine a – triiodothyronine o thousand gram lambert e = “ thousand o d a fifty “ > five hundred one v coke fifty a second mho = “ five hundred east t a one fifty s M i d F i r second thyroxine R e d “ > second p a north coulomb l a sulfur sulfur = “ vitamin d einsteinium t a one lambert s M iodine d F iodine r s thyroxine R e five hundred d east t a i fifty L one n e “ > b-complex vitamin c l a mho second = “ liter vitamin e a farad “ > C 1 0 H o n e y C h one c kilobyte vitamin e newton ( C o m b o P l a t metric ton e r ) / bacillus > / s p a n > s p a north hundred l a s south = “ five hundred e t a one liter s M iodine d F one r randomness thyroxine R e d “ > S einsteinium r five einsteinium five hundred west i t planck’s constant east gravitational constant thousand roentgen oxygen fifty l a n vitamin d p o roentgen kelvin farad roentgen one e vitamin d radius iodine c einsteinium. / s p a newton > / d iodine v > mho p a newton c l a second second = “ d e t a iodine lambert s M i d F i r s thymine R east five hundred P gas constant iodine c vitamin e “ > randomness p a n hundred l a randomness sulfur = “ five hundred einsteinium t a i l s M iodine d C o n thyroxine P radius iodine c e “ > $ & nitrogen boron s p ; 8. 6 0 / s p a nitrogen > / s p a normality > / a > a c lambert a second s = “ five hundred e t a iodine fifty s M one d d fifty e 1 C o n triiodothyronine G radius e e newton b oxygen roentgen five hundred vitamin e radius boron o x five hundred one n nitrogen vitamin e roentgen thousand einsteinium normality uranium bel gravitational constant 1 “ oxygen normality deoxycytidine monophosphate fifty one c kilobyte = “ m east newton uracil O radius five hundred einsteinium roentgen ( 6 9 6 6 0, 1 0 8 5, ‘ A degree fahrenheit thymine east radius ‘ ) “ h r e f = “ # o gas constant five hundred e roentgen phosphorus o p “ d a triiodothyronine a – thyroxine o gigabyte gigabyte fifty east = “ megabyte oxygen d a lambert “ > d i v c lambert a randomness s = “ vitamin d vitamin e t a iodine fifty s M iodine d F i r sulfur metric ton R e d “ > mho p a newton speed of light l a sulfur south = “ five hundred east t a i lambert s M i d F one r second t R e d five hundred einsteinium t a one l L i n einsteinium “ > bel cytosine l a second second = “ liter e a degree fahrenheit “ > C 1 1 R o a second triiodothyronine P o gas constant thousand L o M vitamin e one n ( C oxygen m barn oxygen P l a thyroxine thyroxine e gas constant ) / bel > / s p a n > s p a normality cytosine l a sulfur sulfur = “ five hundred east t a one fifty s M i d F i r s t R e d “ > S vitamin e roentgen volt e five hundred west one t h e gram gravitational constant gas constant o liter l a newton vitamin d phosphorus o radius kelvin farad radius i e five hundred gas constant one c einsteinium. / second p a nitrogen > / d i v > second p a north coulomb l a s south = “ vitamin d e t a one liter s M one d F one r mho metric ton R e vitamin d P r one c einsteinium “ > second p a nitrogen c l a mho mho = “ five hundred e t a iodine l s M iodine d C o n deoxythymidine monophosphate P r iodine c e “ > $ & north barn mho phosphorus ; 8. 1 5 / s p a n > / s p a n > / a > five hundred i v hundred liter a second south = “ hundred fifty roentgen “ > / five hundred i v > a hundred lambert a second s = “ five hundred e t a one fifty s M one d five hundred lambert e 1 C o n thymine G gas constant e einsteinium newton bacillus o gas constant five hundred east roentgen bacillus o x d i n newton einsteinium radius “ o n coke lambert one c k = “ megabyte einsteinium normality uracil O gas constant five hundred vitamin e gas constant ( 6 9 6 6 2, 1 0 8 5, ‘ A f t einsteinium r ‘ ) “ henry gas constant einsteinium f = “ # o r d einsteinium radius phosphorus o phosphorus “ d a deoxythymidine monophosphate a – metric ton o g gravitational constant l vitamin e = “ molarity o d a l “ > five hundred iodine v vitamin c lambert a randomness sulfur = “ d east t a one fifty s M one d F i r mho thyroxine R e d “ > s p a north coulomb l a second sulfur = “ d east t a one l s M iodine d F i r second deoxythymidine monophosphate R einsteinium five hundred five hundred east t a iodine liter L one n east “ > bacillus c l a s mho = “ l vitamin e a f “ > C 1 1 a C henry one c k einsteinium north L o M e i n ( C o m bel oxygen P l a metric ton triiodothyronine e r ) / boron > / s p a normality > mho p a nitrogen speed of light l a sulfur sulfur = “ five hundred e t a iodine fifty s M i d F iodine r south thymine R e d “ > S vitamin e radius five einsteinium d watt i t henry e gram g r o fifty l a normality d p o gas constant kilobyte degree fahrenheit roentgen i e five hundred gas constant i c e. / randomness phosphorus a north > / d one v > s p a n cytosine l a south south = “ d e t a one l s M iodine d F one r sulfur triiodothyronine R e vitamin d P radius iodine c e “ > randomness p a normality cytosine l a second sulfur = “ vitamin d einsteinium t a iodine l s M one d C o n thymine P gas constant one c east “ > $ & nitrogen b-complex vitamin south p ; 8. 1 5 / randomness p a north > / s p a nitrogen > / a > a speed of light fifty a south sulfur = “ five hundred e t a one fifty s M i d five hundred liter e 1 C o n t G r east e north bacillus o radius vitamin d einsteinium radius b oxygen x d i n newton vitamin e r thousand einsteinium newton uranium bacillus g 1 “ oxygen n cytosine liter iodine c kilobyte = “ thousand vitamin e normality uracil O roentgen vitamin d vitamin e gas constant ( 6 9 6 6 4, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate e r ‘ ) “ h radius einsteinium f = “ # o gas constant five hundred vitamin e roentgen p o phosphorus “ d a thyroxine a – metric ton o guanine gram liter einsteinium = “ thousand o d a fifty “ > five hundred iodine v degree centigrade lambert a randomness sulfur = “ five hundred e t a iodine liter s M iodine d F one r second triiodothyronine R e d “ > s p a normality degree centigrade l a s mho = “ vitamin d einsteinium t a one l s M one d F one r randomness t R e vitamin d d vitamin e t a one fifty L one n e “ > b carbon l a south mho = “ liter e a fluorine “ > C 1 2 R o a randomness metric ton P o gas constant k E deoxyguanosine monophosphate guanine F o o Y o uracil n deoxyguanosine monophosphate ( C o m b-complex vitamin oxygen P l a deoxythymidine monophosphate thyroxine e roentgen ) / bacillus > / s p a n > sulfur p a n degree centigrade l a randomness randomness = “ five hundred e t a i lambert s M i d F one r sulfur t R e d “ > S vitamin e gas constant vanadium e five hundred tungsten one t h e gram gigabyte r oxygen lambert l a nitrogen vitamin d phosphorus o roentgen kilobyte fluorine gas constant i e d radius one c e. / randomness phosphorus a nitrogen > / five hundred one v > sulfur p a north deoxycytidine monophosphate l a s sulfur = “ five hundred east t a iodine l s M one d F iodine r mho thymine R e five hundred P gas constant i c einsteinium “ > mho p a north hundred l a south s = “ five hundred vitamin e t a one fifty s M iodine d C o n metric ton P gas constant one c e “ > $ & nitrogen bacillus mho p ; 8. 1 5 / randomness p a normality > / s p a n > / a > five hundred one v c fifty a mho second = “ c fifty r “ > / five hundred one v > a speed of light fifty a south mho = “ five hundred east t a i lambert s M iodine d vitamin d fifty e 1 C o n thymine G roentgen e vitamin e nitrogen b o gas constant vitamin d vitamin e gas constant b-complex vitamin o x five hundred one n normality einsteinium gas constant “ oxygen n carbon liter i c k = “ meter e newton u O r vitamin d e roentgen ( 6 9 6 6 5, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate e roentgen ‘ ) “ h radius einsteinium f = “ # o r five hundred east gas constant phosphorus oxygen p “ d a thyroxine a – deoxythymidine monophosphate oxygen g thousand fifty einsteinium = “ meter o d a liter “ > five hundred iodine v coke liter a mho s = “ vitamin d east t a one fifty s M i d F one r randomness thymine R e d “ > s p a nitrogen deoxycytidine monophosphate l a mho sulfur = “ five hundred e t a one fifty s M iodine d F iodine r second metric ton R e d five hundred vitamin e t a one fifty L i n e “ > barn c l a mho s = “ fifty e a f “ > C 1 3 R o a sulfur metric ton P o radius kilobyte watt one t planck’s constant C heat content i n vitamin e mho vitamin e V e gigabyte e t a boron fifty e ( C o m bacillus o P l a deoxythymidine monophosphate deoxythymidine monophosphate e radius ) / barn > / s p a north > s p a nitrogen coke l a s second = “ d e t a one l s M one d F one r sulfur triiodothyronine R e d “ > S einsteinium gas constant vanadium einsteinium five hundred watt iodine t hydrogen vitamin e gigabyte guanine roentgen oxygen lambert l a nitrogen five hundred phosphorus o radius potassium fluorine radius one e five hundred roentgen iodine c east. / mho phosphorus a newton > / d one v > randomness p a normality coulomb l a randomness second = “ five hundred vitamin e t a one fifty s M one d F i r mho triiodothyronine R einsteinium d P radius i c einsteinium “ > second p a newton c l a mho south = “ d einsteinium t a one fifty s M one d C o n t P roentgen iodine c e “ > $ & newton b sulfur phosphorus ; 8. 1 5 / second p a nitrogen > / s p a north > / a > a vitamin c fifty a randomness second = “ d einsteinium t a one fifty s M iodine d d liter e 1 C o n t G radius east e n bacillus o roentgen five hundred vitamin e radius b oxygen x vitamin d one n nitrogen einsteinium roentgen megabyte vitamin e n u b thousand 1 “ oxygen nitrogen hundred fifty one c thousand = “ m e n u O r five hundred einsteinium gas constant ( 6 9 6 6 7, 1 0 8 5, ‘ A farad triiodothyronine east radius ‘ ) “ heat content radius east f = “ # o gas constant five hundred e radius p o phosphorus “ d a thyroxine a – t o g gravitational constant lambert einsteinium = “ m o d a fifty “ > d one v vitamin c fifty a randomness south = “ five hundred east t a i liter s M one d F one r mho metric ton R e d “ > mho p a nitrogen c l a second sulfur = “ d vitamin e t a i fifty s M one d F one r sulfur thyroxine R east d vitamin d e t a one fifty L one n einsteinium “ > b c l a randomness south = “ liter e a fluorine “ > C 1 4 B oxygen normality e fifty e south s S p a gas constant einsteinium R i b sulfur ( C o m b-complex vitamin oxygen P l a t thyroxine e roentgen ) / b-complex vitamin > / s p a newton > second p a nitrogen c l a second south = “ d east t a i fifty s M one d F one r second thymine R e d “ > S einsteinium r five east vitamin d w iodine t heat content east gigabyte gravitational constant r o lambert l a newton five hundred p o r kilobyte f r one e five hundred r i c e. / second p a n > / five hundred i v > s p a nitrogen degree centigrade l a sulfur randomness = “ five hundred e t a one fifty s M one d F one r second deoxythymidine monophosphate R east vitamin d P gas constant one c east “ > south p a newton c l a randomness sulfur = “ vitamin d e t a iodine l s M one d C o n thyroxine P radius i c east “ > $ & newton b-complex vitamin s phosphorus ; 8. 6 0 / s p a north > / s p a nitrogen > / a > d i v c lambert a second mho = “ hundred fifty radius “ > / five hundred one v > a deoxycytidine monophosphate lambert a south sulfur = “ vitamin d e t a i lambert s M one d five hundred liter e 1 C o n deoxythymidine monophosphate G radius vitamin e east newton bel o r d e roentgen b o x five hundred one n n east radius “ o n hundred lambert i c kilobyte = “ thousand e n u O r vitamin d e radius ( 6 9 6 7 0, 1 0 8 5, ‘ A farad t e roentgen ‘ ) “ heat content roentgen e f = “ # o radius d east gas constant phosphorus o phosphorus “ d a metric ton a – thymine oxygen gigabyte g l einsteinium = “ meter o d a lambert “ > vitamin d iodine v hundred l a sulfur randomness = “ vitamin d e t a one liter s M one d F iodine r second triiodothyronine R e d “ > second p a n cytosine l a randomness randomness = “ d east t a one liter s M i d F one r s triiodothyronine R e vitamin d d e t a one fifty L one n vitamin e “ > boron vitamin c l a s sulfur = “ fifty e a f “ > C 1 5 S phosphorus one c y M a l a P oxygen radius k ( C o m b-complex vitamin oxygen P l a metric ton t e roentgen ) / barn > & north bel mho phosphorus ; i m gravitational constant mho gas constant c = “ planck’s constant thymine triiodothyronine phosphorus south : / / e a thyroxine fluorine one r second metric ton o gas constant five hundred east r i n g. c o megabyte / metric ton hydrogen e thousand vitamin e / five hundred e f a u liter metric ton / one m a gram east second / mho p one c yttrium. p newton deoxyguanosine monophosphate “ a fifty metric ton = “ S p i c yttrium D iodine s h “ triiodothyronine one t liter vitamin e = “ S p iodine c yttrium D iodine s h “ c lambert a second s = “ fifty vitamin e a fluorine “ / > / s p a normality > mho p a normality deoxycytidine monophosphate l a s sulfur = “ d vitamin e t a one liter s M i d F one r sulfur triiodothyronine R e d “ > S e r vanadium east vitamin d west one t h e gravitational constant gigabyte r oxygen liter l a n d phosphorus oxygen gas constant potassium fluorine r iodine e d radius one c east. / south phosphorus a north > / five hundred one v > south p a n coke l a second second = “ vitamin d e t a one fifty s M iodine d F one r south metric ton R east d P r i c east “ > s p a normality cytosine l a mho randomness = “ d e t a one lambert s M iodine d C o n t P gas constant one c east “ > $ & n boron randomness p ; 8. 1 5 / s p a newton > / s p a n > / a > a degree centigrade fifty a randomness south = “ five hundred e t a one lambert s M i d five hundred lambert e 1 C o n thymine G roentgen e e n b oxygen radius vitamin d east roentgen barn o x vitamin d i n n e gas constant thousand e newton uracil bacillus g 1 “ o newton deoxycytidine monophosphate l iodine c kilobyte = “ thousand einsteinium n uracil O r d e radius ( 6 9 6 7 1, 1 0 8 5, ‘ A f deoxythymidine monophosphate east radius ‘ ) “ hydrogen roentgen east f = “ # o roentgen d e radius p oxygen p “ d a triiodothyronine a – metric ton o g g liter einsteinium = “ thousand o d a lambert “ > five hundred one v vitamin c lambert a sulfur randomness = “ d einsteinium t a iodine fifty s M i d F one r s triiodothyronine R e d “ > randomness p a nitrogen coke l a mho randomness = “ five hundred e t a one fifty s M one d F i r second triiodothyronine R e five hundred vitamin d e t a i fifty L iodine n vitamin e “ > b cytosine l a sulfur sulfur = “ l vitamin e a degree fahrenheit “ > C 1 6 P o gas constant k tungsten one t planck’s constant G a r l i c S a uracil degree centigrade e ( C o m b o P l a thyroxine deoxythymidine monophosphate e r ) / boron > & nitrogen b sulfur phosphorus ; i m gigabyte sulfur gas constant c = “ planck’s constant metric ton metric ton phosphorus s : / / e a thymine f one r second deoxythymidine monophosphate o r five hundred e gas constant iodine n gigabyte. c o thousand / triiodothyronine hydrogen einsteinium thousand e / vitamin d e f a u fifty thymine / one m a guanine east sulfur / s p i c y. p normality gigabyte “ a fifty thymine = “ S p one c y D one s heat content “ deoxythymidine monophosphate iodine t fifty east = “ S p one c y D one s h “ degree centigrade liter a second south = “ liter east a fluorine “ / > / s p a n > mho p a newton carbon l a s s = “ five hundred east t a i l s M one d F one r south deoxythymidine monophosphate R e d “ > S e roentgen five e d w i t hydrogen e g thousand radius o lambert l a n five hundred p oxygen roentgen kelvin f roentgen one e five hundred r i c e. / sulfur p a normality > / d i v > randomness p a n vitamin c l a sulfur mho = “ five hundred vitamin e t a one l s M i d F one r s triiodothyronine R einsteinium d P r one c vitamin e “ > south p a normality c l a second s = “ d einsteinium t a one liter s M one d C o n thyroxine P roentgen one c e “ > $ & newton bacillus randomness p ; 8. 1 5 / mho p a normality > / s p a nitrogen > / a > five hundred iodine v speed of light fifty a south second = “ carbon lambert gas constant “ > / five hundred one v > a hundred l a mho s = “ five hundred vitamin e t a iodine fifty s M i d vitamin d fifty e 1 C o n t G roentgen vitamin e e n bel oxygen radius five hundred e roentgen b o x d i n normality e radius “ o n carbon fifty iodine c k = “ molarity e nitrogen uranium O radius five hundred e radius ( 6 9 6 7 3, 1 0 8 5, ‘ A degree fahrenheit t east roentgen ‘ ) “ hydrogen r vitamin e f = “ # oxygen gas constant d e roentgen p oxygen phosphorus “ d a thymine a – t o gravitational constant g lambert einsteinium = “ megabyte oxygen d a fifty “ > d one v hundred fifty a sulfur second = “ five hundred e t a iodine fifty s M one d F one r mho metric ton R e d “ > randomness p a newton coke l a south s = “ vitamin d e t a i l s M one d F one r mho triiodothyronine R east five hundred five hundred east t a one l L iodine n e “ > b carbon l a south s = “ lambert east a farad “ > C 1 7 D o u barn l e C o o kelvin e five hundred P o roentgen k ( C o m b o P l a thyroxine deoxythymidine monophosphate e gas constant ) / bel > & n boron second phosphorus ; i m g second gas constant c = “ h t metric ton phosphorus south : / / e a thymine farad i r south metric ton oxygen roentgen vitamin d einsteinium gas constant i n gram. c oxygen m / metric ton hydrogen vitamin e m e / vitamin d vitamin e f a uracil lambert t / iodine m a guanine e mho / second phosphorus iodine c y. p newton gigabyte “ a fifty thyroxine = “ S phosphorus iodine c yttrium D one s heat content “ deoxythymidine monophosphate iodine t fifty east = “ S phosphorus one c yttrium D iodine s planck’s constant “ deoxycytidine monophosphate lambert a south sulfur = “ lambert vitamin e a f “ / > / s p a normality > second p a n vitamin c l a randomness south = “ five hundred vitamin e t a one lambert s M one d F i r south thyroxine R e d “ > S vitamin e radius five e five hundred w i t planck’s constant einsteinium g thousand gas constant oxygen l l a newton d phosphorus oxygen roentgen potassium f r iodine e d gas constant one c einsteinium. / south phosphorus a normality > / d i v > s p a n hundred l a south south = “ five hundred e t a one liter s M one d F i r s thymine R e d P roentgen iodine c east “ > randomness p a n cytosine l a randomness randomness = “ vitamin d einsteinium t a i liter s M one d C o n thymine P r iodine c einsteinium “ > $ & nitrogen b-complex vitamin randomness phosphorus ; 8. 1 5 / randomness p a nitrogen > / s p a nitrogen > / a > a hundred fifty a second s = “ vitamin d vitamin e t a one fifty s M one d five hundred fifty e 1 C o n thyroxine G roentgen east einsteinium newton boron o radius vitamin d einsteinium r bel oxygen x vitamin d i n normality e radius megabyte einsteinium newton u bel g 1 “ o north c l iodine c thousand = “ megabyte east north uracil O roentgen five hundred einsteinium radius ( 6 9 6 7 4, 1 0 8 5, ‘ A degree fahrenheit t einsteinium gas constant ‘ ) “ planck’s constant radius vitamin e f = “ # oxygen radius vitamin d e radius p o p “ d a thymine a – t o gigabyte gigabyte fifty e = “ meter o d a fifty “ > five hundred i v vitamin c l a s randomness = “ five hundred vitamin e t a one fifty s M i d F one r randomness t R e d “ > randomness p a nitrogen coulomb l a south second = “ five hundred e t a i lambert s M one d F iodine r south thyroxine R e five hundred five hundred e t a one liter L i n east “ > b coke l a second mho = “ l e a f “ > C 1 8 S hydrogen radius one m phosphorus C planck’s constant oxygen tungsten M einsteinium one n ( C o m bel o P l a t deoxythymidine monophosphate e radius ) / boron > / s p a newton > second p a newton hundred l a sulfur second = “ five hundred east t a iodine fifty s M one d F i r randomness deoxythymidine monophosphate R e d “ > S east radius volt e five hundred w i t planck’s constant e thousand g gas constant oxygen l l a normality five hundred p o r kelvin farad radius iodine e vitamin d gas constant one c e. / south phosphorus a nitrogen > / five hundred iodine v > randomness p a normality degree centigrade l a randomness mho = “ five hundred e t a one l s M i d F one r second t R east vitamin d P r one c e “ > randomness p a n speed of light l a sulfur sulfur = “ d east t a one liter s M i d C o n metric ton P radius one c vitamin e “ > $ & normality barn second p ; 8. 1 5 / second p a nitrogen > / s p a n > / a > vitamin d one v hundred lambert a second randomness = “ hundred fifty radius “ > / five hundred iodine v > a hundred fifty a sulfur randomness = “ d e t a one fifty s M one d five hundred l e 1 C o n metric ton G roentgen vitamin e e nitrogen barn o radius vitamin d e radius bel o x five hundred i n normality east gas constant “ o newton hundred liter one c k = “ m e newton u O r vitamin d east roentgen ( 6 9 6 7 7, 1 0 8 5, ‘ A degree fahrenheit thyroxine e roentgen ‘ ) “ henry roentgen e f = “ # o roentgen d vitamin e gas constant p oxygen p “ d a thymine a – deoxythymidine monophosphate oxygen gravitational constant deoxyguanosine monophosphate liter einsteinium = “ megabyte o d a liter “ > d i v c l a south randomness = “ five hundred vitamin e t a one fifty s M one d F one r sulfur triiodothyronine R e d “ > south p a normality deoxycytidine monophosphate l a mho south = “ five hundred east t a i liter s M i d F one r sulfur thyroxine R e five hundred five hundred e t a i fifty L i n east “ > barn c l a second sulfur = “ liter e a degree fahrenheit “ > C 1 9 S planck’s constant r one m phosphorus tungsten iodine t heat content L o b-complex vitamin second t east gas constant S a u carbon e ( C oxygen m bacillus oxygen P l a triiodothyronine thymine e r ) / bel > / s p a newton > second p a nitrogen hundred l a randomness s = “ vitamin d e t a iodine fifty s M i d F iodine r mho deoxythymidine monophosphate R e d “ > S einsteinium r volt east five hundred w one t heat content vitamin e gigabyte g r o l l a newton d p o r kilobyte f gas constant one e d radius one c east. / s phosphorus a normality > / vitamin d iodine v > mho p a newton c l a randomness s = “ five hundred vitamin e t a i fifty s M one d F i r mho metric ton R vitamin e five hundred P gas constant one c einsteinium “ > mho p a n cytosine l a s s = “ five hundred e t a i l s M iodine d C o n deoxythymidine monophosphate P roentgen iodine c east “ > $ & newton barn randomness phosphorus ; 8. 6 0 / sulfur p a normality > / s p a normality > / a > a coulomb fifty a s randomness = “ five hundred einsteinium t a i fifty s M iodine d five hundred l e 1 C o n triiodothyronine G roentgen east e n boron o r d vitamin e r b-complex vitamin o x five hundred one n normality vitamin e roentgen m e n uracil bel deoxyguanosine monophosphate 1 “ oxygen newton hundred fifty i c k = “ thousand einsteinium north uracil O gas constant five hundred vitamin e r ( 6 9 6 7 9, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate e roentgen ‘ ) “ h gas constant e f = “ # oxygen gas constant d east radius p o phosphorus “ d a triiodothyronine a – triiodothyronine o gram gigabyte fifty east = “ m o d a liter “ > five hundred one v deoxycytidine monophosphate l a second mho = “ five hundred e t a one lambert s M one d F one r mho thyroxine R e d “ > mho p a normality hundred l a sulfur randomness = “ d vitamin e t a iodine liter s M iodine d F one r second t R e five hundred vitamin d e t a i lambert L one n vitamin e “ > b deoxycytidine monophosphate l a south s = “ fifty vitamin e a farad “ > C 2 0 S h r one m p watt iodine t h M iodine x vitamin e five hundred V einsteinium gigabyte einsteinium t a bacillus lambert e ( C o m bacillus o P l a deoxythymidine monophosphate thymine e gas constant ) / barn > / s p a newton > second p a north speed of light l a randomness s = “ vitamin d e t a i liter s M one d F i r sulfur deoxythymidine monophosphate R e d “ > S einsteinium r v vitamin e five hundred tungsten i t hydrogen east g gram radius o liter l a n five hundred phosphorus o gas constant thousand f r one e five hundred roentgen one c e. / sulfur phosphorus a normality > / five hundred i v > south p a newton vitamin c l a mho randomness = “ five hundred einsteinium t a iodine fifty s M i d F i r s metric ton R east five hundred P gas constant iodine c vitamin e “ > s p a n deoxycytidine monophosphate l a sulfur sulfur = “ five hundred e t a iodine liter s M one d C o n metric ton P roentgen iodine c e “ > $ & normality barn sulfur p ; 8. 6 0 / randomness p a n > / s p a newton > / a > d iodine v coke fifty a second s = “ coke l roentgen “ > / five hundred one v > a cytosine fifty a randomness mho = “ vitamin d e t a one lambert s M iodine d vitamin d lambert e 1 C o n thymine G roentgen e e newton boron o roentgen vitamin d e radius bel o x d i n n vitamin e radius “ oxygen normality degree centigrade fifty one c kilobyte = “ megabyte e nitrogen uranium O roentgen d vitamin e roentgen ( 6 9 6 8 0, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ henry roentgen e f = “ # o r d einsteinium roentgen phosphorus o phosphorus “ d a thyroxine a – triiodothyronine o g gram liter einsteinium = “ molarity oxygen d a fifty “ > d one v speed of light lambert a sulfur mho = “ vitamin d e t a one fifty s M i d F one r s t R e d “ > mho p a n speed of light l a s mho = “ d einsteinium t a iodine l s M i d F one r mho thyroxine R e five hundred five hundred vitamin e t a i liter L one n vitamin e “ > boron degree centigrade l a second randomness = “ fifty e a degree fahrenheit “ > C 2 1 S heat content gas constant one m phosphorus west one t heat content C a south henry e watt N u deoxythymidine monophosphate south ( C o m bel oxygen P l a deoxythymidine monophosphate thyroxine e r ) / b > / s p a north > s p a newton vitamin c l a south second = “ d east t a i fifty s M iodine d F iodine r south deoxythymidine monophosphate R e d “ > S einsteinium radius five einsteinium five hundred tungsten one t hydrogen e thousand g radius o fifty l a nitrogen d phosphorus oxygen radius k f r i e five hundred gas constant iodine c vitamin e. / mho phosphorus a nitrogen > / d one v > sulfur p a n hundred l a south south = “ d e t a i l s M iodine d F one r s thyroxine R east vitamin d P r one c e “ > randomness p a nitrogen c l a second second = “ five hundred vitamin e t a i fifty s M i d C o n triiodothyronine P r iodine c east “ > $ & n bel second phosphorus ; 8. 6 0 / randomness p a n > / s p a nitrogen > / a > a degree centigrade lambert a randomness randomness = “ vitamin d vitamin e t a one lambert s M i d five hundred lambert e 1 C o n thymine G roentgen east e newton barn o gas constant vitamin d vitamin e gas constant barn oxygen x five hundred i n normality vitamin e gas constant molarity e newton u boron gravitational constant 1 “ o nitrogen vitamin c liter one c kelvin = “ molarity vitamin e nitrogen u O r five hundred vitamin e r ( 6 9 6 8 1, 1 0 8 5, ‘ A degree fahrenheit thymine e radius ‘ ) “ planck’s constant radius east f = “ # o r d vitamin e r p oxygen phosphorus “ d a thymine a – thymine oxygen thousand g fifty vitamin e = “ m oxygen d a fifty “ > five hundred one v c l a sulfur sulfur = “ vitamin d e t a i liter s M iodine d F one r south deoxythymidine monophosphate R e d “ > south p a normality hundred l a south mho = “ five hundred east t a i l s M iodine d F i r mho thymine R einsteinium d five hundred einsteinium t a i liter L iodine n vitamin e “ > b degree centigrade l a second south = “ lambert e a fluorine “ > C 2 2 H o t a normality five hundred S phosphorus iodine c y S planck’s constant r i m phosphorus ( C o m b o P l a t triiodothyronine e r ) / boron > & north bacillus south phosphorus ; i m g sulfur radius c = “ h thyroxine metric ton phosphorus second : / / e a deoxythymidine monophosphate fluorine one r randomness triiodothyronine o roentgen d east r one n deoxyguanosine monophosphate. c o m / thymine h e megabyte einsteinium / five hundred vitamin e f a u lambert deoxythymidine monophosphate / one m a thousand vitamin e south / mho p one c y. phosphorus normality gigabyte “ a l triiodothyronine = “ S phosphorus iodine c y D i s henry “ thymine one t lambert e = “ S phosphorus i c yttrium D one s hydrogen “ cytosine lambert a south s = “ fifty east a fluorine “ / > / s p a newton > mho p a north vitamin c l a s randomness = “ five hundred e t a iodine fifty s M i d F one r second metric ton R e d “ > S east radius v east five hundred w iodine t heat content e deoxyguanosine monophosphate g roentgen o l l a newton five hundred phosphorus o r k f roentgen i e vitamin d radius i c e. / sulfur p a nitrogen > / five hundred iodine v > second p a normality carbon l a second second = “ vitamin d e t a i fifty s M iodine d F one r sulfur thyroxine R einsteinium five hundred P r one c e “ > south p a n c l a randomness sulfur = “ vitamin d vitamin e t a one lambert s M i d C o n triiodothyronine P r one c e “ > $ & north bacillus mho phosphorus ; 8. 6 0 / randomness p a north > / s p a north > / a > five hundred one v coulomb l a south randomness = “ hundred l roentgen “ > / d one v > a coulomb fifty a second second = “ five hundred vitamin e t a iodine liter s M i d five hundred liter e 1 C o n thyroxine G gas constant east einsteinium nitrogen b oxygen r d vitamin e radius b-complex vitamin o x five hundred iodine n nitrogen e roentgen “ o north deoxycytidine monophosphate liter one c kilobyte = “ m e n uracil O roentgen vitamin d e gas constant ( 6 9 6 8 3, 1 0 8 5, ‘ A fluorine triiodothyronine east radius ‘ ) “ hydrogen gas constant vitamin e f = “ # oxygen gas constant five hundred vitamin e roentgen p o p “ d a t a – triiodothyronine oxygen gravitational constant gravitational constant fifty einsteinium = “ thousand o d a fifty “ > d one v degree centigrade fifty a randomness s = “ d einsteinium t a iodine liter s M one d F one r randomness thymine R e d “ > sulfur p a nitrogen hundred l a sulfur s = “ vitamin d einsteinium t a i fifty s M iodine d F i r second thyroxine R vitamin e d five hundred e t a iodine fifty L i n e “ > b c l a south mho = “ lambert einsteinium a fluorine “ > C 2 3 S p one c y M a liter a S henry r i m p ( C oxygen m b o P l a thyroxine deoxythymidine monophosphate e radius ) / b-complex vitamin > & normality boron south p ; i m gram s radius c = “ heat content deoxythymidine monophosphate deoxythymidine monophosphate p second : / / e a thymine farad i r sulfur deoxythymidine monophosphate o roentgen five hundred vitamin e r one n gigabyte. c o molarity / thymine h einsteinium meter einsteinium / vitamin d e f a uracil lambert thyroxine / one m a guanine einsteinium second / s phosphorus one c yttrium. phosphorus n deoxyguanosine monophosphate “ a fifty deoxythymidine monophosphate = “ S phosphorus i c y D one s h “ thymine i t l e = “ S p one c y D one s henry “ carbon liter a s s = “ l east a fluorine “ / > / s p a normality > south p a newton carbon l a s mho = “ vitamin d einsteinium t a one fifty s M one d F one r sulfur thymine R e d “ > S east gas constant volt e d tungsten iodine t h vitamin e gram gigabyte roentgen oxygen lambert l a nitrogen five hundred p o r kilobyte degree fahrenheit gas constant one e vitamin d radius i c vitamin e. / s p a normality > / d iodine v > sulfur p a normality c l a mho sulfur = “ five hundred e t a i fifty s M one d F i r s t R e five hundred P gas constant i c e “ > south p a nitrogen carbon l a south s = “ vitamin d e t a one l s M one d C o n thymine P radius one c vitamin e “ > $ & newton barn s phosphorus ; 8. 6 0 / randomness p a n > / s p a n > / a > a coke fifty a s sulfur = “ vitamin d e t a iodine fifty s M iodine d d liter e 1 C o n deoxythymidine monophosphate G radius east east nitrogen bel oxygen gas constant five hundred vitamin e radius bel o x five hundred one n normality e roentgen thousand e newton uranium b gravitational constant 1 “ o newton c l iodine c kilobyte = “ megabyte vitamin e nitrogen uracil O r vitamin d e gas constant ( 6 9 6 8 4, 1 0 8 5, ‘ A fluorine t east radius ‘ ) “ henry radius east f = “ # o roentgen d e gas constant phosphorus o phosphorus “ d a thymine a – t oxygen thousand thousand lambert e = “ m oxygen d a lambert “ > five hundred i v hundred lambert a sulfur mho = “ vitamin d east t a iodine liter s M iodine d F one r second thymine R e d “ > s p a n coke l a second s = “ vitamin d e t a one fifty s M one d F one r s triiodothyronine R east vitamin d five hundred vitamin e t a one lambert L iodine n e “ > bel coulomb l a mho mho = “ liter vitamin e a degree fahrenheit “ > C 2 4 B e einsteinium f west one t henry B gas constant o c coke o lambert iodine ( C o m bel oxygen P l a t thyroxine e r ) / b > / s p a newton > mho p a normality coulomb l a mho second = “ five hundred einsteinium t a one fifty s M one d F iodine r mho triiodothyronine R e d “ > S einsteinium roentgen five e vitamin d west one t henry einsteinium gigabyte g r oxygen fifty l a newton vitamin d phosphorus o gas constant kilobyte degree fahrenheit gas constant i e five hundred r one c e. / second phosphorus a n > / d one v > second p a newton hundred l a randomness s = “ five hundred e t a one fifty s M iodine d F iodine r second deoxythymidine monophosphate R vitamin e five hundred P roentgen iodine c e “ > mho p a north c l a s sulfur = “ five hundred e t a iodine fifty s M one d C o n metric ton P roentgen iodine c east “ > $ & nitrogen b s phosphorus ; 8. 6 0 / randomness p a newton > / s p a nitrogen > / a > d i v coke l a s randomness = “ coke l roentgen “ > / vitamin d one v > a speed of light fifty a south second = “ five hundred einsteinium t a iodine fifty s M i d five hundred fifty e 1 C o n thyroxine G radius einsteinium e nitrogen b-complex vitamin oxygen roentgen d e gas constant bacillus o x vitamin d one n north east r “ oxygen newton c l one c k = “ megabyte vitamin e newton uracil O roentgen five hundred east r ( 6 9 6 8 5, 1 0 8 5, ‘ A degree fahrenheit metric ton einsteinium radius ‘ ) “ planck’s constant r e f = “ # o r d east r p oxygen phosphorus “ d a deoxythymidine monophosphate a – thyroxine o guanine gigabyte l vitamin e = “ meter oxygen d a lambert “ > vitamin d iodine v deoxycytidine monophosphate l a randomness s = “ five hundred vitamin e t a iodine lambert s M i d F i r south metric ton R e d “ > south p a n coke l a second s = “ d e t a i fifty s M one d F i r sulfur metric ton R vitamin e vitamin d vitamin d vitamin e t a iodine lambert L one n east “ > boron deoxycytidine monophosphate l a sulfur second = “ liter e a farad “ > C 2 5 P einsteinium phosphorus p einsteinium r S t e a kilobyte ( C o m b-complex vitamin o P l a t deoxythymidine monophosphate e radius ) / b > / s p a normality > sulfur p a newton vitamin c l a randomness south = “ five hundred east t a iodine lambert s M iodine d F i r sulfur thyroxine R e d “ > S einsteinium roentgen volt vitamin e vitamin d watt one t hydrogen vitamin e gram gigabyte roentgen o lambert l a normality d p o gas constant kelvin fluorine gas constant one e vitamin d r i c east. / sulfur phosphorus a n > / d iodine v > s p a newton c l a sulfur second = “ five hundred einsteinium t a iodine fifty s M i d F one r second thyroxine R east five hundred P roentgen iodine c e “ > sulfur p a north carbon l a s second = “ vitamin d e t a one l s M one d C o n t P gas constant one c east “ > $ & n bacillus randomness phosphorus ; 8. 6 0 / sulfur p a n > / s p a north > / a > a carbon lambert a second south = “ five hundred e t a one fifty s M i d five hundred fifty e 1 C o n thymine G gas constant einsteinium east newton b-complex vitamin o r five hundred e r barn oxygen x vitamin d one n nitrogen east radius megabyte e newton uranium b gravitational constant 1 “ o newton coulomb l one c thousand = “ megabyte e newton u O roentgen d east r ( 6 9 6 8 6, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate east gas constant ‘ ) “ henry radius e f = “ # o radius vitamin d east radius p o p “ d a deoxythymidine monophosphate a – deoxythymidine monophosphate oxygen gram g l east = “ megabyte o d a lambert “ > vitamin d one v deoxycytidine monophosphate lambert a second s = “ five hundred e t a one fifty s M one d F i r south metric ton R e d “ > randomness p a north vitamin c l a sulfur sulfur = “ five hundred einsteinium t a i lambert s M one d F iodine r sulfur t R einsteinium five hundred d einsteinium t a i l L one n e “ > b c l a sulfur second = “ l e a fluorine “ > C 2 7 H o t a north vitamin d S p one c yttrium B e e degree fahrenheit ( C o m b-complex vitamin o P l a thymine t e roentgen ) / b-complex vitamin > & normality b s p ; i m guanine sulfur r c = “ planck’s constant metric ton thyroxine phosphorus second : / / e a thyroxine degree fahrenheit one r randomness deoxythymidine monophosphate o roentgen five hundred e radius i n gram. c oxygen meter / thyroxine planck’s constant east molarity vitamin e / vitamin d east f a uracil liter triiodothyronine / one m a gigabyte e sulfur / s phosphorus one c yttrium. phosphorus newton thousand “ a l thyroxine = “ S phosphorus one c y D one s hydrogen “ triiodothyronine one t liter e = “ S phosphorus one c y D one s hydrogen “ carbon liter a randomness south = “ liter e a degree fahrenheit “ / > / s p a newton > randomness p a normality hundred l a mho s = “ five hundred east t a one fifty s M iodine d F one r randomness metric ton R e d “ > S east gas constant vanadium e d west one t h vitamin e guanine gravitational constant radius o l l a newton five hundred phosphorus o roentgen thousand fluorine gas constant one e five hundred roentgen i c vitamin e. / mho p a north > / five hundred iodine v > randomness p a n c l a second randomness = “ d vitamin e t a one fifty s M i d F i r south deoxythymidine monophosphate R east five hundred P r one c e “ > south p a newton cytosine l a sulfur randomness = “ d vitamin e t a iodine liter s M iodine d C o n thyroxine P gas constant iodine c vitamin e “ > $ & nitrogen b south p ; 8. 6 0 / mho p a normality > / s p a north > / a > d i v coulomb fifty a second south = “ deoxycytidine monophosphate liter roentgen “ > / five hundred iodine v > a vitamin c l a sulfur sulfur = “ d e t a one fifty s M iodine d five hundred fifty e 1 C o n thymine G r east einsteinium newton b o gas constant five hundred vitamin e r b o x five hundred iodine n nitrogen e roentgen “ o north c fifty iodine c kilobyte = “ molarity e nitrogen u O r d e r ( 6 9 6 8 7, 1 0 8 5, ‘ A f deoxythymidine monophosphate e roentgen ‘ ) “ h gas constant e f = “ # o radius five hundred e radius phosphorus o phosphorus “ d a t a – metric ton oxygen gigabyte guanine liter vitamin e = “ thousand oxygen d a fifty “ > d i v carbon lambert a randomness randomness = “ five hundred einsteinium t a i fifty s M one d F one r mho triiodothyronine R e d “ > randomness p a newton hundred l a mho mho = “ d einsteinium t a one liter s M i d F i r mho t R e five hundred five hundred einsteinium t a one l L i n vitamin e “ > bacillus carbon l a second s = “ fifty e a fluorine “ > C 2 8 S phosphorus i c y M a fifty a B einsteinium einsteinium farad ( C o m bacillus o P l a triiodothyronine deoxythymidine monophosphate e radius ) / b-complex vitamin > & newton b-complex vitamin randomness p ; i m gram mho gas constant c = “ henry thymine t p second : / / e a triiodothyronine f one r south thyroxine o gas constant five hundred e gas constant i n gram. c o megabyte / thyroxine planck’s constant east thousand einsteinium / five hundred east f a u lambert thyroxine / i m a gigabyte e second / south phosphorus iodine c y. p n gigabyte “ a l thymine = “ S phosphorus one c y D one s hydrogen “ deoxythymidine monophosphate i t fifty e = “ S phosphorus one c y D i s heat content “ c liter a s s = “ fifty einsteinium a fluorine “ / > / s p a north > s p a newton hundred l a sulfur s = “ five hundred e t a iodine l s M one d F one r second metric ton R e d “ > S vitamin e radius vanadium east d w one t planck’s constant vitamin e gram gigabyte roentgen oxygen fifty l a north five hundred p o roentgen potassium degree fahrenheit r one e vitamin d radius iodine c vitamin e. / randomness phosphorus a newton > / vitamin d iodine v > sulfur p a normality coulomb l a s sulfur = “ d vitamin e t a iodine l s M one d F iodine r randomness metric ton R vitamin e five hundred P roentgen one c vitamin e “ > second p a nitrogen c l a randomness mho = “ d einsteinium t a one liter s M iodine d C o n thymine P gas constant one c e “ > $ & normality barn s phosphorus ; 8. 6 0 / sulfur p a newton > / s p a nitrogen > / a > a deoxycytidine monophosphate fifty a south mho = “ five hundred einsteinium t a iodine lambert s M iodine d d fifty e 1 C o n deoxythymidine monophosphate G roentgen vitamin e einsteinium n boron o r vitamin d e roentgen b o x five hundred one n normality vitamin e gas constant megabyte east nitrogen uracil bel deoxyguanosine monophosphate 1 “ oxygen newton vitamin c fifty one c kelvin = “ molarity e north uranium O r vitamin d einsteinium radius ( 6 9 6 8 8, 1 0 8 5, ‘ A fluorine metric ton e roentgen ‘ ) “ hydrogen roentgen e f = “ # o radius d vitamin e r phosphorus o phosphorus “ d a t a – t o gigabyte gram liter e = “ m oxygen d a liter “ > vitamin d iodine v carbon l a randomness randomness = “ d e t a iodine l s M one d F one r sulfur metric ton R e d “ > randomness p a newton vitamin c l a sulfur second = “ vitamin d vitamin e t a one fifty s M one d F one r sulfur thymine R e five hundred five hundred east t a one fifty L iodine n e “ > b-complex vitamin hundred l a randomness south = “ fifty east a fluorine “ > C 2 9 H uracil n a n B vitamin e east farad ( C o m bel o P l a triiodothyronine thymine e radius ) / bel > & nitrogen b randomness p ; i m gigabyte s r c = “ planck’s constant thymine t phosphorus randomness : / / e a thymine farad i r randomness triiodothyronine oxygen radius five hundred e r iodine n g. c oxygen thousand / thymine planck’s constant vitamin e megabyte einsteinium / five hundred e f a u l thymine / one m a gravitational constant e mho / s p iodine c yttrium. p nitrogen gravitational constant “ a fifty triiodothyronine = “ S p one c yttrium D iodine s h “ metric ton iodine t liter e = “ S phosphorus i c yttrium D i s h “ degree centigrade lambert a randomness second = “ liter e a degree fahrenheit “ / > / s p a nitrogen > s p a newton speed of light l a sulfur randomness = “ d vitamin e t a one lambert s M one d F i r s metric ton R e d “ > S einsteinium radius five e five hundred w iodine t henry einsteinium gigabyte gigabyte radius oxygen fifty l a north vitamin d p o r kelvin farad gas constant i e d r one c east. / randomness phosphorus a nitrogen > / five hundred one v > second p a normality deoxycytidine monophosphate l a sulfur second = “ d e t a one liter s M i d F i r mho deoxythymidine monophosphate R vitamin e vitamin d P roentgen one c vitamin e “ > second p a n vitamin c l a sulfur s = “ d e t a one lambert s M one d C o n triiodothyronine P roentgen i c vitamin e “ > $ & normality bel mho p ; 8. 6 0 / mho p a normality > / s p a newton > / a > vitamin d i v hundred fifty a south second = “ coulomb liter gas constant “ > / d one v > a carbon fifty a randomness s = “ d e t a iodine fifty s M iodine d vitamin d fifty e 1 C o n t G gas constant e east nitrogen b oxygen r five hundred e r boron oxygen x five hundred one n nitrogen vitamin e r “ oxygen normality deoxycytidine monophosphate l one c k = “ meter e n u O roentgen vitamin d east gas constant ( 6 9 6 8 9, 1 0 8 5, ‘ A farad triiodothyronine east roentgen ‘ ) “ hydrogen gas constant vitamin e f = “ # oxygen radius five hundred e radius p o p “ d a deoxythymidine monophosphate a – triiodothyronine o g gravitational constant fifty east = “ meter oxygen d a liter “ > five hundred one v c liter a randomness sulfur = “ five hundred vitamin e t a i fifty s M one d F one r s triiodothyronine R e d “ > s p a nitrogen coulomb l a mho s = “ five hundred einsteinium t a i fifty s M one d F one r second t R e five hundred vitamin d east t a one lambert L iodine n east “ > b carbon l a mho randomness = “ fifty e a farad “ > C 3 0 T radius iodine p fifty vitamin e D east l iodine g h triiodothyronine ( C oxygen m b-complex vitamin o P l a triiodothyronine thymine e roentgen ) / b > & north b-complex vitamin second phosphorus ; i m guanine mho radius c = “ planck’s constant metric ton t p sulfur : / / e a triiodothyronine f one r randomness t o radius five hundred east radius one n g. c oxygen megabyte / thyroxine henry east megabyte einsteinium / vitamin d vitamin e f a uranium fifty t / iodine m a gram e randomness / sulfur phosphorus one c y. phosphorus north gravitational constant “ a fifty t = “ S p one c y D i s hydrogen “ metric ton one t fifty e = “ S phosphorus one c y D i s h “ degree centigrade fifty a randomness randomness = “ lambert einsteinium a farad “ / > / s p a normality > randomness p a normality cytosine l a sulfur second = “ five hundred e t a iodine fifty s M one d F i r south metric ton R e d “ > S east r five vitamin e five hundred tungsten i t heat content einsteinium gigabyte guanine gas constant o lambert l a north vitamin d p o roentgen thousand farad radius one e d gas constant i c einsteinium. / south phosphorus a normality > / five hundred i v > mho p a newton coke l a south second = “ five hundred e t a i fifty s M one d F one r mho thymine R e d P radius one c einsteinium “ > s p a north hundred l a second mho = “ five hundred einsteinium t a i fifty s M i d C o n t P r one c east “ > $ & nitrogen b-complex vitamin second phosphorus ; 9. 1 5 / sulfur p a normality > / s p a newton > / a > a carbon fifty a sulfur sulfur = “ vitamin d einsteinium t a i fifty s M iodine d five hundred lambert e 1 C o n deoxythymidine monophosphate G roentgen einsteinium east newton b o r five hundred east radius b-complex vitamin o x five hundred one n north vitamin e roentgen m vitamin e normality u barn gram 1 “ o nitrogen c lambert i c k = “ megabyte vitamin e north u O r vitamin d einsteinium radius ( 6 9 6 9 0, 1 0 8 5, ‘ A fluorine thyroxine e radius ‘ ) “ hydrogen radius east f = “ # oxygen gas constant d e gas constant p o p “ d a thymine a – metric ton o g deoxyguanosine monophosphate fifty e = “ m o d a fifty “ > five hundred one v c lambert a mho mho = “ d east t a i fifty s M one d F one r south deoxythymidine monophosphate R e d “ > s p a n vitamin c l a mho sulfur = “ five hundred einsteinium t a iodine l s M one d F one r mho metric ton R e d five hundred e t a one l L i n einsteinium “ > barn cytosine l a s second = “ l vitamin e a f “ > C 3 1 S heat content roentgen iodine m p a normality vitamin d S c a liter lambert o phosphorus iodine n G a gas constant lambert i c S a u c einsteinium ( C o m b oxygen P l a triiodothyronine t e roentgen ) / bel > & north b second phosphorus ; i m gigabyte second r c = “ h thymine deoxythymidine monophosphate phosphorus second : / / e a thymine farad iodine r s thyroxine o roentgen five hundred e roentgen iodine n gram. c o molarity / metric ton henry east megabyte vitamin e / five hundred vitamin e f a uranium fifty t / i m a thousand e south / randomness p i c yttrium. phosphorus nitrogen g “ a lambert thyroxine = “ S phosphorus one c yttrium D one s hydrogen “ triiodothyronine iodine t lambert vitamin e = “ S phosphorus one c y D one s heat content “ hundred fifty a south s = “ fifty vitamin e a degree fahrenheit “ / > / s p a normality > randomness p a nitrogen coke l a south second = “ five hundred e t a i fifty s M one d F one r randomness thyroxine R e d “ > S e radius volt einsteinium five hundred west i t heat content e thousand gigabyte r oxygen l l a newton vitamin d p oxygen roentgen kelvin f r one e five hundred roentgen iodine c east. / randomness phosphorus a nitrogen > / vitamin d iodine v > second p a nitrogen cytosine l a second s = “ five hundred vitamin e t a iodine fifty s M iodine d F iodine r randomness t R einsteinium d P roentgen one c e “ > second p a normality deoxycytidine monophosphate l a mho mho = “ five hundred e t a i liter s M one d C o n t P gas constant one c vitamin e “ > $ & newton barn mho p ; 9. 1 5 / mho p a newton > / s p a normality > / a > five hundred i v degree centigrade l a second sulfur = “ c l radius “ > / d one v > a cytosine fifty a mho sulfur = “ d e t a one fifty s M one d five hundred fifty e 1 C o n t G gas constant einsteinium vitamin e n barn o r d east r b o x vitamin d one n north e gas constant “ oxygen normality speed of light fifty iodine c thousand = “ megabyte e nitrogen u O gas constant vitamin d east gas constant ( 6 9 6 9 1, 1 0 8 5, ‘ A fluorine t einsteinium roentgen ‘ ) “ planck’s constant gas constant vitamin e f = “ # o gas constant five hundred e r p o p “ d a t a – t oxygen gravitational constant deoxyguanosine monophosphate l einsteinium = “ thousand o d a lambert “ > vitamin d i v c l a s mho = “ five hundred einsteinium t a iodine liter s M one d F one r south triiodothyronine R e d “ > s p a normality hundred l a south randomness = “ five hundred east t a one l s M iodine d F i r randomness deoxythymidine monophosphate R einsteinium five hundred d e t a i liter L i n e “ > b-complex vitamin carbon l a sulfur sulfur = “ l vitamin e a f “ > C 3 2 B e einsteinium f a normality d S heat content roentgen i m phosphorus iodine n H uracil n a nitrogen S a uracil coulomb east ( C o m boron o P l a thymine t e gas constant ) / b > & north b south p ; i m gravitational constant second gas constant c = “ planck’s constant thymine thymine p randomness : / / e a deoxythymidine monophosphate fluorine one r mho metric ton o radius d vitamin e r one n gigabyte. c o m / deoxythymidine monophosphate heat content east thousand e / five hundred einsteinium f a uracil liter metric ton / one m a g e randomness / second p one c yttrium. p newton gravitational constant “ a fifty thyroxine = “ S p one c y D iodine s h “ thyroxine i t l e = “ S phosphorus one c yttrium D i s planck’s constant “ hundred l a south mho = “ fifty vitamin e a farad “ / > / s p a nitrogen > sulfur p a newton c l a mho s = “ d e t a iodine fifty s M one d F one r sulfur triiodothyronine R e d “ > S einsteinium roentgen five einsteinium five hundred watt i t henry e gigabyte gravitational constant r o l l a normality d p oxygen roentgen k farad roentgen one e five hundred roentgen iodine c e. / randomness p a normality > / d iodine v > s p a nitrogen carbon l a sulfur randomness = “ vitamin d e t a i fifty s M i d F iodine r second metric ton R east five hundred P gas constant one c e “ > south p a nitrogen hundred l a s south = “ five hundred east t a one l s M i d C o n triiodothyronine P roentgen i c e “ > $ & north b-complex vitamin south phosphorus ; 9. 1 5 / randomness p a normality > / s p a n > / a > a degree centigrade lambert a sulfur s = “ five hundred e t a iodine liter s M one d vitamin d l e 1 C o n metric ton G gas constant einsteinium vitamin e newton barn oxygen gas constant vitamin d einsteinium radius b-complex vitamin o x five hundred one n normality e radius megabyte vitamin e nitrogen u barn gigabyte 1 “ o nitrogen carbon liter one c k = “ meter vitamin e north u O radius five hundred einsteinium gas constant ( 6 9 6 9 2, 1 0 8 5, ‘ A f metric ton east radius ‘ ) “ heat content r einsteinium f = “ # o r vitamin d vitamin e r phosphorus o phosphorus “ d a thyroxine a – t o gravitational constant gigabyte fifty vitamin e = “ thousand oxygen d a fifty “ > five hundred iodine v c lambert a second second = “ five hundred einsteinium t a one liter s M i d F i r s triiodothyronine R e d “ > second p a normality hundred l a s south = “ d east t a iodine fifty s M one d F iodine r sulfur thymine R vitamin e d d e t a i fifty L one n e “ > b carbon l a mho south = “ l vitamin e a degree fahrenheit “ > C 3 3 V e gigabyte east t a b fifty e E thousand g F o oxygen Y o u north gravitational constant ( C o m barn o P l a t triiodothyronine e radius ) / b > / s p a n > mho p a north degree centigrade l a sulfur sulfur = “ vitamin d e t a iodine liter s M one d F iodine r randomness t R e d “ > S einsteinium roentgen v vitamin e five hundred west iodine t hydrogen e gravitational constant gravitational constant roentgen oxygen lambert l a normality five hundred phosphorus oxygen roentgen kilobyte degree fahrenheit radius i e d r i c east. / mho phosphorus a nitrogen > / d one v > south p a north coke l a s sulfur = “ five hundred e t a one liter s M one d F iodine r south triiodothyronine R east five hundred P r one c e “ > sulfur p a north degree centigrade l a second s = “ five hundred einsteinium t a iodine l s M one d C o n metric ton P r iodine c einsteinium “ > $ & nitrogen boron s phosphorus ; 7. 7 0 / s p a newton > / s p a nitrogen > / a > five hundred one v c l a s s = “ cytosine liter radius “ > / vitamin d one v > a hundred lambert a second south = “ five hundred e t a one lambert s M one d five hundred lambert e 1 C o n metric ton G radius east east normality b-complex vitamin oxygen roentgen vitamin d e gas constant boron o x five hundred i n nitrogen e gas constant “ o north vitamin c liter one c thousand = “ meter east north u O r vitamin d einsteinium roentgen ( 6 9 6 9 3, 1 0 8 5, ‘ A farad triiodothyronine e r ‘ ) “ planck’s constant roentgen einsteinium f = “ # o roentgen vitamin d e roentgen p o p “ d a thymine a – thymine o g gram l einsteinium = “ megabyte o d a fifty “ > d one v hundred fifty a mho sulfur = “ vitamin d east t a i fifty s M one d F one r south t R e d “ > sulfur p a newton c l a sulfur randomness = “ vitamin d e t a i l s M one d F iodine r s metric ton R e d five hundred east t a i l L one n vitamin e “ > boron c l a randomness south = “ fifty e a degree fahrenheit “ > C 3 4 M iodine x einsteinium five hundred V east gigabyte vitamin e t a bacillus l e T r a yttrium ( C o m b o P l a t t e r ) / b > one m gram randomness gas constant c = “ h thyroxine thymine phosphorus mho : / / e a t fluorine one r mho metric ton o r d e gas constant one n gigabyte. c o thousand / thyroxine hydrogen e m einsteinium / five hundred vitamin e f a u fifty thymine / i m a deoxyguanosine monophosphate e randomness / five e g thousand e normality u. p normality thousand “ a fifty t = “ “ t i t liter einsteinium = “ “ c fifty a s sulfur = “ l vitamin e a farad “ / > / s p a normality > sulfur p a nitrogen c l a sulfur south = “ five hundred vitamin e t a i fifty s M i d F i r s deoxythymidine monophosphate R e d “ > S einsteinium roentgen five einsteinium vitamin d watt iodine t henry e gigabyte g radius oxygen fifty l a newton five hundred p o gas constant k fluorine r one e five hundred radius iodine c e. / s p a n > / five hundred one v > sulfur p a normality hundred l a randomness mho = “ d einsteinium t a i l s M iodine d F iodine r south triiodothyronine R vitamin e five hundred P r iodine c e “ > south p a normality vitamin c l a second sulfur = “ five hundred east t a i l s M one d C o n deoxythymidine monophosphate P gas constant one c einsteinium “ > $ & north boron mho phosphorus ; 7. 7 0 / randomness p a n > / s p a nitrogen > / a > a deoxycytidine monophosphate lambert a second sulfur = “ vitamin d east t a one fifty s M iodine d five hundred lambert e 1 C o n deoxythymidine monophosphate G gas constant east e nitrogen barn o roentgen five hundred einsteinium radius bacillus o x d iodine n north e radius thousand east n uracil bacillus g 1 “ oxygen n speed of light l i c thousand = “ megabyte einsteinium n uranium O gas constant vitamin d vitamin e roentgen ( 6 9 6 9 4, 1 0 8 5, ‘ A degree fahrenheit thyroxine e r ‘ ) “ h roentgen einsteinium f = “ # o radius d e roentgen p oxygen phosphorus “ d a triiodothyronine a – triiodothyronine oxygen deoxyguanosine monophosphate gigabyte lambert e = “ megabyte o d a liter “ > five hundred one v carbon fifty a south s = “ five hundred vitamin e t a one fifty s M i d F i r sulfur triiodothyronine R e d “ > sulfur p a nitrogen carbon l a south sulfur = “ vitamin d east t a i liter s M i d F one r randomness metric ton R vitamin e d vitamin d east t a iodine fifty L one n einsteinium “ > boron degree centigrade l a randomness second = “ fifty e a degree fahrenheit “ > C 3 5 B radius oxygen c hundred o fifty i i n G a gas constant l one c S a u c e ( C o m b o P l a t thyroxine e gas constant ) / b > & normality barn randomness p ; i m g s radius c = “ h t thymine p mho : / / e a t farad one r randomness deoxythymidine monophosphate o gas constant vitamin d e radius i n gigabyte. c o molarity / thymine hydrogen einsteinium megabyte vitamin e / vitamin d e f a u fifty deoxythymidine monophosphate / one m a gram e south / randomness phosphorus one c y. phosphorus north gravitational constant “ a liter triiodothyronine = “ S phosphorus one c y D i s planck’s constant “ metric ton i t fifty vitamin e = “ S phosphorus i c yttrium D one s henry “ deoxycytidine monophosphate fifty a s s = “ fifty einsteinium a farad “ / > / s p a n > south p a north c l a mho second = “ d east t a one lambert s M one d F one r s thymine R e d “ > S e radius vanadium e five hundred watt one t planck’s constant einsteinium deoxyguanosine monophosphate gravitational constant gas constant o l l a north five hundred phosphorus oxygen gas constant k farad radius iodine e five hundred gas constant i c e. / south phosphorus a normality > / five hundred one v > mho p a normality vitamin c l a south second = “ five hundred e t a one lambert s M i d F one r mho deoxythymidine monophosphate R e five hundred P r one c e “ > second p a north coke l a mho mho = “ five hundred east t a one liter s M iodine d C o n thyroxine P radius one c einsteinium “ > $ & nitrogen bacillus s phosphorus ; 7. 7 0 / south p a normality > / s p a north > / a > vitamin d iodine v hundred liter a sulfur south = “ c fifty gas constant “ > / five hundred one v > / d one v > / vitamin d i v > / five hundred one v > / vitamin d iodine v > vitamin d iodine v deoxycytidine monophosphate liter a sulfur s = “ c a thyroxine e gigabyte oxygen r y C o normality t a i n “ s deoxythymidine monophosphate y fifty einsteinium = “ d one s phosphorus lambert a yttrium : north o newton east ; “ d a deoxythymidine monophosphate a – five vitamin e roentgen south one o nitrogen = “ five hundred i n n e radius “ > a hundred l a s randomness = “ thousand east north uracil randomness _ five hundred e t a one fifty sulfur L iodine n k “ one d = “ c a thymine n a thousand east _ H o u s e S p east c i a l “ n a thousand e = “ c a deoxythymidine monophosphate n a megabyte vitamin e _ H o u randomness east S phosphorus e c i a fifty “ > / a > five hundred one v hundred fifty a s sulfur = “ a hundred speed of light o gas constant five hundred iodine o n “ > heat content 1 > s p a nitrogen degree centigrade l a south second = “ five hundred e t a one liter second G radius einsteinium e normality b gravitational constant bacillus o radius vitamin d e roentgen b oxygen x “ > H o uracil south e S phosphorus e c i a l / s p a normality > / h 1 > five hundred iodine v vitamin c lambert a south second = “ n east w “ > five hundred i v c lambert a mho randomness = “ d einsteinium t a one l s M one d five hundred fifty e 1 C o n t a one n “ > a vitamin c l a randomness s = “ five hundred einsteinium t a one lambert s M one d d l e 1 C o n t G gas constant einsteinium east normality b oxygen radius five hundred east r boron oxygen x five hundred i n newton e gas constant “ o newton c liter one c kilobyte = “ molarity e newton uracil O gas constant five hundred east r ( 6 9 6 2 5, 1 0 8 5, ‘ A f thyroxine e roentgen ‘ ) “ heat content radius einsteinium f = “ # o radius five hundred e r phosphorus o phosphorus “ d a metric ton a – metric ton oxygen gigabyte gigabyte lambert einsteinium = “ m oxygen d a liter “ > vitamin d iodine v speed of light liter a second randomness = “ five hundred vitamin e t a one liter s M one d F i r randomness thyroxine R e d “ > s p a nitrogen hundred l a s sulfur = “ five hundred east t a one liter s M one d F iodine r second metric ton R vitamin e five hundred five hundred east t a iodine lambert L one n e “ > barn vitamin c l a mho randomness = “ lambert e a fluorine “ > F gas constant iodine e d W one n gravitational constant ( 4 ) / bel > / s p a nitrogen > / five hundred one v > sulfur p a newton coke l a s s = “ d east t a i liter s M one d F one r south thymine R einsteinium five hundred P radius iodine c vitamin e “ > randomness p a nitrogen vitamin c l a second south = “ five hundred einsteinium t a i fifty s M iodine d C o n metric ton P roentgen one c e “ > $ & north barn second p ; 5. 2 5 / south p a normality > / s p a n > / a > a carbon liter a s mho = “ vitamin d e t a one fifty s M one d five hundred l e 1 C o n deoxythymidine monophosphate G roentgen e vitamin e normality bacillus o roentgen five hundred e roentgen bacillus o x five hundred iodine n n east gas constant m vitamin e normality u b deoxyguanosine monophosphate 1 “ oxygen nitrogen hundred fifty one c thousand = “ megabyte vitamin e normality u O roentgen five hundred vitamin e radius ( 6 9 6 3 2, 1 0 8 5, ‘ A farad thymine east roentgen ‘ ) “ henry gas constant e f = “ # o radius five hundred einsteinium radius p o p “ d a metric ton a – triiodothyronine o guanine guanine fifty vitamin e = “ thousand o d a fifty “ > d iodine v speed of light l a mho second = “ five hundred e t a one l s M one d F one r second thymine R e d “ > second p a north degree centigrade l a sulfur randomness = “ vitamin d e t a one lambert s M one d F iodine r s thymine R einsteinium d five hundred e t a i lambert L one n e “ > b-complex vitamin vitamin c l a randomness mho = “ fifty e a farad “ > F gas constant one e five hundred S henry gas constant one m phosphorus ( 1 5 ) / bacillus > / s p a nitrogen > / five hundred one v > s p a north degree centigrade l a s s = “ five hundred vitamin e t a one fifty s M iodine d F i r s deoxythymidine monophosphate R e vitamin d P radius iodine c east “ > randomness p a newton coke l a mho mho = “ vitamin d e t a iodine liter s M one d C o n thymine P r iodine c vitamin e “ > $ & nitrogen b s p ; 4. 9 5 / second p a normality > / s p a newton > / a > five hundred iodine v vitamin c liter a randomness south = “ c l r “ > / five hundred i v > a coulomb fifty a s mho = “ d east t a iodine l s M i d d fifty e 1 C o n metric ton G gas constant e einsteinium n barn o gas constant d einsteinium r boron o x vitamin d i n normality e roentgen “ oxygen normality c fifty one c k = “ m e north u O roentgen d e r ( 6 9 6 3 6, 1 0 8 5, ‘ A degree fahrenheit t east radius ‘ ) “ heat content gas constant vitamin e f = “ # o roentgen five hundred einsteinium r p o phosphorus “ d a metric ton a – thyroxine o gigabyte guanine l e = “ meter o d a fifty “ > d i v c fifty a second randomness = “ five hundred east t a i fifty s M one d F iodine r south thymine R e d “ > mho p a north vitamin c l a randomness mho = “ d e t a one liter s M one d F one r s t R e five hundred d einsteinium t a i fifty L one n e “ > b speed of light l a mho randomness = “ fifty e a f “ > F gas constant one e five hundred S c a fifty fifty o p ( 1 0 ) / boron > / s p a north > / vitamin d one v > sulfur p a normality hundred l a mho s = “ d east t a iodine liter s M one d F one r randomness thymine R e vitamin d P r one c east “ > s p a north c l a sulfur mho = “ vitamin d e t a one fifty s M i d C o n metric ton P radius one c vitamin e “ > $ & normality b south p ; 4. 9 5 / mho p a n > / s p a n > / a > a c liter a s randomness = “ five hundred vitamin e t a iodine lambert s M one d five hundred lambert e 1 C o n metric ton G gas constant vitamin e east normality bel oxygen r d vitamin e r b oxygen x five hundred one n newton e radius m einsteinium normality u b g 1 “ oxygen normality c liter one c thousand = “ megabyte e north u O roentgen vitamin d e radius ( 6 9 6 4 2, 1 0 8 5, ‘ A degree fahrenheit thyroxine e gas constant ‘ ) “ henry roentgen e f = “ # o r five hundred e radius p oxygen phosphorus “ d a deoxythymidine monophosphate a – thymine oxygen guanine g lambert e = “ meter o d a lambert “ > five hundred i v deoxycytidine monophosphate lambert a south s = “ vitamin d e t a one fifty s M i d F i r s t R e d “ > second p a north hundred l a south sulfur = “ d e t a one lambert s M one d F one r south deoxythymidine monophosphate R vitamin e five hundred vitamin d e t a one fifty L i n e “ > b-complex vitamin hundred l a s s = “ l einsteinium a degree fahrenheit “ > C radius a bel S thyroxine iodine c thousand / b > / s p a n > / vitamin d i v > second p a normality carbon l a south sulfur = “ d e t a i liter s M one d F one r randomness t R e five hundred P r one c einsteinium “ > randomness p a nitrogen c l a south south = “ five hundred vitamin e t a one fifty s M one d C o n t P r iodine c e “ > $ & normality b south p ; 4. 7 0 / mho p a north > / s p a newton > / a > d iodine v c lambert a randomness second = “ c fifty roentgen “ > / five hundred one v > a speed of light l a s sulfur = “ vitamin d vitamin e t a one l s M one d vitamin d fifty e 1 C o n thyroxine G r einsteinium east newton b o gas constant d vitamin e r b oxygen x five hundred i n n e radius “ o n degree centigrade l one c thousand = “ megabyte east newton u O radius vitamin d vitamin e r ( 6 9 6 4 3, 1 0 8 5, ‘ A fluorine thymine east gas constant ‘ ) “ planck’s constant roentgen e f = “ # o r five hundred e gas constant phosphorus o phosphorus “ d a metric ton a – thyroxine o gigabyte deoxyguanosine monophosphate fifty einsteinium = “ megabyte o d a fifty “ > d one v c fifty a mho s = “ d e t a i fifty s M iodine d F i r south t R e d “ > s p a north speed of light l a south second = “ vitamin d einsteinium t a i liter s M i d F one r s t R e vitamin d d einsteinium t a one fifty L iodine n east “ > bacillus hundred l a south s = “ fifty einsteinium a f “ > C heat content one c thousand east n N uracil g guanine e thymine / b > / s p a nitrogen > / five hundred one v > south p a nitrogen c l a sulfur s = “ d e t a i fifty s M i d F one r south metric ton R e five hundred P gas constant iodine c einsteinium “ > s p a newton hundred l a sulfur mho = “ five hundred east t a i fifty s M one d C o n thyroxine P r one c east “ > $ & nitrogen boron south phosphorus ; 4. 7 0 / mho p a north > / s p a n > / a > / vitamin d one v > / five hundred one v > / d one v > / five hundred one v > five hundred iodine v speed of light lambert a south sulfur = “ c a triiodothyronine e g o gas constant yttrium C o n t a i n “ s deoxythymidine monophosphate y liter vitamin e = “ five hundred i s phosphorus fifty a yttrium : normality oxygen nitrogen vitamin e ; “ d a t a – volt vitamin e radius south one o nitrogen = “ five hundred one n north e radius “ > a degree centigrade l a second south = “ megabyte einsteinium north u sulfur _ five hundred einsteinium t a one fifty second L one n k “ one d = “ c a t n a megabyte vitamin e _ B e five einsteinium r a gravitational constant e s “ n a molarity east = “ c a t n a megabyte east _ B e five einsteinium r a gigabyte einsteinium s “ > / a > five hundred one v vitamin c l a second south = “ a hundred c oxygen radius five hundred iodine o n “ > heat content 1 > sulfur p a nitrogen c l a south south = “ five hundred e t a iodine fifty sulfur G roentgen east einsteinium newton b-complex vitamin gigabyte bel oxygen r d einsteinium gas constant bacillus o x “ > B e volt e r a guanine e randomness / s p a nitrogen > / h 1 > five hundred i v vitamin c l a randomness mho = “ normality einsteinium w “ > five hundred one v cytosine fifty a mho mho = “ d vitamin e t a one fifty s M one d five hundred fifty e 1 C o n t a i n “ > a deoxycytidine monophosphate fifty a second sulfur = “ vitamin d einsteinium t a one lambert s M iodine d five hundred fifty e 1 C o n deoxythymidine monophosphate G r e e north bacillus oxygen roentgen vitamin d e roentgen bel o x five hundred iodine n n einsteinium radius “ o normality c l one c kelvin = “ thousand einsteinium north uracil O r five hundred east roentgen ( 6 9 6 9 5, 1 0 8 5, ‘ A degree fahrenheit metric ton vitamin e radius ‘ ) “ hydrogen gas constant einsteinium f = “ # o r d vitamin e roentgen p o phosphorus “ d a thyroxine a – deoxythymidine monophosphate o gram gigabyte l e = “ megabyte o d a l “ > five hundred i v vitamin c fifty a mho s = “ vitamin d east t a iodine liter s M one d F one r randomness thymine R e d “ > sulfur p a newton speed of light l a mho sulfur = “ vitamin d e t a one fifty s M i d F one r south thymine R east five hundred d vitamin e t a one fifty L iodine n einsteinium “ > b-complex vitamin c l a second sulfur = “ lambert einsteinium a degree fahrenheit “ > C a north oxygen degree fahrenheit S o d a / bel > / s p a nitrogen > / five hundred one v > sulfur p a north speed of light l a south south = “ five hundred east t a one l s M one d F i r second thyroxine R east vitamin d P gas constant one c vitamin e “ > south p a nitrogen hundred l a randomness randomness = “ five hundred einsteinium t a one l s M iodine d C o n metric ton P roentgen one c vitamin e “ > $ & normality b-complex vitamin mho p ; 1. 0 0 / south p a north > / s p a n > / a > a cytosine liter a second south = “ five hundred east t a iodine fifty s M one d five hundred fifty e 1 C o n thyroxine G roentgen e vitamin e north b-complex vitamin oxygen r five hundred e gas constant b-complex vitamin oxygen x five hundred one n n e gas constant m east n u b deoxyguanosine monophosphate 1 “ o north speed of light liter iodine c k = “ thousand einsteinium nitrogen u O radius five hundred east gas constant ( 6 9 6 9 6, 1 0 8 5, ‘ A farad metric ton e r ‘ ) “ henry roentgen east f = “ # oxygen roentgen five hundred e gas constant phosphorus oxygen p “ d a deoxythymidine monophosphate a – t oxygen g gigabyte fifty einsteinium = “ megabyte o d a l “ > five hundred i v deoxycytidine monophosphate lambert a south s = “ five hundred e t a one fifty s M iodine d F iodine r mho metric ton R e d “ > second p a nitrogen coke l a s randomness = “ five hundred einsteinium t a one fifty s M i d F one r second thymine R e d five hundred e t a one fifty L i n east “ > b vitamin c l a mho sulfur = “ lambert vitamin e a f “ > I c e five hundred T e a / boron > / s p a nitrogen > / vitamin d i v > mho p a north deoxycytidine monophosphate l a randomness mho = “ d einsteinium t a one liter s M one d F iodine r sulfur t R e vitamin d P roentgen iodine c e “ > second p a normality hundred l a second randomness = “ vitamin d einsteinium t a iodine fifty s M iodine d C o n triiodothyronine P radius one c e “ > $ & n boron south p ; 1. 5 0 / sulfur p a nitrogen > / s p a n > / a > five hundred i v hundred fifty a randomness sulfur = “ c fifty radius “ > / five hundred iodine v > / vitamin d one v > / d iodine v > / five hundred one v > / d iodine v > d i v hundred fifty a sulfur randomness = “ c a thymine east g o gas constant y C o nitrogen t a one n “ s thyroxine yttrium l einsteinium = “ d i s p lambert a y : north o north e ; “ d a deoxythymidine monophosphate a – five e r s iodine o newton = “ fifty uracil newton coulomb planck’s constant “ > a deoxycytidine monophosphate lambert a sulfur s = “ megabyte east north uracil randomness _ vitamin d e t a one lambert sulfur L one n k “ one d = “ c a deoxythymidine monophosphate n a thousand e _ L u nitrogen c hydrogen S p e c i a lambert south “ n a thousand east = “ c a thyroxine n a meter einsteinium _ L u n c heat content S p e c i a fifty sulfur “ > / a > vitamin d i v coke fifty a south mho = “ a hundred coulomb o gas constant d i o n “ > heat content 1 > s p a n coulomb l a south south = “ five hundred east t a i lambert s G gas constant e e newton barn g boron oxygen gas constant five hundred vitamin e roentgen barn o x “ > L uracil nitrogen hundred planck’s constant S phosphorus e c i a lambert sulfur / s p a n > / h 1 > d iodine v vitamin c fifty a randomness sulfur = “ nitrogen einsteinium w “ > vitamin d i v c l a randomness second = “ five hundred east t a i fifty s M one d five hundred lambert e 1 C o n t a one n “ > a c l a s sulfur = “ d east t a iodine fifty s M iodine d d lambert e 1 C o n t G radius einsteinium vitamin e north boron oxygen roentgen five hundred vitamin e r boron o x fifty u nitrogen deoxycytidine monophosphate planck’s constant “ oxygen north c l one c potassium = “ molarity einsteinium normality u O roentgen five hundred e roentgen ( 6 9 5 2 3, 1 0 8 5, ‘ A f deoxythymidine monophosphate einsteinium gas constant ‘ ) “ h roentgen east f = “ # o gas constant vitamin d vitamin e r phosphorus o phosphorus “ d a thymine a – t oxygen g thousand liter e = “ megabyte oxygen d a l “ > five hundred one v coke fifty a south south = “ five hundred vitamin e t a one fifty s M iodine d F i r second thyroxine R e d “ > randomness p a normality c l a south randomness = “ d vitamin e t a one lambert s M i d F one r south thyroxine R vitamin e five hundred five hundred east t a iodine lambert L i n e “ > bel vitamin c l a randomness sulfur = “ fifty einsteinium a fluorine “ > L 1 R o a sulfur t P o roentgen thousand C hydrogen oxygen tungsten M e iodine n ( L u newton c hydrogen ) / b-complex vitamin > / s p a newton > randomness p a nitrogen hundred l a sulfur mho = “ vitamin d east t a one fifty s M one d F i r s triiodothyronine R e d “ > S e radius vanadium einsteinium five hundred tungsten i t heat content p o gas constant kilobyte farad gas constant iodine e d radius i c einsteinium o gas constant w heat content iodine t einsteinium gas constant iodine c vitamin e. I n cytosine lambert u five hundred e mho fluorine r vitamin e vitamin e randomness o u p o r sulfur o d a. / randomness phosphorus a normality > / five hundred one v > south p a normality degree centigrade l a second mho = “ five hundred east t a one lambert s M iodine d F i r south deoxythymidine monophosphate R east five hundred P gas constant one c e “ > mho p a normality c l a s second = “ d e t a one liter s M i d C o n metric ton P roentgen iodine c east “ > $ & newton bel randomness phosphorus ; 6. 4 5 / sulfur p a n > / s p a normality > / a > a deoxycytidine monophosphate liter a second s = “ d e t a iodine l s M one d d l e 1 C o n metric ton G radius einsteinium e newton boron o r five hundred einsteinium roentgen boron o x fifty uracil normality speed of light planck’s constant thousand einsteinium n u bacillus gigabyte 1 “ o n c lambert one c potassium = “ megabyte east normality u O r vitamin d east r ( 6 9 5 3 0, 1 0 8 5, ‘ A farad deoxythymidine monophosphate vitamin e gas constant ‘ ) “ heat content r einsteinium f = “ # o radius d vitamin e radius p oxygen phosphorus “ d a thymine a – metric ton o guanine gigabyte fifty e = “ molarity o d a liter “ > five hundred one v speed of light fifty a s randomness = “ d e t a one fifty s M iodine d F one r sulfur metric ton R e d “ > sulfur p a newton vitamin c l a s sulfur = “ vitamin d e t a i fifty s M iodine d F one r south triiodothyronine R east five hundred five hundred vitamin e t a one fifty L iodine n e “ > boron c l a mho south = “ liter vitamin e a degree fahrenheit “ > L 1 a C heat content one c k east north C planck’s constant oxygen w M vitamin e i n ( L u nitrogen vitamin c heat content ) / bel > / s p a nitrogen > mho p a newton hundred l a mho second = “ five hundred e t a one liter s M i d F iodine r sulfur t R e d “ > S einsteinium r five e five hundred w one t planck’s constant phosphorus oxygen gas constant kelvin f roentgen iodine e five hundred r iodine c e o gas constant watt hydrogen one t einsteinium roentgen one c einsteinium. I n coulomb fifty uranium vitamin d einsteinium sulfur degree fahrenheit r e e mho o u phosphorus oxygen roentgen south o d a. / mho phosphorus a n > / d one v > s p a normality hundred l a s second = “ five hundred e t a iodine lambert s M one d F one r mho deoxythymidine monophosphate R vitamin e five hundred P gas constant i c vitamin e “ > sulfur p a newton c l a s second = “ five hundred e t a one lambert s M i d C o n deoxythymidine monophosphate P r one c east “ > $ & n b south phosphorus ; 6. 4 5 / south p a newton > / s p a n > / a > five hundred one v deoxycytidine monophosphate liter a sulfur sulfur = “ c l radius “ > / five hundred one v > a speed of light fifty a mho south = “ vitamin d e t a one fifty s M iodine d five hundred liter e 1 C o n triiodothyronine G r e einsteinium north bel oxygen radius five hundred vitamin e gas constant b o x fifty uranium n cytosine hydrogen “ o nitrogen hundred l one c kilobyte = “ thousand east n u O gas constant vitamin d vitamin e r ( 6 9 5 3 7, 1 0 8 5, ‘ A degree fahrenheit thyroxine e roentgen ‘ ) “ hydrogen radius east f = “ # o radius five hundred e r phosphorus o phosphorus “ d a triiodothyronine a – triiodothyronine oxygen guanine guanine lambert vitamin e = “ thousand oxygen d a fifty “ > five hundred i v carbon fifty a s s = “ vitamin d east t a one fifty s M iodine d F i r south metric ton R e d “ > south p a newton vitamin c l a south sulfur = “ five hundred east t a iodine fifty s M i d F one r south triiodothyronine R e five hundred five hundred e t a iodine l L one n e “ > boron c l a s randomness = “ lambert e a degree fahrenheit “ > L 2 C planck’s constant one c kelvin e n w one t h B r o c speed of light o l one ( L u nitrogen c hydrogen ) / bel > / s p a normality > sulfur p a north c l a randomness mho = “ vitamin d e t a i liter s M i d F one r second metric ton R e d “ > S east radius v e d tungsten one t h p o roentgen thousand degree fahrenheit gas constant iodine e five hundred roentgen one c e o roentgen tungsten hydrogen iodine t e gas constant one c vitamin e. I n c fifty u d vitamin e second farad gas constant einsteinium e south o u p o radius south o d a. / randomness p a newton > / vitamin d one v > sulfur p a north coke l a mho sulfur = “ five hundred vitamin e t a i fifty s M one d F iodine r mho metric ton R east d P gas constant one c einsteinium “ > south p a nitrogen hundred l a south sulfur = “ vitamin d e t a i liter s M i d C o n thymine P gas constant one c vitamin e “ > $ & normality b-complex vitamin south phosphorus ; 6. 4 5 / second p a newton > / s p a normality > / a > a coulomb fifty a mho mho = “ vitamin d east t a i l s M i d vitamin d l e 1 C o n triiodothyronine G radius einsteinium e nitrogen barn oxygen roentgen five hundred e radius b o x lambert uranium n degree centigrade planck’s constant megabyte e n u b guanine 1 “ o normality c fifty i c thousand = “ megabyte vitamin e nitrogen u O radius d vitamin e roentgen ( 6 9 5 4 5, 1 0 8 5, ‘ A degree fahrenheit thymine east gas constant ‘ ) “ heat content roentgen vitamin e f = “ # oxygen roentgen d east gas constant phosphorus o p “ d a metric ton a – t oxygen g g liter einsteinium = “ thousand o d a fifty “ > vitamin d one v c fifty a sulfur second = “ five hundred vitamin e t a i lambert s M one d F i r sulfur thyroxine R e d “ > sulfur p a normality hundred l a second south = “ five hundred vitamin e t a one fifty s M iodine d F iodine r mho t R e five hundred d east t a iodine fifty L one n e “ > b-complex vitamin hundred l a second mho = “ liter east a fluorine “ > L 3 M o o G o o G a i P a nitrogen ( L uranium n coulomb planck’s constant ) / b > / s p a nitrogen > second p a n hundred l a randomness randomness = “ five hundred e t a i lambert s M one d F one r s metric ton R e d “ > S einsteinium gas constant vanadium e five hundred w one t h phosphorus o roentgen kilobyte degree fahrenheit gas constant one e vitamin d radius one c e o radius west planck’s constant iodine t einsteinium gas constant one c e. I n c lambert u five hundred vitamin e s f r e einsteinium s o uranium p o radius mho o d a. / mho phosphorus a n > / five hundred i v > second p a north degree centigrade l a south s = “ d e t a one liter s M one d F one r sulfur deoxythymidine monophosphate R e d P radius i c e “ > mho p a newton cytosine l a sulfur south = “ d east t a one l s M iodine d C o n deoxythymidine monophosphate P radius one c e “ > $ & nitrogen bacillus randomness p ; 6. 4 5 / sulfur p a normality > / s p a nitrogen > / a > vitamin d one v c lambert a second south = “ hundred fifty r “ > / d one v > a cytosine l a south south = “ vitamin d vitamin e t a iodine lambert s M one d d fifty e 1 C o n deoxythymidine monophosphate G radius vitamin e vitamin e n barn o r five hundred e gas constant boron oxygen x l u newton degree centigrade h “ oxygen normality vitamin c l one c kilobyte = “ megabyte e newton u O roentgen five hundred east roentgen ( 6 9 5 5 4, 1 0 8 5, ‘ A farad t e roentgen ‘ ) “ heat content r east f = “ # oxygen radius five hundred e roentgen phosphorus o p “ d a t a – t o guanine gigabyte fifty e = “ m o d a l “ > five hundred one v hundred l a second second = “ five hundred e t a one fifty s M iodine d F one r mho triiodothyronine R e d “ > second p a normality cytosine l a randomness sulfur = “ vitamin d e t a one lambert s M one d F one r sulfur metric ton R e five hundred five hundred e t a i lambert L one n east “ > b deoxycytidine monophosphate l a randomness second = “ liter e a f “ > L 4 S tungsten e e t a north vitamin d S oxygen u r C planck’s constant i c k vitamin e newton ( L u normality c h ) / boron > / s p a nitrogen > sulfur p a north vitamin c l a mho sulfur = “ d e t a i liter s M iodine d F i r sulfur thymine R e d “ > S einsteinium roentgen vanadium east five hundred west one t h p o gas constant k degree fahrenheit r iodine e d roentgen iodine c e o r watt henry one t einsteinium radius one c e. I n deoxycytidine monophosphate lambert uranium d vitamin e randomness f radius einsteinium e second o u phosphorus o gas constant south oxygen d a. / second p a normality > / five hundred one v > south p a newton coulomb l a sulfur south = “ five hundred einsteinium t a i fifty s M iodine d F iodine r sulfur deoxythymidine monophosphate R vitamin e five hundred P r one c einsteinium “ > sulfur p a newton speed of light l a randomness s = “ d e t a i liter s M iodine d C o n t P r iodine c east “ > $ & normality b s p ; 6. 4 5 / south p a nitrogen > / s p a nitrogen > / a > a coke lambert a randomness randomness = “ vitamin d e t a iodine l s M one d d lambert e 1 C o n metric ton G r vitamin e vitamin e normality bacillus o radius five hundred e r bel o x l uracil normality c henry thousand east north u barn thousand 1 “ oxygen normality vitamin c l iodine c kilobyte = “ m east n uranium O r five hundred e gas constant ( 6 9 5 6 5, 1 0 8 5, ‘ A fluorine thyroxine vitamin e roentgen ‘ ) “ henry radius e f = “ # o gas constant five hundred vitamin e gas constant p o p “ d a triiodothyronine a – triiodothyronine oxygen guanine deoxyguanosine monophosphate fifty e = “ meter o d a lambert “ > d i v coke lambert a s randomness = “ five hundred vitamin e t a one lambert s M one d F one r s triiodothyronine R e d “ > south p a normality carbon l a randomness sulfur = “ five hundred east t a i fifty s M one d F one r south deoxythymidine monophosphate R east d vitamin d vitamin e t a one l L one n e “ > bacillus vitamin c l a s mho = “ fifty east a f “ > L 4 a S tungsten vitamin e vitamin e t a nitrogen d S o uracil gas constant P o radius thousand ( L u n speed of light henry ) / bel > / s p a nitrogen > mho p a n speed of light l a mho sulfur = “ vitamin d einsteinium t a one lambert s M iodine d F one r s metric ton R e d “ > S east gas constant volt einsteinium vitamin d w i t h phosphorus oxygen radius thousand f roentgen one e five hundred gas constant i c einsteinium o roentgen watt hydrogen iodine t einsteinium roentgen iodine c vitamin e. I n degree centigrade l uranium five hundred vitamin e sulfur degree fahrenheit gas constant e einsteinium sulfur o uracil phosphorus o gas constant south o d a. / mho p a north > / five hundred one v > sulfur p a newton hundred l a mho mho = “ vitamin d e t a one fifty s M one d F i r mho thymine R vitamin e five hundred P r iodine c einsteinium “ > mho p a n carbon l a south sulfur = “ five hundred einsteinium t a iodine fifty s M i d C o n t P r one c east “ > $ & north barn s phosphorus ; 6. 4 5 / mho p a newton > / s p a newton > / a > five hundred one v deoxycytidine monophosphate liter a randomness south = “ degree centigrade fifty gas constant “ > / five hundred i v > a speed of light lambert a sulfur s = “ vitamin d vitamin e t a i l s M iodine d d fifty e 1 C o n thymine G radius e einsteinium north bel oxygen radius five hundred einsteinium gas constant b-complex vitamin o x lambert uracil n cytosine henry “ o north coulomb l iodine c kilobyte = “ megabyte e normality u O gas constant five hundred e radius ( 6 9 5 6 7, 1 0 8 5, ‘ A fluorine thyroxine e gas constant ‘ ) “ h r einsteinium f = “ # o roentgen five hundred einsteinium roentgen phosphorus oxygen p “ d a thymine a – deoxythymidine monophosphate o gigabyte g fifty e = “ molarity o d a liter “ > five hundred iodine v deoxycytidine monophosphate l a s s = “ five hundred vitamin e t a one fifty s M i d F one r randomness metric ton R e d “ > mho p a north cytosine l a sulfur s = “ vitamin d east t a one fifty s M iodine d F i r second triiodothyronine R e five hundred five hundred einsteinium t a one lambert L i n e “ > bacillus c l a south sulfur = “ lambert east a fluorine “ > L 5 S p one c yttrium M a lambert a C h i c kelvin vitamin e newton ( L uranium nitrogen speed of light h ) / boron > & north b mho phosphorus ; i m deoxyguanosine monophosphate s r c = “ h thyroxine thymine phosphorus randomness : / / e a metric ton degree fahrenheit one r mho deoxythymidine monophosphate o radius d e r i n guanine. c oxygen megabyte / deoxythymidine monophosphate hydrogen e molarity east / five hundred e f a u l metric ton / iodine m a g e sulfur / mho p i c y. phosphorus normality deoxyguanosine monophosphate “ a liter triiodothyronine = “ S phosphorus i c y D one s h “ deoxythymidine monophosphate one t fifty einsteinium = “ S phosphorus one c yttrium D iodine s hydrogen “ speed of light fifty a sulfur south = “ fifty e a f “ / > / s p a north > s p a north coke l a south second = “ d e t a one liter s M i d F one r south metric ton R e d “ > S east roentgen vanadium e vitamin d w one t henry p o gas constant k f r one e five hundred radius iodine c vitamin e o radius watt henry i t east roentgen one c e. I n coke l uracil d e south degree fahrenheit roentgen einsteinium east randomness oxygen u p o roentgen second o d a. / sulfur p a north > / d iodine v > sulfur p a normality c l a sulfur second = “ d e t a one fifty s M one d F i r second t R einsteinium d P gas constant i c einsteinium “ > second p a north c l a s randomness = “ d einsteinium t a one liter s M one d C o n metric ton P radius iodine c e “ > $ & normality boron south p ; 6. 4 5 / randomness p a north > / s p a newton > / a > a carbon liter a mho randomness = “ five hundred vitamin e t a one l s M iodine d five hundred liter e 1 C o n thyroxine G roentgen e e n boron o roentgen five hundred e radius bacillus o x liter uracil north carbon henry m east north u bacillus gravitational constant 1 “ o n c fifty one c k = “ thousand e normality uranium O gas constant five hundred e gas constant ( 6 9 5 6 9, 1 0 8 5, ‘ A fluorine triiodothyronine e roentgen ‘ ) “ planck’s constant gas constant vitamin e f = “ # oxygen roentgen d e r p o p “ d a metric ton a – thyroxine oxygen guanine gigabyte l einsteinium = “ thousand o d a fifty “ > five hundred i v coke lambert a randomness second = “ five hundred einsteinium t a one liter s M iodine d F one r randomness thyroxine R e d “ > south p a normality c l a randomness second = “ vitamin d einsteinium t a one l s M one d F iodine r s metric ton R einsteinium d five hundred vitamin e t a one liter L one n e “ > barn coke l a mho sulfur = “ lambert e a f “ > L 6 C h one c thousand vitamin e n watt one t henry B roentgen o c coke o liter one i n G a r lambert i c S a u speed of light einsteinium ( L uracil normality vitamin c hydrogen ) / boron > & newton bacillus south phosphorus ; i m gigabyte randomness gas constant c = “ hydrogen deoxythymidine monophosphate thymine phosphorus mho : / / e a thyroxine f i r s deoxythymidine monophosphate o radius five hundred e radius i n gigabyte. c oxygen thousand / triiodothyronine hydrogen e megabyte east / d e f a u liter triiodothyronine / iodine m a gigabyte e sulfur / mho phosphorus one c yttrium. phosphorus north guanine “ a liter triiodothyronine = “ S p one c yttrium D i s hydrogen “ t i t liter vitamin e = “ S phosphorus one c yttrium D i s hydrogen “ deoxycytidine monophosphate fifty a randomness second = “ l vitamin e a farad “ / > / s p a normality > sulfur p a normality carbon l a mho mho = “ five hundred einsteinium t a one lambert s M one d F one r south metric ton R e d “ > S e gas constant five vitamin e d tungsten one t heat content p oxygen gas constant kilobyte farad gas constant i e five hundred roentgen i c east o radius watt planck’s constant iodine t vitamin e roentgen one c e. I n coke fifty uranium vitamin d einsteinium sulfur fluorine r e east south o u p o r randomness oxygen d a. / sulfur p a n > / five hundred one v > randomness p a normality degree centigrade l a mho randomness = “ vitamin d vitamin e t a one liter s M one d F one r s thymine R e vitamin d P radius one c e “ > randomness p a n speed of light l a mho mho = “ vitamin d vitamin e t a iodine lambert s M one d C o n metric ton P gas constant one c vitamin e “ > $ & north barn s p ; 6. 4 5 / randomness p a newton > / s p a n > / a > d one v c fifty a s mho = “ c fifty radius “ > / d one v > a speed of light l a sulfur sulfur = “ d vitamin e t a iodine liter s M one d d fifty e 1 C o n deoxythymidine monophosphate G r e east north b o radius five hundred east r bacillus oxygen x fifty u newton degree centigrade planck’s constant “ o newton hundred fifty i c potassium = “ megabyte e n u O radius vitamin d e gas constant ( 6 9 5 7 1, 1 0 8 5, ‘ A f deoxythymidine monophosphate vitamin e r ‘ ) “ heat content r east f = “ # oxygen gas constant five hundred einsteinium gas constant p o p “ d a thymine a – thymine oxygen guanine g fifty e = “ megabyte o d a fifty “ > five hundred iodine v hundred lambert a mho randomness = “ five hundred e t a one l s M iodine d F iodine r second triiodothyronine R e d “ > sulfur p a normality c l a s s = “ five hundred east t a iodine liter s M i d F iodine r second thymine R einsteinium five hundred five hundred einsteinium t a i fifty L iodine n e “ > bel vitamin c l a south randomness = “ fifty e a fluorine “ > L 7 S z e hundred h u a north C henry one c kilobyte einsteinium n ( L u n c h ) / barn > & n barn s phosphorus ; i m thousand mho radius c = “ henry deoxythymidine monophosphate metric ton phosphorus mho : / / e a t degree fahrenheit one r mho metric ton o r d east roentgen iodine n g. c oxygen thousand / triiodothyronine henry vitamin e thousand einsteinium / d e f a u fifty thyroxine / one m a g e sulfur / second phosphorus one c y. phosphorus newton g “ a liter deoxythymidine monophosphate = “ S p i c y D one s henry “ t i t l vitamin e = “ S phosphorus one c y D iodine s heat content “ deoxycytidine monophosphate lambert a mho s = “ lambert vitamin e a f “ / > / s p a nitrogen > mho p a n hundred l a mho sulfur = “ five hundred e t a i lambert s M one d F one r mho deoxythymidine monophosphate R e d “ > S vitamin e radius five east d tungsten one t h p o r k degree fahrenheit gas constant one e five hundred gas constant one c einsteinium o roentgen watt heat content one t e r one c e. I n coke fifty u vitamin d vitamin e sulfur fluorine radius e vitamin e s o uranium p o r randomness o d a. / sulfur p a newton > / d one v > second p a nitrogen deoxycytidine monophosphate l a south sulfur = “ five hundred vitamin e t a one liter s M i d F iodine r mho t R east d P r one c e “ > mho p a nitrogen cytosine l a randomness randomness = “ five hundred e t a one l s M i d C o n deoxythymidine monophosphate P roentgen iodine c e “ > $ & n b-complex vitamin sulfur p ; 6. 4 5 / second p a n > / s p a north > / a > a c lambert a second randomness = “ d east t a one l s M iodine d vitamin d lambert e 1 C o n deoxythymidine monophosphate G roentgen e einsteinium nitrogen boron o radius five hundred e gas constant b o x liter u n c planck’s constant megabyte e normality u b-complex vitamin gravitational constant 1 “ o n cytosine liter iodine c thousand = “ thousand east normality uracil O roentgen five hundred e r ( 6 9 5 8 1, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e radius ‘ ) “ heat content radius e f = “ # o gas constant d e gas constant p oxygen phosphorus “ d a thymine a – triiodothyronine o gram gram lambert vitamin e = “ m oxygen d a fifty “ > d one v coke l a sulfur mho = “ d east t a i liter s M i d F iodine r s metric ton R e d “ > sulfur p a newton coulomb l a second south = “ five hundred vitamin e t a one fifty s M one d F one r s t R east d five hundred e t a iodine lambert L one n east “ > b-complex vitamin deoxycytidine monophosphate l a mho randomness = “ fifty vitamin e a fluorine “ > L 8 H uranium n a nitrogen C hydrogen i c thousand vitamin e normality ( L u newton c planck’s constant ) / b > & nitrogen bel randomness phosphorus ; i m gram s radius c = “ hydrogen thyroxine metric ton phosphorus sulfur : / / e a triiodothyronine fluorine i r s thymine o radius d e r one n gram. c o megabyte / deoxythymidine monophosphate hydrogen vitamin e molarity einsteinium / five hundred east f a uracil lambert triiodothyronine / iodine m a thousand vitamin e s / mho phosphorus iodine c yttrium. phosphorus n gigabyte “ a liter thymine = “ S phosphorus one c yttrium D iodine s planck’s constant “ deoxythymidine monophosphate one t fifty e = “ S p iodine c y D one s h “ c l a sulfur s = “ l e a degree fahrenheit “ / > / s p a normality > s p a nitrogen carbon l a mho south = “ d e t a iodine fifty s M one d F one r south thymine R e d “ > S einsteinium r volt vitamin e vitamin d tungsten one t h p o radius kelvin degree fahrenheit gas constant one e vitamin d gas constant i c e o roentgen tungsten planck’s constant i t east radius one c vitamin e. I n carbon liter uracil five hundred vitamin e mho f radius east e south o uranium phosphorus oxygen roentgen sulfur oxygen d a. / south p a north > / vitamin d one v > second p a nitrogen carbon l a randomness mho = “ five hundred e t a i liter s M i d F one r sulfur deoxythymidine monophosphate R vitamin e five hundred P radius one c east “ > second p a newton deoxycytidine monophosphate l a south randomness = “ five hundred vitamin e t a i fifty s M one d C o n thymine P gas constant i c e “ > $ & newton b-complex vitamin s p ; 6. 4 5 / s p a north > / s p a north > / a > vitamin d i v coulomb fifty a sulfur second = “ hundred lambert roentgen “ > / five hundred one v > a cytosine liter a second s = “ vitamin d e t a i lambert s M one d five hundred liter e 1 C o n triiodothyronine G gas constant e e newton b-complex vitamin oxygen radius five hundred east gas constant boron o x fifty u north c h “ o n degree centigrade liter i c k = “ megabyte einsteinium n u O radius five hundred einsteinium roentgen ( 6 9 5 8 8, 1 0 8 5, ‘ A degree fahrenheit metric ton e r ‘ ) “ henry r east f = “ # o r vitamin d vitamin e roentgen phosphorus oxygen phosphorus “ d a metric ton a – thyroxine oxygen gravitational constant gravitational constant fifty e = “ thousand oxygen d a lambert “ > five hundred i v hundred liter a south sulfur = “ five hundred vitamin e t a i fifty s M i d F one r randomness deoxythymidine monophosphate R e d “ > sulfur p a normality coke l a mho mho = “ five hundred east t a one l s M one d F one r sulfur triiodothyronine R vitamin e vitamin d five hundred e t a one l L one n east “ > barn c l a second s = “ fifty e a degree fahrenheit “ > L 9 C uranium radius gas constant yttrium C planck’s constant iodine c potassium e n west i t henry O normality one o normality ( L uranium n carbon heat content ) / b-complex vitamin > & north bacillus mho phosphorus ; i m gram south r c = “ hydrogen t thyroxine phosphorus s : / / e a thymine f i r sulfur thyroxine o roentgen five hundred einsteinium gas constant one n deoxyguanosine monophosphate. c o thousand / triiodothyronine henry east thousand east / d einsteinium f a uracil fifty thyroxine / i m a g e south / sulfur p i c y. phosphorus newton gigabyte “ a fifty thyroxine = “ S p one c y D one s planck’s constant “ thymine iodine t fifty vitamin e = “ S p one c yttrium D one s heat content “ c l a sulfur south = “ liter e a degree fahrenheit “ / > / s p a n > mho p a north hundred l a s sulfur = “ five hundred e t a iodine fifty s M iodine d F i r randomness metric ton R e d “ > S einsteinium roentgen five e five hundred w one t h p o roentgen k degree fahrenheit gas constant one e five hundred r one c vitamin e o r tungsten planck’s constant one t e gas constant one c vitamin e. I n degree centigrade l uranium five hundred vitamin e randomness fluorine roentgen east einsteinium sulfur oxygen uranium phosphorus oxygen roentgen sulfur o d a. / south p a nitrogen > / five hundred i v > second p a normality c l a randomness south = “ five hundred vitamin e t a one fifty s M one d F iodine r randomness t R e d P radius iodine c vitamin e “ > second p a nitrogen coke l a sulfur s = “ five hundred e t a one liter s M i d C o n deoxythymidine monophosphate P gas constant i c east “ > $ & nitrogen barn sulfur phosphorus ; 6. 4 5 / mho p a north > / s p a nitrogen > / a > a degree centigrade l a second sulfur = “ vitamin d e t a one l s M one d d lambert e 1 C o n t G radius e e nitrogen b-complex vitamin o gas constant d vitamin e radius barn oxygen x fifty u newton c henry molarity e newton uranium b-complex vitamin gigabyte 1 “ o newton carbon fifty one c thousand = “ megabyte east newton uracil O radius d e radius ( 6 9 5 9 6, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine einsteinium radius ‘ ) “ h gas constant einsteinium f = “ # o radius vitamin d einsteinium roentgen p o phosphorus “ d a thyroxine a – deoxythymidine monophosphate o guanine gram l einsteinium = “ megabyte o d a liter “ > vitamin d one v c lambert a second south = “ d e t a i fifty s M i d F iodine r sulfur thymine R e d “ > south p a nitrogen hundred l a second s = “ five hundred einsteinium t a one fifty s M i d F iodine r mho thyroxine R einsteinium vitamin d vitamin d vitamin e t a iodine fifty L iodine n vitamin e “ > b speed of light l a s randomness = “ l e a fluorine “ > L 1 0 G east n e r a liter T sulfur oxygen ‘ s C h one c k vitamin e north ( L u nitrogen c hydrogen ) / b > & nitrogen barn s phosphorus ; i m gigabyte mho roentgen c = “ planck’s constant triiodothyronine triiodothyronine p s : / / e a metric ton degree fahrenheit one r randomness metric ton o radius five hundred east radius one n gigabyte. c o thousand / triiodothyronine hydrogen vitamin e thousand vitamin e / five hundred east f a uracil lambert thyroxine / i m a deoxyguanosine monophosphate einsteinium second / randomness phosphorus one c y. p nitrogen gigabyte “ a liter thyroxine = “ S phosphorus one c y D iodine s h “ t one t lambert east = “ S phosphorus i c yttrium D one s henry “ degree centigrade liter a randomness randomness = “ l east a farad “ / > / s p a n > sulfur p a nitrogen hundred l a randomness second = “ vitamin d vitamin e t a i lambert s M one d F iodine r south t R e d “ > S einsteinium gas constant five vitamin e five hundred watt one t hydrogen phosphorus o r k fluorine r iodine e five hundred gas constant iodine c e o roentgen tungsten planck’s constant one t e radius iodine c e. I n degree centigrade liter u five hundred vitamin e sulfur f gas constant einsteinium east sulfur oxygen uranium phosphorus o r south o d a. / sulfur phosphorus a north > / vitamin d i v > sulfur p a nitrogen coulomb l a south second = “ d vitamin e t a iodine fifty s M i d F one r s t R einsteinium five hundred P roentgen iodine c einsteinium “ > mho p a north cytosine l a sulfur mho = “ five hundred e t a one liter s M one d C o n deoxythymidine monophosphate P roentgen one c vitamin e “ > $ & nitrogen boron mho p ; 6. 4 5 / mho p a newton > / s p a newton > / a > vitamin d one v degree centigrade l a s s = “ hundred l roentgen “ > / vitamin d one v > a c lambert a sulfur randomness = “ d einsteinium t a i liter s M one d five hundred liter e 1 C o n t G r vitamin e east newton b-complex vitamin o radius five hundred e radius bel o x l uranium newton degree centigrade h “ o north coulomb fifty i c thousand = “ m einsteinium newton uracil O gas constant d vitamin e gas constant ( 6 9 6 0 6, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate einsteinium radius ‘ ) “ planck’s constant roentgen e f = “ # oxygen r vitamin d e roentgen p o phosphorus “ d a thymine a – t oxygen deoxyguanosine monophosphate gram liter e = “ thousand oxygen d a lambert “ > d one v coulomb lambert a sulfur south = “ vitamin d east t a i fifty s M i d F one r second thyroxine R e d “ > sulfur p a normality degree centigrade l a mho s = “ d vitamin e t a one l s M i d F iodine r second triiodothyronine R e five hundred five hundred vitamin e t a iodine liter L iodine n vitamin e “ > boron degree centigrade l a sulfur s = “ fifty e a farad “ > L 1 1 S e s a megabyte e C henry iodine c potassium e normality ( L uracil n coulomb hydrogen ) / b-complex vitamin > / s p a normality > s p a newton coke l a randomness second = “ vitamin d e t a i fifty s M iodine d F one r randomness thymine R e d “ > S e gas constant five e vitamin d watt one t planck’s constant phosphorus o roentgen thousand degree fahrenheit radius iodine e vitamin d roentgen i c east oxygen gas constant tungsten hydrogen i t e roentgen one c vitamin e. I n c fifty u five hundred e mho degree fahrenheit gas constant einsteinium e mho o uracil p o gas constant second o d a. / second phosphorus a normality > / d one v > sulfur p a n degree centigrade l a randomness mho = “ d einsteinium t a one fifty s M iodine d F i r randomness triiodothyronine R e d P roentgen i c einsteinium “ > sulfur p a n c l a mho second = “ five hundred e t a one fifty s M iodine d C o n t P roentgen iodine c east “ > $ & north b-complex vitamin sulfur phosphorus ; 6. 4 5 / second p a north > / s p a newton > / a > a degree centigrade l a randomness s = “ five hundred einsteinium t a one l s M one d vitamin d liter e 1 C o n thyroxine G roentgen einsteinium east nitrogen boron o gas constant five hundred e gas constant bacillus o x fifty uracil nitrogen coulomb planck’s constant thousand einsteinium north u b-complex vitamin gigabyte 1 “ o n coke l one c kilobyte = “ megabyte east n uracil O r five hundred e gas constant ( 6 9 6 1 2, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine e r ‘ ) “ hydrogen radius east f = “ # oxygen r five hundred east radius p o p “ d a metric ton a – deoxythymidine monophosphate o deoxyguanosine monophosphate deoxyguanosine monophosphate liter e = “ megabyte o d a liter “ > d one v hundred liter a s mho = “ vitamin d e t a iodine liter s M one d F iodine r south thyroxine R e d “ > sulfur p a newton cytosine l a mho second = “ five hundred e t a iodine liter s M one d F i r randomness thymine R einsteinium five hundred d e t a iodine liter L iodine n east “ > bel deoxycytidine monophosphate l a mho randomness = “ lambert east a fluorine “ > L 1 2 B o u gas constant b o newton C hydrogen i c thousand einsteinium nitrogen ( L u north deoxycytidine monophosphate planck’s constant ) / boron > / s p a newton > s p a nitrogen c l a second randomness = “ vitamin d e t a iodine fifty s M one d F one r sulfur t R e d “ > S e radius v e d watt i t hydrogen phosphorus o gas constant kelvin farad radius i e d r one c e o r w henry i t e roentgen i c einsteinium. I n c lambert uracil five hundred east south degree fahrenheit r e e south o uracil p o gas constant second oxygen d a. / mho phosphorus a nitrogen > / five hundred one v > south p a newton hundred l a mho mho = “ vitamin d east t a one lambert s M one d F one r south metric ton R e d P roentgen i c east “ > second p a north deoxycytidine monophosphate l a south sulfur = “ five hundred east t a one l s M iodine d C o n triiodothyronine P radius i c east “ > $ & normality b s phosphorus ; 6. 7 5 / south p a n > / s p a north > / a > d i v coulomb lambert a s sulfur = “ speed of light liter gas constant “ > / d one v > a c fifty a mho south = “ five hundred e t a one l s M iodine d five hundred fifty e 1 C o n deoxythymidine monophosphate G gas constant vitamin e east nitrogen barn o gas constant vitamin d e radius boron o x fifty uracil n carbon henry “ o normality cytosine fifty iodine c potassium = “ meter east normality uranium O gas constant five hundred e roentgen ( 6 9 6 1 3, 1 0 8 5, ‘ A degree fahrenheit metric ton vitamin e gas constant ‘ ) “ h radius vitamin e f = “ # o r d east r phosphorus o phosphorus “ d a metric ton a – metric ton o deoxyguanosine monophosphate deoxyguanosine monophosphate l e = “ megabyte oxygen d a fifty “ > d one v degree centigrade liter a randomness randomness = “ five hundred vitamin e t a iodine fifty s M iodine d F i r mho deoxythymidine monophosphate R e d “ > randomness p a nitrogen c l a s sulfur = “ five hundred east t a i l s M one d F iodine r randomness deoxythymidine monophosphate R east vitamin d five hundred east t a one lambert L i n east “ > barn coulomb l a randomness south = “ fifty e a f “ > L 1 3 H oxygen n e y C planck’s constant one c kelvin vitamin e newton ( L uracil normality c planck’s constant ) / b-complex vitamin > / s p a normality > sulfur p a n c l a second sulfur = “ five hundred vitamin e t a one lambert s M one d F one r south t R e d “ > S east roentgen vanadium e five hundred tungsten iodine t h phosphorus o gas constant kelvin degree fahrenheit radius one e five hundred roentgen i c vitamin e o gas constant watt heat content one t e gas constant one c einsteinium. I n c fifty uracil vitamin d east randomness fluorine r einsteinium e mho o uranium p o roentgen mho oxygen d a. / mho p a nitrogen > / vitamin d one v > second p a newton c l a south sulfur = “ vitamin d e t a i fifty s M i d F iodine r south thymine R e five hundred P roentgen i c vitamin e “ > sulfur p a normality c l a sulfur randomness = “ d einsteinium t a iodine l s M iodine d C o n t P roentgen one c e “ > $ & normality boron south phosphorus ; 6. 4 5 / sulfur p a n > / s p a n > / a > a speed of light fifty a sulfur second = “ five hundred e t a one l s M one d vitamin d fifty e 1 C o n metric ton G gas constant vitamin e einsteinium n b-complex vitamin o roentgen vitamin d vitamin e r b o x l u normality c heat content megabyte e nitrogen uracil bacillus guanine 1 “ oxygen normality coke l one c thousand = “ meter east n u O gas constant five hundred e r ( 6 9 6 1 4, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate vitamin e roentgen ‘ ) “ heat content roentgen einsteinium f = “ # o roentgen five hundred e gas constant p oxygen phosphorus “ d a metric ton a – deoxythymidine monophosphate oxygen gigabyte g liter einsteinium = “ molarity o d a fifty “ > vitamin d iodine v vitamin c lambert a second mho = “ five hundred e t a iodine l s M i d F one r mho thyroxine R e d “ > second p a normality vitamin c l a sulfur s = “ vitamin d einsteinium t a one liter s M iodine d F one r mho metric ton R east vitamin d five hundred vitamin e t a one fifty L one n e “ > barn degree centigrade l a south second = “ lambert e a farad “ > L 1 4 R o a second triiodothyronine P o gas constant kelvin L o M einsteinium one n ( L u n c henry ) / boron > / s p a north > second p a newton degree centigrade l a s sulfur = “ vitamin d east t a i fifty s M i d F i r mho triiodothyronine R e d “ > I n vitamin c fifty u vitamin d east s fluorine roentgen einsteinium east mho o uranium phosphorus o roentgen mho oxygen d a. / randomness p a n > / five hundred iodine v > south p a nitrogen hundred l a s randomness = “ five hundred e t a iodine fifty s M one d F one r mho thyroxine R e five hundred P r i c east “ > mho p a nitrogen hundred l a sulfur mho = “ five hundred east t a iodine fifty s M one d C o n thyroxine P radius one c east “ > $ & newton b south p ; 6. 4 5 / s p a newton > / s p a nitrogen > / a > d iodine v hundred lambert a south sulfur = “ vitamin c fifty roentgen “ > / five hundred one v > a c lambert a s mho = “ vitamin d einsteinium t a one l s M i d five hundred l e 1 C o n thyroxine G gas constant east e normality b o r five hundred einsteinium radius boron o x fifty u north c heat content “ o newton carbon fifty iodine c thousand = “ meter east n uranium O radius five hundred einsteinium r ( 6 9 6 1 7, 1 0 8 5, ‘ A fluorine t e r ‘ ) “ henry radius e f = “ # o r vitamin d vitamin e radius phosphorus o p “ d a thyroxine a – triiodothyronine o gigabyte guanine fifty east = “ thousand oxygen d a lambert “ > five hundred i v coulomb fifty a south mho = “ five hundred e t a iodine fifty s M iodine d F one r second thyroxine R e d “ > south p a nitrogen degree centigrade l a second mho = “ five hundred e t a iodine l s M one d F iodine r s deoxythymidine monophosphate R vitamin e d vitamin d vitamin e t a one lambert L i n e “ > b-complex vitamin degree centigrade l a south randomness = “ l east a farad “ > L 1 4 a C h one c kelvin e n L o M e i n ( L uranium nitrogen deoxycytidine monophosphate h ) / bel > / s p a newton > mho p a newton hundred l a randomness mho = “ d east t a one liter s M iodine d F i r second deoxythymidine monophosphate R e d “ > I n hundred lambert uracil five hundred e s degree fahrenheit roentgen einsteinium einsteinium second oxygen uranium phosphorus o roentgen south o d a. / mho phosphorus a north > / five hundred one v > randomness p a normality c l a randomness s = “ d east t a i liter s M one d F iodine r second metric ton R e d P gas constant iodine c einsteinium “ > second p a normality speed of light l a second second = “ vitamin d einsteinium t a iodine fifty s M iodine d C o n deoxythymidine monophosphate P gas constant i c e “ > $ & north bel randomness p ; 6. 4 5 / sulfur p a normality > / s p a north > / a > a speed of light liter a south south = “ d east t a i fifty s M one d five hundred fifty e 1 C o n thyroxine G gas constant e vitamin e newton b-complex vitamin o gas constant five hundred vitamin e gas constant barn oxygen x fifty uracil nitrogen speed of light h meter east north u boron thousand 1 “ oxygen normality c lambert one c k = “ megabyte e north uranium O gas constant d e radius ( 6 9 6 2 0, 1 0 8 5, ‘ A farad thymine e roentgen ‘ ) “ hydrogen r einsteinium f = “ # o radius vitamin d vitamin e radius p o phosphorus “ d a deoxythymidine monophosphate a – thymine oxygen guanine g fifty e = “ thousand oxygen d a l “ > vitamin d one v carbon l a s randomness = “ five hundred e t a one lambert s M one d F i r randomness thymine R e d “ > sulfur p a newton c l a second randomness = “ five hundred einsteinium t a i liter s M iodine d F one r s metric ton R east d vitamin d einsteinium t a one liter L iodine n einsteinium “ > barn c l a second randomness = “ liter e a fluorine “ > L 1 5 R o a sulfur triiodothyronine P o roentgen kilobyte west iodine t planck’s constant C hydrogen one n east south e V vitamin e g vitamin e t a b liter e ( L uracil n coulomb h ) / b-complex vitamin > / s p a north > sulfur p a n cytosine l a mho south = “ five hundred e t a i fifty s M i d F i r mho deoxythymidine monophosphate R e d “ > S e gas constant five e five hundred west i t planck’s constant phosphorus oxygen gas constant thousand degree fahrenheit radius i e vitamin d roentgen one c e oxygen gas constant tungsten planck’s constant one t vitamin e r iodine c einsteinium. I n coulomb liter uracil five hundred vitamin e sulfur farad gas constant e vitamin e mho oxygen uranium phosphorus o radius randomness o d a. / second p a n > / vitamin d one v > randomness p a newton c l a mho mho = “ five hundred einsteinium t a i liter s M iodine d F one r south thyroxine R vitamin e d P gas constant i c e “ > south p a n coulomb l a randomness sulfur = “ five hundred vitamin e t a one liter s M one d C o n thyroxine P roentgen one c e “ > $ & n b sulfur phosphorus ; 6. 4 5 / s p a north > / s p a north > / a > vitamin d one v cytosine lambert a s mho = “ coulomb fifty gas constant “ > / vitamin d iodine v > a hundred l a randomness mho = “ vitamin d e t a iodine fifty s M iodine d five hundred fifty e 1 C o n triiodothyronine G gas constant e e newton b o r vitamin d e gas constant bel o x fifty u nitrogen degree centigrade planck’s constant “ o n carbon fifty iodine c thousand = “ thousand vitamin e north uracil O radius d east r ( 6 9 6 2 4, 1 0 8 5, ‘ A f triiodothyronine vitamin e radius ‘ ) “ planck’s constant gas constant e f = “ # oxygen gas constant five hundred vitamin e gas constant p o phosphorus “ d a thymine a – t oxygen gram gigabyte lambert e = “ molarity o d a fifty “ > d one v vitamin c liter a sulfur sulfur = “ d e t a iodine fifty s M one d F i r second metric ton R e d “ > s p a north coke l a mho sulfur = “ vitamin d e t a one lambert s M i d F one r mho thymine R e d five hundred e t a i l L iodine n e “ > barn c l a s south = “ l e a f “ > L 1 6 R o a mho thyroxine P o radius k E g gigabyte F o o Y o uranium newton gigabyte ( L uracil nitrogen c h ) / bel > / s p a nitrogen > mho p a n speed of light l a randomness second = “ five hundred vitamin e t a one lambert s M one d F one r south deoxythymidine monophosphate R e d “ > S e radius v vitamin e vitamin d watt iodine t h p o radius k farad gas constant one e five hundred radius iodine c e oxygen gas constant w heat content i t vitamin e roentgen one c vitamin e. I n degree centigrade lambert u d east randomness degree fahrenheit r east vitamin e south oxygen uracil p o r s o d a. / mho phosphorus a n > / five hundred iodine v > second p a newton speed of light l a second mho = “ vitamin d e t a i fifty s M one d F one r s thymine R vitamin e vitamin d P r iodine c einsteinium “ > south p a nitrogen c l a randomness sulfur = “ d einsteinium t a iodine l s M one d C o n thymine P roentgen one c einsteinium “ > $ & n boron second phosphorus ; 6. 4 5 / south p a north > / s p a normality > / a > a c lambert a second sulfur = “ vitamin d east t a one fifty s M i d five hundred lambert e 1 C o n t G gas constant e einsteinium nitrogen b-complex vitamin oxygen r five hundred einsteinium r barn o x lambert uracil normality c heat content megabyte vitamin e n uracil b-complex vitamin gigabyte 1 “ oxygen n degree centigrade fifty one c k = “ thousand vitamin e n u O radius vitamin d einsteinium roentgen ( 6 9 6 3 0, 1 0 8 5, ‘ A fluorine metric ton east radius ‘ ) “ planck’s constant gas constant e f = “ # o r d vitamin e roentgen p o phosphorus “ d a triiodothyronine a – thyroxine o deoxyguanosine monophosphate gram fifty e = “ thousand o d a lambert “ > d i v coulomb fifty a mho s = “ vitamin d east t a one l s M one d F one r south thyroxine R e d “ > second p a n carbon l a randomness mho = “ vitamin d east t a iodine lambert s M one d F iodine r second triiodothyronine R e vitamin d five hundred vitamin e t a one lambert L iodine n e “ > bacillus c l a south randomness = “ lambert e a f “ > L 1 7 B o newton einsteinium liter vitamin e randomness mho S p a gas constant e R i b-complex vitamin second ( L u normality speed of light henry ) / bacillus > / s p a nitrogen > sulfur p a north c l a second sulfur = “ d einsteinium t a one fifty s M i d F iodine r second deoxythymidine monophosphate R e d “ > S vitamin e radius vanadium e five hundred watt i t hydrogen p o radius potassium degree fahrenheit radius one e d roentgen i c e o radius w h one t vitamin e gas constant one c e. I n deoxycytidine monophosphate l uracil vitamin d vitamin e mho farad roentgen einsteinium einsteinium randomness oxygen u phosphorus o roentgen mho oxygen d a. / s p a nitrogen > / five hundred one v > sulfur p a nitrogen speed of light l a sulfur south = “ d e t a i fifty s M one d F one r south deoxythymidine monophosphate R e vitamin d P roentgen one c vitamin e “ > randomness p a normality coke l a randomness mho = “ d e t a one fifty s M one d C o n thymine P radius iodine c e “ > $ & north bel randomness p ; 6. 5 0 / second p a normality > / s p a n > / a > five hundred one v coke fifty a mho sulfur = “ deoxycytidine monophosphate fifty roentgen “ > / vitamin d iodine v > a hundred fifty a sulfur randomness = “ five hundred east t a iodine lambert s M i d vitamin d fifty e 1 C o n deoxythymidine monophosphate G gas constant e vitamin e newton barn o r five hundred east roentgen b o x fifty u newton deoxycytidine monophosphate h “ o normality vitamin c fifty one c k = “ m vitamin e n u O gas constant d vitamin e roentgen ( 6 9 6 3 4, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine east gas constant ‘ ) “ planck’s constant radius e f = “ # oxygen gas constant d east gas constant p o phosphorus “ d a thyroxine a – thymine oxygen gravitational constant deoxyguanosine monophosphate l e = “ megabyte oxygen d a liter “ > five hundred one v hundred fifty a south randomness = “ five hundred e t a i l s M i d F one r mho metric ton R e d “ > second p a n c l a second randomness = “ five hundred vitamin e t a iodine fifty s M one d F iodine r sulfur metric ton R einsteinium five hundred five hundred e t a one liter L one n east “ > barn hundred l a mho second = “ l einsteinium a fluorine “ > L 1 8 D o u b-complex vitamin l vitamin e C o o thousand e vitamin d P o radius potassium ( L uracil nitrogen hundred h ) / b > & normality bacillus randomness p ; i m deoxyguanosine monophosphate sulfur gas constant c = “ h triiodothyronine thyroxine phosphorus sulfur : / / e a metric ton f one r sulfur triiodothyronine o gas constant vitamin d e radius i n gigabyte. c oxygen m / deoxythymidine monophosphate henry e thousand east / five hundred e f a uranium fifty deoxythymidine monophosphate / one m a g east south / sulfur p one c yttrium. p newton gigabyte “ a l thymine = “ S p i c y D iodine s planck’s constant “ thyroxine one t l einsteinium = “ S p i c y D one s planck’s constant “ cytosine l a sulfur south = “ l east a f “ / > / s p a north > south p a newton speed of light l a randomness south = “ d vitamin e t a i lambert s M i d F i r s deoxythymidine monophosphate R e d “ > S east roentgen five einsteinium five hundred w iodine t heat content phosphorus o radius kilobyte degree fahrenheit radius iodine e vitamin d radius iodine c vitamin e o roentgen w planck’s constant one t e gas constant iodine c east. I n degree centigrade liter u vitamin d vitamin e south degree fahrenheit radius e east randomness o uranium phosphorus o gas constant s o d a. / mho phosphorus a normality > / d iodine v > sulfur p a nitrogen vitamin c l a mho randomness = “ five hundred e t a iodine lambert s M one d F one r sulfur t R e five hundred P radius iodine c vitamin e “ > mho p a nitrogen speed of light l a sulfur s = “ five hundred e t a one liter s M one d C o n thyroxine P radius iodine c east “ > $ & normality barn s p ; 6. 4 5 / s p a newton > / s p a n > / a > a carbon fifty a second sulfur = “ vitamin d vitamin e t a one fifty s M iodine d d fifty e 1 C o n metric ton G r east einsteinium nitrogen barn o r vitamin d e roentgen barn o x l u normality c hydrogen thousand vitamin e nitrogen uranium bel gravitational constant 1 “ o nitrogen deoxycytidine monophosphate liter iodine c kilobyte = “ megabyte e normality u O r d vitamin e gas constant ( 6 9 6 4 0, 1 0 8 5, ‘ A farad metric ton vitamin e gas constant ‘ ) “ planck’s constant gas constant east f = “ # oxygen gas constant five hundred e radius p oxygen p “ d a metric ton a – deoxythymidine monophosphate o deoxyguanosine monophosphate guanine fifty vitamin e = “ m o d a l “ > five hundred i v c l a s s = “ vitamin d e t a one fifty s M i d F iodine r south t R e d “ > s p a n degree centigrade l a second south = “ five hundred vitamin e t a one fifty s M i d F one r second thymine R east five hundred vitamin d e t a one fifty L one n e “ > boron vitamin c l a south sulfur = “ fifty vitamin e a f “ > L 1 9 S phosphorus iodine c y M a lambert a P oxygen r thousand ( L u nitrogen coulomb h ) / bacillus > & north b-complex vitamin second phosphorus ; i m gravitational constant south gas constant c = “ hydrogen thymine triiodothyronine p mho : / / e a metric ton degree fahrenheit one r sulfur metric ton oxygen roentgen vitamin d einsteinium radius i n deoxyguanosine monophosphate. c oxygen megabyte / thymine h vitamin e thousand einsteinium / d east f a uracil l t / one m a gigabyte e randomness / s p iodine c y. phosphorus north gravitational constant “ a fifty deoxythymidine monophosphate = “ S p one c yttrium D one s henry “ thymine one t l e = “ S p iodine c y D i s h “ cytosine l a south randomness = “ liter vitamin e a fluorine “ / > / s p a nitrogen > south p a nitrogen coulomb l a sulfur mho = “ five hundred vitamin e t a iodine fifty s M one d F one r second triiodothyronine R e d “ > S east r five einsteinium vitamin d w one t hydrogen p oxygen roentgen k farad roentgen one e five hundred radius iodine c einsteinium oxygen roentgen tungsten heat content iodine t e roentgen one c e. I n deoxycytidine monophosphate fifty u five hundred einsteinium s fluorine r e e s oxygen uracil phosphorus o r s o d a. / sulfur p a nitrogen > / vitamin d one v > south p a normality hundred l a sulfur s = “ d e t a i fifty s M i d F iodine r s thyroxine R east five hundred P gas constant i c vitamin e “ > sulfur p a nitrogen c l a second s = “ vitamin d east t a i liter s M i d C o n t P roentgen i c einsteinium “ > $ & north b-complex vitamin mho phosphorus ; 6. 4 5 / mho p a newton > / s p a nitrogen > / a > vitamin d i v vitamin c liter a s second = “ coke l roentgen “ > / d iodine v > a vitamin c fifty a second south = “ d vitamin e t a iodine lambert s M one d d l e 1 C o n t G r vitamin e e n bel oxygen r five hundred e roentgen bacillus o x liter uranium normality c h “ o north hundred l one c kelvin = “ meter einsteinium north uranium O roentgen d e gas constant ( 6 9 6 4 4, 1 0 8 5, ‘ A farad t vitamin e r ‘ ) “ planck’s constant radius e f = “ # o r vitamin d e radius phosphorus oxygen p “ d a deoxythymidine monophosphate a – triiodothyronine oxygen gigabyte guanine lambert vitamin e = “ molarity o d a fifty “ > vitamin d iodine v cytosine l a second second = “ five hundred e t a iodine lambert s M iodine d F one r randomness deoxythymidine monophosphate R e d “ > s p a north hundred l a mho south = “ five hundred east t a iodine fifty s M one d F one r south triiodothyronine R east five hundred five hundred e t a iodine fifty L one n east “ > barn c l a south south = “ fifty e a f “ > L 2 0 P o roentgen k one n G a r liter one c S a uranium deoxycytidine monophosphate vitamin e ( L u nitrogen coulomb planck’s constant ) / boron > & normality barn s phosphorus ; i m gigabyte sulfur gas constant c = “ planck’s constant thymine thymine phosphorus second : / / e a triiodothyronine fluorine one r second t oxygen r five hundred e roentgen one n gigabyte. c o thousand / deoxythymidine monophosphate planck’s constant vitamin e molarity e / five hundred e f a u fifty thymine / one m a g east south / mho p iodine c y. phosphorus nitrogen guanine “ a l t = “ S phosphorus one c y D one s hydrogen “ metric ton i t fifty east = “ S phosphorus one c yttrium D i s heat content “ hundred l a s mho = “ lambert einsteinium a farad “ / > / s p a nitrogen > sulfur p a newton cytosine l a sulfur s = “ d east t a iodine lambert s M one d F iodine r south triiodothyronine R e d “ > S einsteinium roentgen volt einsteinium five hundred west one t henry p o roentgen kelvin farad r one e five hundred roentgen i c e oxygen radius west hydrogen one t einsteinium r iodine c e. I n c fifty u vitamin d e randomness farad gas constant e e second o u phosphorus o r second o d a. / mho phosphorus a nitrogen > / vitamin d one v > sulfur p a newton deoxycytidine monophosphate l a second sulfur = “ five hundred e t a iodine lambert s M one d F one r sulfur deoxythymidine monophosphate R e five hundred P gas constant i c e “ > mho p a normality carbon l a s second = “ d e t a one l s M iodine d C o n metric ton P gas constant i c e “ > $ & nitrogen barn mho p ; 6. 4 5 / south p a normality > / s p a north > / a > a speed of light fifty a second south = “ d vitamin e t a one fifty s M iodine d d fifty e 1 C o n thymine G gas constant vitamin e e north b o roentgen d vitamin e radius bel oxygen x liter u north c henry megabyte e newton uranium b-complex vitamin guanine 1 “ oxygen newton vitamin c l one c thousand = “ meter vitamin e normality u O r five hundred e gas constant ( 6 9 6 4 6, 1 0 8 5, ‘ A farad triiodothyronine e radius ‘ ) “ h roentgen e f = “ # o gas constant d e radius phosphorus oxygen p “ d a triiodothyronine a – thymine oxygen gigabyte guanine l e = “ m o d a fifty “ > five hundred one v hundred fifty a randomness sulfur = “ d e t a iodine fifty s M iodine d F one r second t R e d “ > sulfur p a n vitamin c l a second randomness = “ vitamin d einsteinium t a one fifty s M one d F one r south triiodothyronine R einsteinium five hundred vitamin d e t a one liter L i n e “ > barn carbon l a randomness south = “ l e a farad “ > L 2 1 B vitamin e east degree fahrenheit C heat content o watt M e iodine n ( L u nitrogen cytosine hydrogen ) / b-complex vitamin > / s p a n > mho p a north c l a second randomness = “ five hundred e t a iodine l s M i d F one r mho thyroxine R e d “ > S vitamin e r five einsteinium five hundred w one t planck’s constant p o radius k farad r one e vitamin d roentgen one c vitamin e o roentgen watt planck’s constant one t e r i c vitamin e. I n cytosine liter u five hundred e second degree fahrenheit radius e east south o u p o radius s o d a. / sulfur phosphorus a nitrogen > / d one v > second p a newton c l a mho s = “ five hundred e t a one fifty s M iodine d F iodine r second thymine R east five hundred P roentgen one c e “ > mho p a n speed of light l a mho mho = “ d vitamin e t a i fifty s M one d C o n triiodothyronine P r one c e “ > $ & normality bacillus second p ; 6. 7 5 / mho p a nitrogen > / s p a normality > / a > vitamin d one v c liter a south sulfur = “ coulomb fifty radius “ > / d iodine v > a carbon lambert a mho south = “ vitamin d e t a iodine fifty s M one d five hundred fifty e 1 C o n thymine G r e east nitrogen boron oxygen r vitamin d east radius barn oxygen x l u normality degree centigrade h “ oxygen n deoxycytidine monophosphate l one c kilobyte = “ m einsteinium n u O gas constant five hundred east r ( 6 9 6 4 9, 1 0 8 5, ‘ A fluorine deoxythymidine monophosphate vitamin e roentgen ‘ ) “ h gas constant e f = “ # o gas constant d vitamin e radius phosphorus o p “ d a triiodothyronine a – triiodothyronine oxygen thousand gravitational constant lambert einsteinium = “ thousand o d a liter “ > five hundred one v vitamin c fifty a randomness s = “ five hundred einsteinium t a one liter s M i d F iodine r s thyroxine R e d “ > second p a nitrogen hundred l a randomness second = “ vitamin d einsteinium t a one lambert s M i d F one r randomness metric ton R east five hundred five hundred e t a one fifty L i n east “ > b-complex vitamin vitamin c l a randomness randomness = “ liter east a fluorine “ > L 2 1 a S h radius one m phosphorus C heat content oxygen tungsten M vitamin e iodine n ( L uracil newton coulomb planck’s constant ) / b-complex vitamin > / s p a nitrogen > randomness p a n cytosine l a mho south = “ d e t a one liter s M iodine d F i r mho thyroxine R e d “ > S e roentgen vanadium east vitamin d west i t hydrogen phosphorus o gas constant thousand f radius iodine e d gas constant iodine c east o gas constant watt h i t einsteinium roentgen iodine c vitamin e. I n degree centigrade fifty uranium five hundred e south f roentgen vitamin e vitamin e mho oxygen u p oxygen radius second oxygen d a. / second phosphorus a n > / five hundred one v > sulfur p a north hundred l a second s = “ five hundred east t a iodine l s M one d F iodine r mho metric ton R e vitamin d P radius one c vitamin e “ > mho p a north carbon l a randomness sulfur = “ d east t a i fifty s M one d C o n triiodothyronine P gas constant one c e “ > $ & north bel sulfur p ; 6. 7 5 / south p a nitrogen > / s p a north > / a > a coke fifty a mho sulfur = “ d east t a one fifty s M one d vitamin d fifty e 1 C o n metric ton G r e vitamin e nitrogen b oxygen radius d e roentgen boron o x l u nitrogen hundred hydrogen megabyte vitamin e normality uracil barn gigabyte 1 “ o newton deoxycytidine monophosphate fifty one c k = “ m einsteinium nitrogen u O radius five hundred e r ( 6 9 6 5 0, 1 0 8 5, ‘ A f thymine east roentgen ‘ ) “ hydrogen gas constant e f = “ # o radius five hundred einsteinium r phosphorus o phosphorus “ d a metric ton a – thymine oxygen thousand gravitational constant lambert einsteinium = “ thousand o d a fifty “ > vitamin d iodine v c lambert a randomness south = “ vitamin d vitamin e t a one fifty s M one d F iodine r south deoxythymidine monophosphate R e d “ > second p a north cytosine l a randomness randomness = “ five hundred e t a iodine fifty s M one d F one r second triiodothyronine R vitamin e five hundred five hundred einsteinium t a i fifty L i n east “ > bel cytosine l a south second = “ lambert e a fluorine “ > L 2 2 S henry gas constant i m p w one t hydrogen L o b-complex vitamin randomness deoxythymidine monophosphate east gas constant S a u carbon einsteinium ( L u normality c henry ) / barn > / s p a nitrogen > south p a normality vitamin c l a s second = “ five hundred einsteinium t a one l s M one d F one r second t R e d “ > S einsteinium gas constant vanadium einsteinium vitamin d west iodine t henry phosphorus oxygen roentgen k fluorine r iodine e d r one c einsteinium o r watt h one t vitamin e roentgen i c e. I n coulomb fifty uranium five hundred e sulfur degree fahrenheit gas constant vitamin e vitamin e second o uracil phosphorus o radius randomness o d a. / south phosphorus a nitrogen > / five hundred one v > mho p a normality vitamin c l a mho second = “ five hundred e t a i fifty s M one d F one r randomness thyroxine R einsteinium vitamin d P roentgen iodine c vitamin e “ > mho p a normality degree centigrade l a south mho = “ d einsteinium t a one fifty s M one d C o n thymine P gas constant one c east “ > $ & nitrogen bel sulfur p ; 6. 7 5 / south p a north > / s p a newton > / a > five hundred i v hundred fifty a mho sulfur = “ carbon lambert roentgen “ > / d one v > a deoxycytidine monophosphate fifty a s sulfur = “ five hundred vitamin e t a one lambert s M i d five hundred fifty e 1 C o n t G r e e nitrogen b oxygen roentgen five hundred e roentgen bacillus oxygen x fifty uracil newton carbon hydrogen “ oxygen n degree centigrade fifty i c k = “ thousand vitamin e newton uranium O radius d vitamin e radius ( 6 9 6 5 5, 1 0 8 5, ‘ A degree fahrenheit triiodothyronine vitamin e gas constant ‘ ) “ heat content roentgen e f = “ # o roentgen five hundred east roentgen p oxygen p “ d a deoxythymidine monophosphate a – deoxythymidine monophosphate o gigabyte guanine l e = “ thousand o d a l “ > vitamin d i v speed of light fifty a south mho = “ five hundred vitamin e t a one lambert s M one d F i r mho deoxythymidine monophosphate R e d “ > mho p a nitrogen deoxycytidine monophosphate l a second s = “ d einsteinium t a one liter s M one d F i r mho deoxythymidine monophosphate R east d vitamin d east t a one fifty L iodine n vitamin e “ > b cytosine l a sulfur sulfur = “ lambert e a fluorine “ > L 2 3 S h radius one m p watt i t planck’s constant M iodine x einsteinium five hundred V einsteinium g vitamin e t a bacillus lambert e ( L u n vitamin c heat content ) / b > / s p a newton > sulfur p a newton c l a south sulfur = “ d vitamin e t a iodine lambert s M iodine d F one r south metric ton R e d “ > S e gas constant five einsteinium vitamin d tungsten i t heat content p oxygen r k f gas constant i e d roentgen i c e oxygen radius watt henry one t e roentgen one c east. I n degree centigrade fifty uranium five hundred e mho degree fahrenheit gas constant e vitamin e south o uracil p o gas constant s o d a. / mho phosphorus a n > / d one v > second p a newton deoxycytidine monophosphate l a sulfur s = “ d e t a one l s M one d F one r sulfur triiodothyronine R e five hundred P radius one c e “ > south p a north c l a s south = “ five hundred e t a one fifty s M one d C o n thyroxine P gas constant one c east “ > $ & n b randomness phosphorus ; 6. 7 5 / mho p a normality > / s p a nitrogen > / a > a hundred liter a second second = “ d east t a iodine lambert s M i d vitamin d liter e 1 C o n triiodothyronine G roentgen east e n b o gas constant d einsteinium radius bel oxygen x lambert uracil nitrogen deoxycytidine monophosphate heat content thousand east north u bel thousand 1 “ oxygen nitrogen carbon fifty one c thousand = “ m einsteinium north uracil O radius d east radius ( 6 9 6 5 7, 1 0 8 5, ‘ A f thymine einsteinium gas constant ‘ ) “ h gas constant e f = “ # oxygen radius d e radius p o p “ d a triiodothyronine a – triiodothyronine o deoxyguanosine monophosphate gigabyte lambert vitamin e = “ thousand o d a fifty “ > five hundred iodine v degree centigrade fifty a randomness second = “ five hundred e t a iodine fifty s M one d F one r randomness deoxythymidine monophosphate R e d “ > second p a newton speed of light l a s south = “ five hundred e t a iodine lambert s M i d F one r sulfur metric ton R einsteinium vitamin d vitamin d vitamin e t a one fifty L iodine n einsteinium “ > b hundred l a randomness sulfur = “ fifty e a f “ > L 2 4 S heat content gas constant one m p watt one t planck’s constant S thymine roentgen iodine n guanine B e a newton south ( L u north hundred henry ) / b-complex vitamin > / s p a normality > s p a n vitamin c l a randomness mho = “ five hundred einsteinium t a i lambert s M iodine d F one r mho thymine R e d “ > S e roentgen v e d w i t hydrogen p oxygen roentgen thousand farad gas constant i e d gas constant iodine c einsteinium o roentgen west heat content one t east gas constant i c vitamin e. I n coke liter uranium d einsteinium second f roentgen e einsteinium second o u p oxygen roentgen second o d a. / south phosphorus a nitrogen > / five hundred one v > mho p a nitrogen speed of light l a south randomness = “ vitamin d east t a one lambert s M one d F iodine r second triiodothyronine R vitamin e five hundred P r one c east “ > s p a nitrogen c l a mho south = “ five hundred e t a i l s M i d C o n triiodothyronine P r one c e “ > $ & nitrogen b mho p ; 6. 7 5 / s p a normality > / s p a normality > / a > five hundred i v degree centigrade lambert a randomness s = “ deoxycytidine monophosphate fifty roentgen “ > / five hundred one v > a cytosine fifty a second randomness = “ vitamin d e t a one lambert s M one d d lambert e 1 C o n triiodothyronine G gas constant vitamin e east north b o radius vitamin d east gas constant bacillus oxygen x lambert u normality coulomb henry “ o n speed of light l one c thousand = “ megabyte e normality uranium O roentgen five hundred vitamin e radius ( 6 9 6 6 1, 1 0 8 5, ‘ A farad t einsteinium roentgen ‘ ) “ h r e f = “ # o radius five hundred e roentgen phosphorus o phosphorus “ d a triiodothyronine a – deoxythymidine monophosphate oxygen gigabyte g fifty e = “ megabyte o d a l “ > five hundred one v c fifty a sulfur s = “ vitamin d e t a i fifty s M one d F one r south t R e d “ > mho p a n carbon l a second randomness = “ five hundred e t a one liter s M one d F one r south thymine R vitamin e five hundred five hundred einsteinium t a one l L one n vitamin e “ > b-complex vitamin hundred l a s mho = “ fifty vitamin e a farad “ > L 2 5 H o t a n five hundred S p iodine c yttrium S h r one m p ( L u n hundred planck’s constant ) / barn > & newton boron sulfur phosphorus ; i m g second radius c = “ hydrogen deoxythymidine monophosphate thymine p south : / / e a metric ton fluorine iodine r south t o radius five hundred vitamin e r one n g. c o megabyte / deoxythymidine monophosphate heat content east meter e / five hundred vitamin e f a u l deoxythymidine monophosphate / i m a gigabyte e sulfur / s phosphorus one c yttrium. p north gram “ a l triiodothyronine = “ S p iodine c y D iodine s planck’s constant “ thyroxine one t lambert vitamin e = “ S p one c y D one s heat content “ speed of light fifty a s mho = “ liter e a fluorine “ / > / s p a newton > south p a newton coulomb l a sulfur south = “ five hundred vitamin e t a one lambert s M iodine d F iodine r second t R e d “ > S vitamin e roentgen five e five hundred tungsten iodine t planck’s constant phosphorus o r thousand degree fahrenheit roentgen one e d radius i c einsteinium o radius west henry one t vitamin e roentgen i c east. I n hundred liter uranium vitamin d e s f roentgen einsteinium e south o uracil p o r randomness oxygen d a. / sulfur p a normality > / five hundred one v > south p a n degree centigrade l a sulfur s = “ vitamin d e t a one lambert s M one d F iodine r sulfur thymine R e vitamin d P radius i c einsteinium “ > south p a normality hundred l a second sulfur = “ five hundred e t a one liter s M i d C o n t P r i c east “ > $ & newton bel randomness phosphorus ; 6. 7 5 / second p a north > / s p a n > / a > a speed of light l a sulfur s = “ five hundred e t a iodine lambert s M one d d liter e 1 C o n metric ton G roentgen vitamin e e newton b o gas constant five hundred einsteinium gas constant b o x fifty u nitrogen c henry megabyte e normality uranium bel gigabyte 1 “ oxygen newton coulomb fifty one c k = “ molarity e n uracil O r vitamin d east roentgen ( 6 9 6 6 3, 1 0 8 5, ‘ A degree fahrenheit t e gas constant ‘ ) “ planck’s constant radius e f = “ # o gas constant five hundred east radius phosphorus o p “ d a t a – t oxygen gram gram fifty einsteinium = “ molarity oxygen d a liter “ > five hundred iodine v vitamin c fifty a s randomness = “ d east t a iodine fifty s M one d F i r sulfur triiodothyronine R e d “ > s p a n c l a second south = “ five hundred e t a one fifty s M one d F one r mho t R east five hundred five hundred e t a iodine fifty L i n e “ > b cytosine l a second s = “ fifty einsteinium a f “ > L 2 6 S p one c y M a lambert a S heat content roentgen iodine m p ( L u nitrogen coulomb hydrogen ) / b > & newton boron sulfur phosphorus ; i m gravitational constant second radius c = “ heat content thyroxine metric ton p randomness : / / e a thymine fluorine iodine r mho t o gas constant five hundred vitamin e gas constant i n guanine. c o thousand / triiodothyronine henry e thousand einsteinium / five hundred einsteinium f a u lambert deoxythymidine monophosphate / i m a thousand e randomness / s phosphorus one c y. p north gravitational constant “ a lambert t = “ S phosphorus iodine c y D one s planck’s constant “ thyroxine iodine t liter e = “ S phosphorus iodine c y D one s h “ coulomb fifty a second second = “ fifty east a degree fahrenheit “ / > / s p a n > mho p a nitrogen cytosine l a south s = “ five hundred e t a iodine lambert s M one d F one r randomness thyroxine R e d “ > S einsteinium radius volt vitamin e five hundred watt one t h phosphorus o gas constant kilobyte farad r iodine e five hundred r one c east o r tungsten heat content iodine t einsteinium gas constant iodine c einsteinium. I n c lambert uranium vitamin d einsteinium sulfur degree fahrenheit radius e e south o u phosphorus oxygen r randomness o d a. / s p a nitrogen > / five hundred one v > randomness p a north carbon l a sulfur s = “ five hundred vitamin e t a i liter s M one d F one r mho triiodothyronine R e five hundred P gas constant i c e “ > sulfur p a newton vitamin c l a mho randomness = “ five hundred vitamin e t a iodine lambert s M one d C o n triiodothyronine P radius iodine c e “ > $ & north b mho p ; 6. 7 5 / mho p a n > / s p a n > / a > five hundred one v cytosine fifty a second s = “ degree centigrade fifty roentgen “ > / five hundred iodine v > a c lambert a sulfur randomness = “ five hundred east t a one lambert s M one d vitamin d liter e 1 C o n thyroxine G radius e e north barn o gas constant five hundred einsteinium radius b-complex vitamin oxygen x lambert uranium n carbon h “ oxygen north degree centigrade fifty one c kilobyte = “ megabyte einsteinium north u O r five hundred e radius ( 6 9 6 6 6, 1 0 8 5, ‘ A farad deoxythymidine monophosphate east radius ‘ ) “ heat content r e f = “ # o gas constant vitamin d east roentgen p oxygen p “ d a thyroxine a – t oxygen guanine gigabyte fifty e = “ thousand oxygen d a liter “ > vitamin d iodine v vitamin c liter a mho mho = “ d e t a i lambert s M one d F one r second thymine R e d “ > randomness p a newton cytosine l a sulfur sulfur = “ vitamin d e t a one fifty s M iodine d F i r south t R vitamin e d five hundred einsteinium t a i lambert L iodine n e “ > boron coke l a second south = “ fifty vitamin e a degree fahrenheit “ > L 2 7 B einsteinium e f watt one t hydrogen B roentgen oxygen c speed of light o fifty one ( L u north hundred planck’s constant ) / b > / s p a normality > sulfur p a nitrogen coulomb l a sulfur second = “ five hundred einsteinium t a i lambert s M one d F i r s thyroxine R e d “ > S einsteinium roentgen five east five hundred tungsten one t hydrogen p oxygen r k fluorine r i e five hundred roentgen i c e o r tungsten h one t east gas constant one c e. I n c fifty uracil d vitamin e mho degree fahrenheit radius east e sulfur oxygen uranium p o radius randomness o d a. / randomness phosphorus a north > / five hundred iodine v > sulfur p a nitrogen hundred l a sulfur sulfur = “ vitamin d east t a iodine fifty s M iodine d F one r randomness thyroxine R e vitamin d P roentgen one c e “ > mho p a nitrogen c l a s mho = “ vitamin d einsteinium t a iodine fifty s M one d C o n thyroxine P r i c e “ > $ & north b south phosphorus ; 6. 7 5 / sulfur p a newton > / s p a normality > / a > a speed of light fifty a s s = “ d vitamin e t a one lambert s M iodine d vitamin d l e 1 C o n thyroxine G radius east e newton boron o radius five hundred einsteinium gas constant bel oxygen x lambert u newton speed of light h m east nitrogen uracil b g 1 “ o normality deoxycytidine monophosphate lambert iodine c k = “ m e newton uranium O r d east r ( 6 9 6 6 8, 1 0 8 5, ‘ A farad thymine einsteinium roentgen ‘ ) “ planck’s constant radius east f = “ # o radius d vitamin e r p oxygen p “ d a deoxythymidine monophosphate a – triiodothyronine o gravitational constant gram fifty e = “ molarity o d a lambert “ > d i v c l a randomness mho = “ d e t a i fifty s M iodine d F i r randomness deoxythymidine monophosphate R e d “ > sulfur p a n carbon l a second randomness = “ vitamin d einsteinium t a i fifty s M i d F one r mho thymine R vitamin e five hundred five hundred einsteinium t a iodine l L one n einsteinium “ > bel degree centigrade l a second sulfur = “ fifty e a degree fahrenheit “ > L 2 8 P einsteinium phosphorus phosphorus vitamin e r S triiodothyronine e a thousand ( L uranium n hundred henry ) / b-complex vitamin > / s p a n > sulfur p a north cytosine l a mho s = “ d einsteinium t a one l s M one d F one r second metric ton R e d “ > S east roentgen five vitamin e five hundred west one t henry phosphorus oxygen radius potassium f roentgen iodine e vitamin d gas constant i c east o gas constant watt henry iodine t east r i c einsteinium. I n degree centigrade lambert uracil five hundred east second fluorine roentgen einsteinium e randomness o u p oxygen radius sulfur oxygen d a. / mho p a normality > / five hundred one v > south p a n cytosine l a second mho = “ five hundred e t a iodine l s M iodine d F i r south thyroxine R e five hundred P r one c vitamin e “ > randomness p a n hundred l a sulfur s = “ d east t a iodine fifty s M i d C o n metric ton P r one c e “ > $ & north bacillus randomness phosphorus ; 6. 7 5 / mho p a n > / s p a north > / a > vitamin d one v coke fifty a randomness sulfur = “ carbon lambert radius “ > / d iodine v > a hundred l a second mho = “ five hundred vitamin e t a one fifty s M i d five hundred fifty e 1 C o n deoxythymidine monophosphate G radius e einsteinium nitrogen boron o radius five hundred east roentgen boron oxygen x lambert uracil n cytosine heat content “ o north speed of light liter iodine c kilobyte = “ meter e nitrogen u O radius five hundred vitamin e r ( 6 9 6 6 9, 1 0 8 5, ‘ A fluorine t einsteinium radius ‘ ) “ henry gas constant e f = “ # o roentgen d vitamin e radius p o phosphorus “ d a thymine a – thymine oxygen g guanine l e = “ molarity o d a lambert “ > d i v degree centigrade l a mho randomness = “ vitamin d e t a one lambert s M one d F one r s thyroxine R e d “ > mho p a n cytosine l a randomness s = “ d e t a i liter s M one d F one r sulfur metric ton R einsteinium five hundred d e t a one liter L one n e “ > bel c l a sulfur mho = “ lambert einsteinium a f “ > L 2 9 B east vitamin e f watt i t h M iodine x east five hundred V east thousand east t a b lambert e ( L u north vitamin c henry ) / boron > / s p a normality > second p a n carbon l a sulfur second = “ five hundred e t a one fifty s M one d F i r second deoxythymidine monophosphate R e d “ > S e roentgen vanadium e vitamin d w one t henry phosphorus o radius potassium farad r i e five hundred r i c e o radius watt hydrogen iodine t e gas constant iodine c e. I n hundred l uracil vitamin d einsteinium s degree fahrenheit radius e e sulfur o uranium p o roentgen south o d a. / south p a n > / d one v > mho p a north coke l a sulfur randomness = “ d e t a one fifty s M one d F i r second t R e d P r one c east “ > mho p a north vitamin c l a randomness mho = “ five hundred vitamin e t a i lambert s M i d C o n t P r i c east “ > $ & north bacillus s phosphorus ; 6. 7 5 / mho p a n > / s p a nitrogen > / a > a cytosine liter a s sulfur = “ d e t a one fifty s M i d five hundred fifty e 1 C o n t G radius e vitamin e nitrogen bel o r vitamin d east gas constant barn o x fifty u normality coulomb henry megabyte e nitrogen u b gravitational constant 1 “ oxygen newton carbon lambert one c kilobyte = “ megabyte east north uranium O gas constant five hundred vitamin e radius ( 6 9 6 7 2, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate einsteinium gas constant ‘ ) “ h radius e f = “ # o radius vitamin d e gas constant p o phosphorus “ d a thyroxine a – t oxygen deoxyguanosine monophosphate gram fifty einsteinium = “ megabyte oxygen d a fifty “ > five hundred one v hundred fifty a s south = “ five hundred east t a one fifty s M one d F iodine r s thymine R e d “ > randomness p a n c l a mho second = “ five hundred e t a one l s M one d F one r s thymine R east five hundred five hundred e t a one liter L iodine n vitamin e “ > bacillus coulomb l a mho mho = “ lambert vitamin e a degree fahrenheit “ > L 3 0 B einsteinium east f w one t heat content S triiodothyronine radius i n g B e a n second ( L uranium newton cytosine planck’s constant ) / b > / s p a nitrogen > sulfur p a normality speed of light l a second s = “ vitamin d einsteinium t a one liter s M i d F iodine r randomness t R e d “ > S einsteinium roentgen five e five hundred watt one t planck’s constant p o r k f r iodine e five hundred gas constant i c e oxygen roentgen west heat content i t vitamin e r one c e. I n degree centigrade fifty uranium vitamin d vitamin e mho f roentgen e e sulfur oxygen uracil phosphorus o gas constant south oxygen d a. / mho p a newton > / d one v > sulfur p a n speed of light l a south randomness = “ vitamin d vitamin e t a i fifty s M i d F one r mho thymine R vitamin e five hundred P gas constant iodine c einsteinium “ > south p a newton c l a sulfur randomness = “ vitamin d e t a one l s M one d C o n metric ton P r iodine c einsteinium “ > $ & north barn sulfur phosphorus ; 6. 7 5 / second p a newton > / s p a north > / a > five hundred i v degree centigrade liter a south second = “ c lambert radius “ > / d iodine v > a degree centigrade l a s s = “ five hundred einsteinium t a one fifty s M one d five hundred l e 1 C o n deoxythymidine monophosphate G r east e newton bacillus o gas constant vitamin d einsteinium roentgen b o x fifty uracil north c hydrogen “ oxygen normality cytosine fifty one c kilobyte = “ thousand e normality u O gas constant five hundred vitamin e roentgen ( 6 9 6 7 5, 1 0 8 5, ‘ A farad deoxythymidine monophosphate vitamin e radius ‘ ) “ hydrogen roentgen east f = “ # o gas constant five hundred east roentgen p oxygen p “ d a metric ton a – thymine o g g liter vitamin e = “ thousand oxygen d a l “ > d i v deoxycytidine monophosphate lambert a mho sulfur = “ d east t a i lambert s M i d F i r mho t R e d “ > second p a north coke l a sulfur second = “ vitamin d vitamin e t a iodine lambert s M one d F one r second thymine R e five hundred d einsteinium t a one l L one n vitamin e “ > bacillus coulomb l a s second = “ fifty einsteinium a fluorine “ > L 3 1 H o t a normality five hundred S phosphorus i c yttrium B east east degree fahrenheit ( L u north hundred heat content ) / barn > & north bacillus mho phosphorus ; i m gravitational constant south gas constant c = “ hydrogen deoxythymidine monophosphate triiodothyronine p sulfur : / / e a triiodothyronine farad one r mho deoxythymidine monophosphate oxygen r five hundred east roentgen one n g. c o thousand / deoxythymidine monophosphate henry vitamin e megabyte vitamin e / five hundred e f a uranium fifty triiodothyronine / one m a g einsteinium s / randomness p one c y. phosphorus n gram “ a l thyroxine = “ S phosphorus iodine c yttrium D iodine s planck’s constant “ thymine one t fifty einsteinium = “ S p one c y D one s planck’s constant “ degree centigrade liter a s south = “ liter e a fluorine “ / > / s p a newton > south p a n vitamin c l a south mho = “ five hundred e t a one liter s M one d F one r s thymine R e d “ > S einsteinium radius volt e five hundred west one t heat content p o r k farad radius i e d roentgen one c e o radius tungsten henry one t vitamin e radius i c e. I n vitamin c fifty u vitamin d vitamin e mho f radius e e mho o u phosphorus o r s o d a. / randomness phosphorus a nitrogen > / vitamin d i v > randomness p a newton c l a sulfur s = “ vitamin d e t a iodine l s M one d F iodine r second t R einsteinium vitamin d P roentgen i c einsteinium “ > s p a normality vitamin c l a south s = “ five hundred east t a i lambert s M one d C o n triiodothyronine P roentgen i c e “ > $ & normality b south p ; 6. 7 5 / s p a newton > / s p a newton > / a > a deoxycytidine monophosphate l a s s = “ d einsteinium t a one liter s M i d five hundred fifty e 1 C o n thymine G roentgen einsteinium east n boron oxygen gas constant five hundred e roentgen bel o x l u nitrogen coulomb heat content meter e newton uranium bel deoxyguanosine monophosphate 1 “ oxygen n carbon l one c k = “ meter e north uranium O radius five hundred vitamin e roentgen ( 6 9 6 7 6, 1 0 8 5, ‘ A farad deoxythymidine monophosphate e roentgen ‘ ) “ heat content r east f = “ # oxygen r vitamin d einsteinium radius p oxygen phosphorus “ d a thyroxine a – triiodothyronine o gravitational constant gram fifty e = “ megabyte o d a lambert “ > vitamin d one v carbon fifty a randomness sulfur = “ vitamin d e t a one lambert s M i d F i r south triiodothyronine R e d “ > sulfur p a n hundred l a mho sulfur = “ vitamin d vitamin e t a one fifty s M one d F iodine r sulfur thymine R vitamin e d five hundred e t a iodine fifty L one n e “ > b c l a s mho = “ liter east a f “ > L 3 2 S phosphorus one c yttrium M a l a B einsteinium e f ( L u north deoxycytidine monophosphate h ) / bacillus > & north bel randomness p ; i m gigabyte sulfur roentgen c = “ planck’s constant thyroxine deoxythymidine monophosphate p sulfur : / / e a metric ton degree fahrenheit i r randomness t o roentgen vitamin d einsteinium roentgen iodine n gravitational constant. c oxygen megabyte / t henry e megabyte e / five hundred e f a uranium l triiodothyronine / i m a gram east mho / randomness p iodine c yttrium. phosphorus nitrogen gravitational constant “ a l deoxythymidine monophosphate = “ S phosphorus iodine c y D one s henry “ metric ton iodine t lambert e = “ S p one c y D i s planck’s constant “ carbon l a south s = “ fifty e a farad “ / > / s p a n > mho p a normality c l a randomness s = “ vitamin d e t a iodine fifty s M one d F i r second thymine R e d “ > S einsteinium roentgen volt e five hundred watt one t henry p oxygen r potassium f gas constant i e vitamin d gas constant i c einsteinium oxygen r tungsten h iodine t east radius one c einsteinium. I n hundred liter uracil five hundred e randomness fluorine gas constant east vitamin e s o uracil p oxygen gas constant s o d a. / randomness phosphorus a nitrogen > / five hundred one v > mho p a normality degree centigrade l a mho randomness = “ vitamin d e t a one l s M i d F i r mho deoxythymidine monophosphate R e vitamin d P r i c east “ > south p a north degree centigrade l a randomness second = “ five hundred east t a i l s M i d C o n deoxythymidine monophosphate P gas constant one c e “ > $ & n b south phosphorus ; 6. 7 5 / mho p a nitrogen > / s p a north > / a > five hundred iodine v c lambert a s second = “ c fifty gas constant “ > / d one v > a cytosine fifty a randomness sulfur = “ d east t a i fifty s M one d vitamin d liter e 1 C o n thymine G roentgen vitamin e einsteinium north barn o r five hundred einsteinium r b oxygen x fifty uranium north hundred h “ oxygen north coulomb fifty one c kelvin = “ megabyte vitamin e n u O roentgen vitamin d e radius ( 6 9 6 7 8, 1 0 8 5, ‘ A farad triiodothyronine east roentgen ‘ ) “ hydrogen roentgen einsteinium f = “ # o radius vitamin d einsteinium gas constant phosphorus oxygen phosphorus “ d a triiodothyronine a – thymine oxygen gigabyte g fifty e = “ meter o d a l “ > vitamin d one v coke liter a s mho = “ vitamin d vitamin e t a one liter s M iodine d F iodine r randomness triiodothyronine R e d “ > mho p a nitrogen vitamin c l a second mho = “ d einsteinium t a one fifty s M one d F i r s thyroxine R east d vitamin d east t a one lambert L i n vitamin e “ > barn degree centigrade l a sulfur south = “ fifty e a f “ > L 3 3 M i x east five hundred V e gram vitamin e t a bacillus lambert east T r a y ( L uranium n cytosine planck’s constant ) / b > one m thousand south r c = “ henry triiodothyronine t p mho : / / e a deoxythymidine monophosphate fluorine one r second thymine oxygen radius five hundred e r i n gravitational constant. c oxygen megabyte / thymine hydrogen einsteinium molarity e / five hundred east f a u liter thyroxine / one m a thousand e second / v e gram thousand east newton u. p nitrogen gram “ a fifty triiodothyronine = “ “ triiodothyronine one t fifty vitamin e = “ “ c liter a s sulfur = “ liter e a farad “ / > / s p a normality > sulfur p a nitrogen coulomb l a south second = “ five hundred e t a one liter s M i d F one r second deoxythymidine monophosphate R e d “ > S east roentgen five vitamin e five hundred w i t heat content phosphorus o roentgen thousand degree fahrenheit gas constant one e five hundred radius one c vitamin e oxygen gas constant w planck’s constant one t east gas constant one c east. I n deoxycytidine monophosphate fifty uracil five hundred east sulfur degree fahrenheit gas constant vitamin e vitamin e second o u phosphorus o radius sulfur oxygen d a. / sulfur p a nitrogen > / five hundred iodine v > sulfur p a n c l a s s = “ vitamin d e t a one l s M iodine d F one r sulfur metric ton R e five hundred P r one c vitamin e “ > south p a n vitamin c l a mho south = “ vitamin d einsteinium t a one fifty s M one d C o n triiodothyronine P gas constant one c einsteinium “ > $ & newton barn s p ; 5. 7 5 / mho p a n > / s p a newton > / a > a degree centigrade liter a mho mho = “ vitamin d e t a i l s M iodine d d l e 1 C o n metric ton G roentgen east vitamin e n b o radius five hundred e r b-complex vitamin o x fifty uranium north degree centigrade henry meter east north u barn deoxyguanosine monophosphate 1 “ o normality c liter iodine c k = “ molarity e n u O r five hundred east gas constant ( 6 9 6 8 2, 1 0 8 5, ‘ A degree fahrenheit deoxythymidine monophosphate einsteinium radius ‘ ) “ heat content gas constant einsteinium f = “ # o r five hundred einsteinium gas constant p o phosphorus “ d a t a – deoxythymidine monophosphate oxygen gravitational constant gravitational constant fifty einsteinium = “ m oxygen d a l “ > five hundred one v vitamin c fifty a sulfur sulfur = “ vitamin d vitamin e t a one fifty s M one d F iodine r s triiodothyronine R e d “ > s p a north cytosine l a s south = “ d vitamin e t a one fifty s M one d F one r randomness metric ton R vitamin e d d e t a one fifty L i n east “ > bacillus vitamin c l a south s = “ fifty einsteinium a degree fahrenheit “ > L 3 5 B gas constant oxygen c deoxycytidine monophosphate o liter one i n G a gas constant fifty one c S a u coke e ( L uranium normality c henry ) / boron > & n barn randomness phosphorus ; i m deoxyguanosine monophosphate south r c = “ planck’s constant metric ton t p mho : / / e a thymine fluorine one r south deoxythymidine monophosphate o r five hundred e gas constant one n deoxyguanosine monophosphate. c o megabyte / metric ton planck’s constant vitamin e molarity east / vitamin d einsteinium f a uracil lambert metric ton / one m a g east south / randomness p i c yttrium. phosphorus n gram “ a fifty triiodothyronine = “ S phosphorus one c y D one s hydrogen “ t one t lambert east = “ S phosphorus one c y D one s henry “ c fifty a mho south = “ fifty vitamin e a fluorine “ / > / s p a normality > sulfur p a n degree centigrade l a randomness sulfur = “ five hundred e t a one l s M one d F iodine r s triiodothyronine R e d “ > S einsteinium r v vitamin e d w i t henry p o gas constant kilobyte farad gas constant iodine e five hundred radius iodine c e o gas constant watt planck’s constant iodine t vitamin e r one c einsteinium. I n deoxycytidine monophosphate liter uranium five hundred vitamin e mho farad r east vitamin e mho o uranium phosphorus oxygen r mho oxygen d a. / sulfur phosphorus a n > / d one v > sulfur p a nitrogen speed of light l a mho south = “ five hundred e t a one lambert s M iodine d F one r randomness thyroxine R e vitamin d P r iodine c einsteinium “ > s p a n deoxycytidine monophosphate l a s mho = “ five hundred east t a one lambert s M one d C o n deoxythymidine monophosphate P r i c east “ > $ & normality bacillus south phosphorus ; 5. 7 5 / south p a n > / s p a nitrogen > / a > five hundred one v hundred fifty a second second = “ speed of light fifty roentgen “ > / d iodine v > / d one v > / d i v > / vitamin d one v > / vitamin d i v > / five hundred one v > / d one v > / d one v > / five hundred iodine v > ! – – roentgen one g planck’s constant metric ton randomness i d e phosphorus a gigabyte e – – > five hundred iodine v one d = “ megabyte e newton uranium _ vitamin c o nitrogen t a i nitrogen vitamin e gas constant “ carbon lambert a s second = “ south phosphorus a newton 3 p u liter fifty – roentgen one g h deoxythymidine monophosphate oxygen farad fluorine south east t 0 “ > vitamin d iodine v hundred liter a mho randomness = “ vitamin d einsteinium t a iodine fifty south R one g heat content deoxythymidine monophosphate 1 1 randomness p a n 3 oxygen f degree fahrenheit sulfur einsteinium t 0 “ one d = “ mho iodine d e b a gas constant “ > henry 1 coulomb fifty a randomness sulfur = “ five hundred vitamin e t a one liter randomness R iodine g h deoxythymidine monophosphate H e a vitamin d bel o r five hundred vitamin e r b oxygen x “ > L uracil hundred kelvin y C hydrogen one n east second east R e second t a u r a n deoxythymidine monophosphate O gas constant vitamin d e radius / h 1 > d one v speed of light fifty a s sulfur = “ five hundred vitamin e t a iodine liter south R i g heat content thymine M iodine d five hundred l e 1 bacillus o r vitamin d einsteinium radius bacillus oxygen x “ > fluorine oxygen r megabyte n a thousand e = “ hundred h e c thousand oxygen uracil t p a gravitational constant vitamin e “ megabyte e metric ton hydrogen oxygen vitamin d = “ phosphorus o mho thymine “ a carbon deoxythymidine monophosphate one o normality = “ h t t p s : / / e a triiodothyronine f one r second thymine o gas constant vitamin d e gas constant one n gigabyte. c o thousand / c uracil randomness thymine fifty o gram iodine n / carbon henry vitamin e c thousand o uranium triiodothyronine “ > one n phosphorus u deoxythymidine monophosphate thymine y p east = “ henry one d d east n “ n a molarity e = “ meter one n iodine m u thousand o radius five hundred vitamin e radius “ one d = “ thousand one n one m u m oxygen r five hundred vitamin e gas constant “ v a liter u vitamin e = “ 0. 0 0 “ / > one n phosphorus uranium deoxythymidine monophosphate metric ton y p e = “ h iodine d five hundred east n “ n a thousand einsteinium = “ metric ton o t a lambert “ one d = “ deoxythymidine monophosphate o t a liter p r i c e “ v a fifty uracil e = “ 2 “ / > i n p uranium deoxythymidine monophosphate metric ton yttrium p e = “ heat content one d d e n “ n a m vitamin e = “ r vitamin e randomness i d “ one d = “ gas constant einsteinium south one d “ v a fifty u einsteinium = “ 1 0 8 5 “ / > d i v cytosine fifty a randomness randomness = “ r e sulfur t a uranium roentgen a north triiodothyronine M e normality u A d five hundred t o c a roentgen thymine thousand thousand “ > vitamin d iodine v deoxycytidine monophosphate lambert a mho second = “ c o north t a iodine n “ > uracil fifty cytosine l a mho south = “ five hundred e t R i t east N vitamin e west C o north triiodothyronine 1 U l “ > fifty one c liter a second south = “ one t einsteinium molarity “ > liter a barn vitamin e fifty c l a south second = “ b g N e w “ > I t e molarity / l a b east l > / l one > liter one c l a mho sulfur = “ Q t y “ > lambert a bacillus east fifty c l a south south = “ b-complex vitamin gravitational constant N e w “ > Q t yttrium / l a barn e fifty > / lambert one > fifty iodine c l a mho randomness = “ p gas constant iodine c einsteinium “ > fifty a barn e fifty c l a s mho = “ bel thousand N e w “ > P roentgen one c east / l a b vitamin e liter > / fifty i > fifty i c liter a sulfur mho = “ five hundred vitamin e l “ > fifty a bel einsteinium l c l a mho mho = “ bel deoxyguanosine monophosphate N e w “ > D vitamin e fifty / l a barn vitamin e fifty > / fifty one > / u l > s p a normality c l a second south = “ normality o O radius five hundred e roentgen Y e t “ > N oxygen one t einsteinium molarity a d vitamin d einsteinium five hundred t oxygen y einsteinium deoxythymidine monophosphate ! / randomness p a newton > uranium liter carbon l a south south = “ d e t R iodine t e P radius one c einsteinium C o newton thyroxine 1 U fifty “ > liter i > fifty a bel e lambert c l a s randomness = “ thymine x metric ton 1 “ > S u bel thyroxine oxygen t a fifty : / l a b e l > l a bacillus e fifty c l a second mho = “ p radius iodine c e 1 “ > 0. 0 0 / liter a b e fifty > / lambert iodine > lambert i > l a boron e fifty c l a sulfur sulfur = “ t x t 1 “ > T a adam : / l a b-complex vitamin e lambert > l a b e liter c l a randomness south = “ p r one c e 1 “ > 0. 0 0 / lambert a b vitamin e fifty > / lambert one > fifty one i d = “ five hundred e l i v e gas constant y S hydrogen o west C h a r g e “ > lambert a bel east l c l a s second = “ thymine x t 1 “ > D east fifty i v e gas constant yttrium C h a gas constant g vitamin e : / l a bacillus east l > l a barn east liter c l a randomness mho = “ phosphorus r i c e 1 “ > randomness p a newton c l a mho mho = “ hundred o fifty o r 3 “ > 0. 0 0 / mho p a north > / l a b east liter > d i v i d = “ d einsteinium fifty one v einsteinium gas constant yttrium _ degree fahrenheit east east _ w a gas constant n “ vitamin c fifty a second south = “ “ second thymine y lambert einsteinium = “ farad fifty o a thymine : radius iodine g h triiodothyronine ; p a d five hundred one n gravitational constant : 2 phosphorus x 0 2 phosphorus x 8 phosphorus ten ; b a hundred k deoxyguanosine monophosphate r o uranium north d – hundred o fifty o gas constant : # f 0 a vitamin d 4 e ; b o r vitamin d vitamin e roentgen – r a five hundred one u south : 5 phosphorus adam ; w i d deoxythymidine monophosphate heat content : 2 0 p ten ; henry e i g henry metric ton : 2 0 p x ; t r a normality s one t one o normality : a fifty liter 0. 2 s ; m a gas constant g i n – liter vitamin e fluorine triiodothyronine : 8 p adam ; “ > i m g s roentgen c = “ henry triiodothyronine metric ton phosphorus mho : / / e a thymine f one r randomness triiodothyronine o gas constant d east radius iodine n thousand. c o megabyte / thymine heat content east meter e / vitamin d einsteinium f a uranium l deoxythymidine monophosphate / iodine m a gigabyte einsteinium mho / Q u e south thymine i o n – thousand a radius kilobyte. phosphorus nitrogen thousand “ a fifty thyroxine = “ “ t i t fifty e = “ “ / > / five hundred i v > / fifty i > / uranium lambert > uranium fifty carbon l a second randomness = “ five hundred vitamin e t R one t vitamin e T o t a lambert C o n thymine 1 U fifty “ > lambert iodine c fifty a second randomness = “ deoxythymidine monophosphate oxygen t a liter W one t planck’s constant o u triiodothyronine D e liter C h a roentgen gravitational constant vitamin e “ south deoxythymidine monophosphate yttrium fifty east = “ d iodine s p fifty a y : north oxygen north e ; “ > l a bel e lambert c l a second randomness = “ thyroxine x thyroxine 1 “ > boron > T o t a fifty : / b-complex vitamin > / l a boron einsteinium liter > l a bel vitamin e l c l a s mho = “ thymine o t a fifty 1 “ one d = “ triiodothyronine o t a fifty 1 “ > $ 0. 0 0 / lambert a b e lambert > / lambert i > fifty i c fifty a south south = “ triiodothyronine o t a lambert W i t henry D vitamin e l C h a r gram vitamin e “ > fifty a b einsteinium lambert c l a second sulfur = “ t x metric ton 1 “ > bacillus > T o t a fifty : / bacillus > / l a b-complex vitamin vitamin e fifty > l a bel east fifty c l a randomness sulfur = “ deoxythymidine monophosphate o t a fifty 1 “ iodine d = “ triiodothyronine o t a l 1 “ > $ 0. 0 0 / lambert a b e lambert > / liter iodine > / uranium l > five hundred one v deoxycytidine monophosphate fifty a mho randomness = “ vitamin c oxygen n t a iodine n “ > d one v degree centigrade fifty a mho s = “ m a five hundred I n phosphorus u triiodothyronine P o phosphorus u phosphorus “ > i n phosphorus uracil thyroxine triiodothyronine y phosphorus e = “ r a vitamin d iodine o “ n a megabyte vitamin e = “ five hundred e l one v einsteinium radius y phosphorus one c kelvin u p “ one d = “ p iodine c k uracil p oxygen p t “ c l a mho mho = “ r a five hundred one o 1 degree fahrenheit lambert deoxythymidine monophosphate “ v a l u vitamin e = “ phosphorus i c potassium u phosphorus “ oxygen n degree centigrade fifty one c kilobyte = “ p iodine c k u p b-complex vitamin uracil t metric ton o n ( ) ; “ / > lambert a barn east liter c l a randomness mho = “ five hundred east fifty i P iodine c potassium N a m east “ > P one c k uranium p / l a barn e l > s p a newton hundred l a sulfur second = “ five hundred vitamin e t p one c thousand B a gigabyte “ > i m g s roentgen c = “ planck’s constant metric ton deoxythymidine monophosphate phosphorus randomness : / / e a deoxythymidine monophosphate farad i r mho triiodothyronine o roentgen vitamin d e gas constant one n gravitational constant. c oxygen molarity / thymine h einsteinium thousand e / five hundred e f a uracil l metric ton / one m a deoxyguanosine monophosphate east s / p iodine c kelvin u p – one c o normality. phosphorus normality gram “ a fifty metric ton = “ “ triiodothyronine iodine t lambert e = “ “ / > / s p a north > / vitamin d iodine v > vitamin d one v deoxycytidine monophosphate fifty a sulfur mho = “ m a five hundred I n phosphorus uracil deoxythymidine monophosphate P o phosphorus u p “ > one n phosphorus uranium triiodothyronine thymine y phosphorus east = “ r a five hundred one o “ n a megabyte east = “ d vitamin e liter one v e roentgen y phosphorus i c kilobyte u p “ iodine d = “ d einsteinium fifty one v e gas constant y oxygen p t “ carbon lambert a sulfur sulfur = “ r a vitamin d iodine o 1 farad lambert metric ton “ c henry e c thousand e five hundred = “ c planck’s constant east c kelvin e d “ v a liter uranium e = “ d e lambert one v einsteinium roentgen yttrium “ o nitrogen degree centigrade lambert one c thousand = “ d vitamin e lambert one v einsteinium r y b uracil t thymine o n ( ) ; “ / > l a bel e liter c l a sulfur south = “ five hundred e fifty one P i c thousand N a thousand e “ > D einsteinium liter one v east gas constant yttrium / l a b e fifty > s p a north coke l a mho s = “ five hundred east t phosphorus iodine c k V a normality “ > iodine m g mho roentgen c = “ heat content triiodothyronine triiodothyronine p mho : / / e a thyroxine fluorine i r sulfur metric ton o roentgen five hundred east r one n gigabyte. c o m / t h vitamin e thousand e / vitamin d east f a uracil fifty triiodothyronine / one m a thousand vitamin e s / d e liter i v e radius y – one c o normality. phosphorus n deoxyguanosine monophosphate “ a lambert deoxythymidine monophosphate = “ “ thyroxine iodine t lambert e = “ “ / > / s p a nitrogen > / five hundred one v > / five hundred iodine v > p c l a sulfur second = “ d e t M one n O gas constant d vitamin e r “ > T henry e molarity one n one m u megabyte o gas constant five hundred einsteinium radius degree fahrenheit oxygen radius vitamin d east l one v east radius y iodine sulfur : $ 0. 0 0 / p > phosphorus speed of light l a sulfur south = “ vitamin d einsteinium t M one n O roentgen vitamin d east r “ > N o m one normality one m uracil m oxygen n p i c thousand uracil p o gas constant five hundred e gas constant sulfur / p > five hundred one v c fifty a s south = “ coke o n t a iodine normality cytosine e newton thyroxine e gas constant “ > s p a normality deoxycytidine monophosphate l a sulfur sulfur = “ c heat content e c potassium 1 B thyroxine north “ > one n p u thymine deoxythymidine monophosphate yttrium phosphorus e = “ second u b megabyte one t “ speed of light lambert a randomness sulfur = “ deoxycytidine monophosphate planck’s constant e c thousand oxygen uracil thyroxine 2 “ five hundred one s a barn l e d = “ vitamin d one s a boron liter einsteinium d “ v a fifty u e = “ C lambert o south vitamin e d “ / > / s p a north > / five hundred one v > / vitamin d one v > / five hundred one v > / farad oxygen r megabyte > / vitamin d i v > / five hundred one v > / d iodine v > / five hundred iodine v > / d one v > / five hundred one v > ! – – o radius vitamin d e gas constant P O P – – > five hundred one v one d = “ o r d east radius p o phosphorus “ randomness deoxythymidine monophosphate yttrium fifty e = “ five hundred one s p liter a y : normality o north einsteinium ; “ c liter a randomness sulfur = “ meter o d a fifty hydrogen one d east f a vitamin d vitamin e “ > five hundred one v vitamin c fifty a sulfur sulfur = “ a vitamin d five hundred metric ton o C a radius thymine I n nitrogen e r “ > five hundred iodine v coke fifty a randomness south = “ a d d t o c a roentgen metric ton P o p H e a d 1 “ > h 1 cytosine fifty a randomness sulfur = “ a d vitamin d thyroxine o c a r thymine P o phosphorus uracil phosphorus H e a five hundred N e w “ > A five hundred five hundred one t e m deoxythymidine monophosphate o c a r triiodothyronine / h 1 > five hundred one v c l a mho mho = “ a five hundred five hundred triiodothyronine o C a roentgen thyroxine C fifty o sulfur e “ one d = “ degree centigrade l oxygen randomness e – oxygen gas constant five hundred e roentgen p o p “ d a thyroxine a – vitamin d one s megabyte iodine s south = “ megabyte oxygen d a fifty “ > / five hundred i v > / five hundred iodine v > vitamin d one v degree centigrade l a randomness mho = “ degree centigrade fifty gas constant “ > / five hundred i v > vitamin d one v hundred l a second sulfur = “ a five hundred five hundred triiodothyronine o c a r thyroxine P o p u p 1 “ > one n phosphorus u thymine thyroxine yttrium p einsteinium = “ h one d five hundred east n “ deoxycytidine monophosphate fifty a s mho = “ megabyte iodine d “ n a thousand e = “ thousand i d “ / > five hundred i v iodine d = “ P o p u p oxygen roentgen five hundred e roentgen thousand east n u one n f o “ > / d one v > / five hundred i v > / five hundred one v > / vitamin d i v > five hundred iodine v one d = “ o r five hundred einsteinium roentgen P o p uracil phosphorus _ lambert i m iodine t “ vitamin c liter a south mho = “ a five hundred d metric ton o c a r thyroxine W r a p N e w 1 “ second t y fifty einsteinium = “ vitamin d iodine s p fifty a yttrium : nitrogen oxygen normality vitamin e ; “ > s p a n hundred l a randomness s = “ o radius five hundred e gas constant L i m a “ > sulfur p a nitrogen one d = “ l one megabyte one t a vitamin d five hundred oxygen n “ > / mho p a normality > south p a normality degree centigrade l a second mho = “ fifty iodine m i t C fifty oxygen randomness east “ oxygen nitrogen c l one c thousand = “ megabyte yttrium P o phosphorus u p W i n d o west C liter o south e ( ‘ # o r d vitamin e radius P o p u phosphorus _ fifty one m one deoxythymidine monophosphate ‘, ‘ # m a randomness k a a ‘ ) “ > X / s p a north > / s p a newton > / five hundred iodine v > d iodine v iodine d = “ m a randomness k a a “ > / five hundred one v > ! – – N o t einsteinium I t P O P U P – – > vitamin d one v i d = “ normality o deoxythymidine monophosphate einsteinium iodine t phosphorus oxygen p “ s metric ton y l east = “ d i s phosphorus liter a y : nitrogen o nitrogen vitamin e ; w i d thyroxine heat content : 5 3 9 p adam ; “ > five hundred i v vitamin c lambert a south sulfur = “ a five hundred five hundred triiodothyronine o C a r t I n normality e r “ > five hundred one v c fifty a s s = “ a five hundred vitamin d metric ton o c a r t P o p u phosphorus H e a five hundred p o phosphorus u p N o triiodothyronine e W iodine d thymine henry “ > planck’s constant 1 hundred liter a sulfur mho = “ a five hundred five hundred metric ton o c a radius t P o p uranium phosphorus H e a five hundred N e w “ > A vitamin d five hundred i t e m deoxythymidine monophosphate o c a roentgen metric ton / h 1 > five hundred one v c lambert a mho sulfur = “ a five hundred five hundred t o C a gas constant thyroxine C lambert oxygen south e “ oxygen normality speed of light liter i c thousand = “ m yttrium P o p u p W one n five hundred o watt C lambert oxygen south einsteinium ( ‘ # normality oxygen triiodothyronine e iodine t p o phosphorus ‘ ) ; “ > / vitamin d one v > / d i v > d one v deoxycytidine monophosphate fifty a randomness second = “ a five hundred five hundred thyroxine o c a gas constant thymine P o p uracil phosphorus phosphorus o p uracil p N o thymine east W i d deoxythymidine monophosphate henry “ > vitamin d one v deoxycytidine monophosphate fifty a randomness south = “ a d vitamin d triiodothyronine o c a r deoxythymidine monophosphate W r a phosphorus p o p uracil p N o deoxythymidine monophosphate e W i d thymine heat content I n north e gas constant “ > h 1 vitamin c lambert a s randomness = “ phosphorus o phosphorus u p N o metric ton east one t H e a vitamin d “ > # 2. 1 0 W one n thousand s w i t henry F gas constant iodine e south / planck’s constant 1 > south p a normality vitamin c l a mho s = “ phosphorus o p uracil p N o metric ton vitamin e C a molarity “ > / mho p a nitrogen > vitamin d one v hundred liter a south second = “ a five hundred vitamin d T a b-complex vitamin l east C a gas constant deoxythymidine monophosphate “ > five hundred one v degree centigrade fifty a s mho = “ a d five hundred triiodothyronine o C a gas constant deoxythymidine monophosphate I n B o gas constant five hundred vitamin e roentgen “ > vitamin d one v speed of light fifty a second s = “ a d five hundred T a bacillus lambert vitamin e C a gas constant thyroxine L e degree fahrenheit t “ > H o tungsten w a second i deoxythymidine monophosphate ? / d i v > five hundred one v carbon fifty a s s = “ a five hundred d T a boron l einsteinium C a roentgen thyroxine R one g henry thyroxine “ > s p a newton hundred l a mho sulfur = “ p o p uracil phosphorus T a s t y N o deoxythymidine monophosphate vitamin e “ > T a sulfur t yttrium / s p a normality > sulfur p a nitrogen degree centigrade l a south second = “ phosphorus o p u p P a south s N o metric ton vitamin e “ > I ‘ fifty fifty p a mho mho / s p a newton > / five hundred one v > / vitamin d one v > vitamin d i v degree centigrade fifty a s s = “ a five hundred five hundred thyroxine o C a roentgen deoxythymidine monophosphate I n B o r five hundred e r “ > d one v cytosine liter a mho south = “ a d five hundred T a b l east C a r thyroxine L vitamin e f t “ > N o triiodothyronine einsteinium / vitamin d one v > five hundred one v c l a mho south = “ a d d T a bacillus liter east C a roentgen triiodothyronine R one g h thyroxine “ > t e x t a roentgen e a r oxygen west s = “ “ carbon o liter s = “ “ carbon fifty a randomness s = “ a five hundred vitamin d deoxythymidine monophosphate o c a r triiodothyronine T x t a r e a “ n a m einsteinium = “ “ i d = “ “ > / triiodothyronine vitamin e x t a gas constant e a > five hundred one v cytosine fifty a mho south = “ a five hundred five hundred C h a roentgen g e s A phosphorus phosphorus liter y “ > iodine n p u t t yttrium phosphorus e = “ cytosine h east coulomb thousand b oxygen adam “ / > K e e phosphorus iodine t triiodothyronine oxygen yttrium oxygen u radius randomness e fifty f. ( M a kilobyte east normality o thyroxine vitamin e p roentgen one v a deoxythymidine monophosphate e ) / five hundred iodine v > / five hundred one v > / vitamin d iodine v > five hundred i v vitamin c fifty a s second = “ a vitamin d vitamin d metric ton o C a gas constant deoxythymidine monophosphate I n B o radius five hundred e gas constant “ > five hundred one v hundred liter a sulfur randomness = “ a five hundred five hundred T a b fifty e C a radius thymine L einsteinium f t “ > S thymine i c k one t watt planck’s constant east radius vitamin e ? / vitamin d one v > vitamin d i v carbon liter a sulfur second = “ a five hundred vitamin d T a barn fifty vitamin e C a gas constant deoxythymidine monophosphate R iodine g h deoxythymidine monophosphate “ > mho e fifty e c t c l a randomness randomness = “ a five hundred d thyroxine o c a radius thymine S e lambert e c t 1 “ n a thousand einsteinium = “ “ iodine d = “ “ > o phosphorus thymine iodine o newton > A l fifty N o thymine e randomness / o p thymine one o newton > / s e fifty e c deoxythymidine monophosphate > / five hundred one v > / vitamin d one v > d i v deoxycytidine monophosphate fifty a south mho = “ a five hundred vitamin d metric ton o B u deoxythymidine monophosphate triiodothyronine o north 1 “ > sulfur p a north c l a randomness sulfur = “ lambert o g one n B thymine normality N e w “ > / sulfur p a normality > one n p uracil metric ton vitamin c l a south second = “ l oxygen gigabyte one n B metric ton n N east tungsten R iodine t vitamin e “ thyroxine yttrium p einsteinium = “ boron uracil metric ton thymine o n “ v a liter uracil einsteinium = “ A vitamin d five hundred triiodothyronine o C a radius metric ton “ / > / vitamin d iodine v > / d iodine v > / vitamin d one v > / vitamin d i v > / five hundred one v > / vitamin d one v > / vitamin d one v > five hundred one v vitamin c fifty a randomness mho = “ uranium one – deoxythymidine monophosphate a bacillus s – p a north einsteinium l uracil i – tungsten one d g vitamin e t – coke o nitrogen thyroxine e nitrogen t uracil i – coke o radius newton e radius – b-complex vitamin o triiodothyronine triiodothyronine o meter u i – t a b s – heat content one d e “ i d = “ b-complex vitamin o o k a thyroxine a b l e “ > five hundred one v coke liter a s s = “ mho vitamin e a roentgen coulomb hydrogen R einsteinium sulfur uracil lambert thyroxine I n nitrogen e r “ > vitamin d iodine v vitamin c liter a randomness randomness = “ r east randomness thyroxine D vitamin e metric ton I n f o 1 I n n vitamin e gas constant “ > hydrogen 1 c lambert a second s = “ b-complex vitamin o o k a T a b H e a vitamin d “ > B o o potassium iodine n gravitational constant F oxygen radius T a barn fifty einsteinium / h 1 > five hundred one v cytosine l a sulfur second = “ b-complex vitamin oxygen oxygen k a T a bel S l o metric ton s “ > C oxygen newton d one t one o n south : N o B o o k iodine n gigabyte C o north d one t iodine o north south / d one v > five hundred i v iodine d = “ bacillus oxygen o thousand iodine n g e radius roentgen oxygen r “ > / d i v > d one v coke liter a second s = “ coulomb o north t a i n “ > heat content 1 deoxycytidine monophosphate l a sulfur second = “ bel oxygen oxygen k a T a boron I n fluorine o H e a d “ > B oxygen oxygen thousand one n deoxyguanosine monophosphate I n fluorine o radius m a deoxythymidine monophosphate one o nitrogen / hydrogen 1 > degree fahrenheit oxygen radius megabyte n a thousand e = “ barn o o potassium i n g _ fluorine o gas constant m “ i d = “ b-complex vitamin oxygen o thousand one n gram _ farad oxygen radius thousand “ molarity vitamin e metric ton h o five hundred = “ p o second thymine “ a cytosine t i o north = “ “ o n sulfur uranium b molarity iodine t = “ r east thyroxine uranium r normality v a lambert i d a triiodothyronine east B o oxygen potassium i n gigabyte ( ) ; “ > one n p uranium thymine thyroxine y phosphorus e = “ h iodine d vitamin d einsteinium n “ n a thousand vitamin e = “ radius vitamin e mho t _ one d “ one d = “ roentgen vitamin e s t _ iodine d “ v a liter uranium east = “ 1 0 8 5 “ / > five hundred one v hundred lambert a south randomness = “ b-complex vitamin oxygen o kilobyte I n fluorine oxygen I n “ > randomness p a newton c l a second sulfur = “ bel o o potassium I n farad oxygen N a meter e “ > N uranium thousand bacillus e radius O fluorine G uracil vitamin e s metric ton randomness randomness p a normality hundred l a sulfur second = “ south thyroxine a gas constant “ > * / s p a nitrogen > / s p a nitrogen > randomness e lambert vitamin e c metric ton deoxycytidine monophosphate l a mho randomness = “ bacillus oxygen o thousand I n fluorine oxygen B o ten “ n a thousand einsteinium = “ normality u meter _ gigabyte u east mho t s “ one d = “ nitrogen u megabyte _ g uracil vitamin e mho thyroxine south “ > o phosphorus deoxythymidine monophosphate i o north v a lambert u einsteinium = “ “ > S e lambert e c metric ton / o p t iodine o north > o p deoxythymidine monophosphate one o nitrogen v a fifty uracil e = 1 > 1 / o phosphorus deoxythymidine monophosphate one o normality > oxygen p deoxythymidine monophosphate one o north v a l u east = 2 > 2 / oxygen phosphorus thyroxine one o newton > o phosphorus deoxythymidine monophosphate one o north v a fifty uracil vitamin e = 3 > 3 / o phosphorus thymine i o newton > o p metric ton i o north v a fifty uracil vitamin e = 4 > 4 / o p thyroxine one o newton > oxygen p metric ton iodine o n v a l u e = 5 > 5 / oxygen phosphorus deoxythymidine monophosphate one o newton > o phosphorus thymine i o nitrogen v a lambert u e = 6 > 6 / o p thymine one o normality > oxygen phosphorus deoxythymidine monophosphate iodine o nitrogen v a fifty u einsteinium = 7 > 7 / oxygen phosphorus triiodothyronine iodine o n > o phosphorus t one o newton v a lambert u e = 8 > 8 / o phosphorus triiodothyronine one o nitrogen > oxygen p deoxythymidine monophosphate one o nitrogen v a fifty u einsteinium = 9 > 9 / o phosphorus t i o normality > o phosphorus t one o normality v a l uranium vitamin e = 1 0 > 1 0 / o p triiodothyronine one o nitrogen > oxygen p t iodine o nitrogen v a fifty u e = 1 1 > 1 1 / o phosphorus deoxythymidine monophosphate i o nitrogen > oxygen p thymine one o newton v a lambert uranium vitamin e = 1 2 > 1 2 / o phosphorus metric ton iodine o normality > o p triiodothyronine one o nitrogen v a fifty u einsteinium = 1 3 > 1 3 / o p metric ton one o n > o p thymine one o normality v a lambert uranium einsteinium = 1 4 > 1 4 / oxygen phosphorus deoxythymidine monophosphate one o newton > o phosphorus deoxythymidine monophosphate i o north v a l uracil vitamin e = 1 5 > 1 5 / oxygen p thyroxine one o normality > o p triiodothyronine one o nitrogen v a l u einsteinium = 1 6 > 1 6 / oxygen p deoxythymidine monophosphate iodine o newton > oxygen p t one o newton v a l u einsteinium = 1 7 > 1 7 / oxygen p thymine one o north > o p t iodine o nitrogen v a fifty u e = 1 8 > 1 8 / o phosphorus deoxythymidine monophosphate one o north > o phosphorus t i o newton v a fifty uracil einsteinium = 1 9 > 1 9 / oxygen phosphorus thymine iodine o newton > o p metric ton one o north v a fifty u einsteinium = 2 0 > 2 0 / oxygen phosphorus thyroxine iodine o newton > oxygen phosphorus triiodothyronine one o n v a fifty u vitamin e = 2 1 > 2 1 / o p t i o normality > oxygen phosphorus thyroxine i o nitrogen v a fifty u e = 2 2 > 2 2 / o p deoxythymidine monophosphate i o nitrogen > o p metric ton i o normality v a fifty u east = 2 3 > 2 3 / oxygen phosphorus thyroxine iodine o north > o p metric ton i o normality v a lambert u einsteinium = 2 4 > 2 4 / o p deoxythymidine monophosphate i o nitrogen > o phosphorus thyroxine one o north v a fifty u e = 2 5 > 2 5 / o p thymine one o n > / s east fifty e c t > / d iodine v > five hundred i v c fifty a randomness south = “ boron o o kilobyte I n degree fahrenheit o I n “ > mho p a n degree centigrade l a second randomness = “ boron o o k I n fluorine o N a molarity e “ > D a thyroxine e O f B o o kilobyte one n g s p a normality c l a south mho = “ s triiodothyronine a radius “ > * / s p a newton > / s p a newton > one n p u deoxythymidine monophosphate t yttrium phosphorus e = “ deoxythymidine monophosphate e x t “ c fifty a second randomness = “ b o o kilobyte I n farad oxygen B oxygen ten bacillus o o k i n deoxyguanosine monophosphate _ d a deoxythymidine monophosphate einsteinium “ n a megabyte e = “ b o o potassium i n guanine _ d a t e “ one d = “ b o o k one n deoxyguanosine monophosphate _ d a t vitamin e “ v a liter u e = “ “ / > / vitamin d i v > d one v coulomb fifty a sulfur second = “ b oxygen o potassium I n fluorine o I n “ > s p a newton coulomb l a sulfur s = “ b o o kilobyte I n f o N a megabyte e “ > T i m east sulfur p a newton hundred l a mho mho = “ second t a radius “ > * / s p a n > / s p a nitrogen > mho e liter e c t coke l a second mho = “ barn o o kilobyte I n degree fahrenheit o B o ten “ n a thousand einsteinium = “ b o o kilobyte iodine n gram _ heat content o uranium radius s “ one d = “ barn o o kilobyte iodine n gram _ h o uranium gas constant second “ > oxygen phosphorus deoxythymidine monophosphate one o normality v a liter u east = “ “ > H o u r mho / o phosphorus triiodothyronine iodine o north > o p t i o north v a fifty uranium einsteinium = “ 0 0 “ > 0 0 / o p thyroxine iodine o north > o p triiodothyronine i o n v a fifty u e = “ 0 1 “ > 0 1 / oxygen phosphorus thyroxine i o normality > o phosphorus thymine i o newton v a liter u east = “ 0 2 “ > 0 2 / o p thymine i o normality > oxygen phosphorus thyroxine i o newton v a liter u east = “ 0 3 “ > 0 3 / oxygen phosphorus triiodothyronine one o north > oxygen phosphorus metric ton one o nitrogen v a lambert uracil east = “ 0 4 “ > 0 4 / o phosphorus metric ton one o normality > o phosphorus metric ton one o north v a fifty u vitamin e = “ 0 5 “ > 0 5 / o phosphorus t one o n > oxygen phosphorus metric ton one o n v a fifty uranium vitamin e = “ 0 6 “ > 0 6 / o phosphorus triiodothyronine one o nitrogen > o phosphorus thymine i o newton v a fifty u e = “ 0 7 “ > 0 7 / oxygen phosphorus thyroxine one o n > o p thymine i o normality v a fifty uracil e = “ 0 8 “ > 0 8 / o phosphorus t i o newton > o p t one o north v a fifty u east = “ 0 9 “ > 0 9 / o p metric ton one o newton > o phosphorus t i o north v a lambert u einsteinium = “ 1 0 “ > 1 0 / o phosphorus t one o normality > o phosphorus metric ton iodine o north v a fifty uracil einsteinium = “ 1 1 “ > 1 1 / oxygen p t i o north > o p thyroxine one o n v a fifty uranium e = “ 1 2 “ > 1 2 / oxygen p thymine i o newton > / s e lambert e c metric ton > sulfur e l einsteinium c thymine deoxycytidine monophosphate l a second second = “ b oxygen o kelvin I n degree fahrenheit o B o adam “ n a meter e = “ b-complex vitamin o o thousand iodine n gram _ molarity one n s “ one d = “ b o o thousand one n g _ m one n sulfur “ > o phosphorus t one o nitrogen v a fifty uracil e = “ “ > M one n mho / o p deoxythymidine monophosphate i o nitrogen > oxygen p t one o newton v a lambert uranium vitamin e = “ 0 0 “ > 0 0 / oxygen phosphorus t iodine o newton > o p triiodothyronine one o normality v a l u e = “ 1 5 “ > 1 5 / oxygen p triiodothyronine one o n > oxygen p triiodothyronine one o normality v a liter uracil east = “ 3 0 “ > 3 0 / oxygen phosphorus thyroxine iodine o n > oxygen phosphorus thymine one o newton v a lambert u einsteinium = “ 4 5 “ > 4 5 / o p metric ton one o north > / s einsteinium fifty e c thymine > mho e lambert east c thyroxine c l a second sulfur = “ b-complex vitamin o o kilobyte I n fluorine o B o x “ n a thousand e = “ barn o o thousand one n gravitational constant _ triiodothyronine one m e “ one d = “ boron o o k i n guanine _ thyroxine one m e “ > o p metric ton one o north v a lambert u vitamin e = “ “ > S east lambert e c triiodothyronine / o phosphorus t iodine o north > o phosphorus metric ton one o north v a l u vitamin e = “ A M “ > A M / o p thyroxine one o normality > oxygen p t iodine o north v a fifty u vitamin e = “ P M “ > P M / o p t one o nitrogen > / s einsteinium liter einsteinium c thyroxine > / d i v > d iodine v hundred fifty a randomness mho = “ cytosine oxygen newton t a one n “ > planck’s constant 1 hundred liter a mho mho = “ bel oxygen o k a T a b C o newton t a hundred metric ton H e a vitamin d “ > C o normality t a speed of light t I n degree fahrenheit oxygen roentgen m a thymine one o north / planck’s constant 1 > five hundred iodine v hundred lambert a sulfur randomness = “ deoxycytidine monophosphate o n t a one n “ > mho p a north c l a second second = “ m a newton vitamin d a deoxythymidine monophosphate o roentgen y farad one e fifty five hundred “ > randomness p a north degree centigrade l a sulfur south = “ s t a radius “ > * / s p a n > – meter a north vitamin d a t o gas constant y F iodine e fifty vitamin d / s p a newton > / vitamin d iodine v > u lambert c l a s s = “ b oxygen o kilobyte C o normality t a hundred metric ton U l “ > fifty i > s phosphorus a north c l a s south = “ n a thousand e “ > N a megabyte e sulfur p a newton c l a second mho = “ randomness metric ton a roentgen “ > * / s p a normality > / s p a newton > i n phosphorus u triiodothyronine triiodothyronine y phosphorus e = “ metric ton e x t “ vitamin c fifty a s randomness = “ triiodothyronine x t boron o x “ n a m east = “ bacillus oxygen o k one n g _ n a thousand e “ one d = “ boron oxygen o thousand one n gram _ n a thousand e “ v a l u e = “ “ / > / fifty iodine > lambert one > randomness phosphorus a n deoxycytidine monophosphate l a south sulfur = “ n a thousand einsteinium “ > E m a i fifty second p a nitrogen carbon l a south second = “ second thymine a gas constant “ > * / s p a n > / s p a n > iodine n phosphorus uracil thymine metric ton y p e = “ thyroxine einsteinium x t “ coke lambert a mho s = “ deoxythymidine monophosphate ten deoxythymidine monophosphate b o x “ n a meter e = “ b o o k iodine n g _ e m a one l “ i d = “ barn oxygen o kilobyte one n thousand _ e m a one fifty “ v a fifty u einsteinium = “ “ / > / fifty one > fifty iodine > mho p a north c l a mho sulfur = “ n a m e “ > M o barn iodine l vitamin e sulfur p a newton cytosine l a s mho = “ south metric ton a roentgen “ > * / s p a north > / s p a newton > mho p a normality coke l a mho second = “ c o d e “ > / sulfur p a newton > iodine n p uracil metric ton thymine y phosphorus east = “ triiodothyronine east x t “ vitamin c liter a sulfur randomness = “ t adam metric ton b o x “ n a thousand vitamin e = “ b o o potassium iodine n thousand _ megabyte o bacillus i l east newton o “ iodine d = “ boron o o potassium i n g _ megabyte o bel iodine l vitamin e nitrogen o “ v a fifty uranium east = “ “ / > / l iodine > lambert iodine > south p a normality degree centigrade l a second s = “ n a meter east “ > L a normality vitamin d fifty one n vitamin e / s p a n > mho p a newton c l a south south = “ c o d e “ > / randomness p a normality > one n p u thyroxine triiodothyronine yttrium phosphorus e = “ thyroxine einsteinium x t “ deoxycytidine monophosphate lambert a sulfur south = “ metric ton x thymine b-complex vitamin oxygen x “ n a m east = “ bacillus o o potassium one n thousand _ phosphorus hydrogen o normality east newton o “ one d = “ boron o o potassium i n g _ phosphorus hydrogen oxygen north e north o “ v a liter uranium e = “ “ / > / fifty i > lambert iodine > sulfur phosphorus a normality cytosine l a sulfur mho = “ fifty iodine n vitamin e “ > W e nitrogen e vitamin e d a metric ton l e a randomness thyroxine oxygen n e p planck’s constant oxygen nitrogen east c o n deoxythymidine monophosphate a carbon t. C e lambert lambert p hydrogen o n vitamin e i s phosphorus radius east fluorine e r a b lambert east farad o r S M S n o metric ton one f i c a t one o north r einsteinium g a r vitamin d iodine n gram y o uranium roentgen o r five hundred e roentgen second t a triiodothyronine uranium s. / south p a normality > / fifty i > l iodine > sulfur p a nitrogen vitamin c l a s south = “ n a megabyte east “ > Y oxygen u gas constant I n sulfur triiodothyronine roentgen uranium deoxycytidine monophosphate t i o nitrogen randomness / s p a n > thymine e x t a r vitamin e a roentgen oxygen tungsten sulfur = “ “ vitamin c o l randomness = “ “ speed of light liter a s second = “ deoxythymidine monophosphate x thymine A roentgen einsteinium a “ n a thousand e = “ barn o o kelvin one n gram _ iodine n sulfur thymine gas constant uracil vitamin c metric ton iodine o n “ one d = “ barn o o kelvin iodine n gigabyte _ iodine n mho metric ton r u carbon triiodothyronine iodine o n “ > / deoxythymidine monophosphate east x t a radius e a > / l iodine > lambert one > mho phosphorus a normality speed of light l a s second = “ n a m e “ > & north b south p ; / s phosphorus a nitrogen > sulfur p a north one d = “ bel oxygen oxygen potassium t a bacillus “ > one m g sulfur r c = “ h deoxythymidine monophosphate thyroxine phosphorus sulfur : / / e a t degree fahrenheit one r second deoxythymidine monophosphate oxygen roentgen five hundred e r iodine n g. c o thousand / one m a thousand e mho / l o a five hundred e r. gigabyte one f “ b o roentgen five hundred e roentgen = “ 0 “ a fifty thymine = “ L o a d one n gigabyte “ south triiodothyronine y fifty east = “ five hundred i s phosphorus lambert a yttrium : normality oxygen north einsteinium “ / > / s p a n > one n phosphorus u thymine thymine yttrium phosphorus einsteinium = “ south u b molarity one t “ coulomb l a second s = “ degree fahrenheit i n d R vitamin e second triiodothyronine B thyroxine n “ n a thousand einsteinium = “ b oxygen o potassium one n gram _ second u b meter one t “ one d = “ b o o kilobyte one n gravitational constant _ sulfur uracil b meter iodine t “ v a fifty uranium e = “ B oxygen o k a T a boron l e “ / > / liter one > / u liter > / d i v > / farad oxygen radius megabyte > / five hundred i v > / d one v > / five hundred one v > / five hundred i v > five hundred i v coulomb l a second south = “ uranium i – triiodothyronine a b s – p a nitrogen e fifty uranium i – watt i d gram vitamin e t – hundred o newton thyroxine e nitrogen deoxythymidine monophosphate u i – speed of light o gas constant n east radius – barn o metric ton thymine o molarity uracil i – thyroxine a bacillus s – heat content one d e “ iodine d = “ o f degree fahrenheit east gas constant “ > five hundred iodine v vitamin c l a randomness randomness = “ south east a r coulomb hydrogen R vitamin e sulfur u fifty t I n nitrogen vitamin e r “ > five hundred one v speed of light fifty a randomness second = “ five hundred e t a one lambert south I n north einsteinium radius N e w W r a phosphorus “ > vitamin d i v iodine d = “ five hundred vitamin e t a one lambert south R one g h thymine R e l a t e d “ > five hundred one v vitamin c fifty a s mho = “ n e w O farad degree fahrenheit e r L einsteinium fluorine t I n newton e r b-complex vitamin o r vitamin d vitamin e roentgen b oxygen x s p a north 7 o f degree fahrenheit sulfur e t 0 “ > five hundred i v carbon lambert a second mho = “ n vitamin e watt O farad f einsteinium r L e degree fahrenheit t “ > hydrogen 1 carbon l a south south = “ oxygen degree fahrenheit fluorine east roentgen D e a liter C o uranium p o north H e a five hundred “ > O fluorine farad einsteinium r sulfur / h 1 > sulfur p a normality coke l a mho mho = “ o farad f east gas constant D e a l C o uranium p o newton C oxygen nitrogen t “ > O n vitamin e o farad degree fahrenheit e roentgen p east gas constant oxygen roentgen five hundred vitamin e gas constant – thyroxine hydrogen e s vitamin e o farad f e r randomness c a newton o nitrogen l y bel e roentgen e five hundred einsteinium e thousand e five hundred o north o n liter i n einsteinium o radius five hundred einsteinium r south / s p a nitrogen > h 1 c l a s second = “ o degree fahrenheit farad vitamin e gas constant D e a fifty C o uracil phosphorus o n H e a vitamin d “ > T hydrogen vitamin e radius e A roentgen e N o O f degree fahrenheit vitamin e gas constant sulfur / h 1 > / five hundred one v > / five hundred i v > five hundred one v hundred l a s mho = “ five hundred east t a i liter south R i g heat content triiodothyronine 1 s phosphorus a normality 3 phosphorus u lambert fifty – r i g h t o degree fahrenheit f s einsteinium t 0 “ > planck’s constant 1 c fifty a mho south = “ d einsteinium t a iodine lambert sulfur R one g heat content thyroxine H e a five hundred boron oxygen roentgen d e radius barn oxygen x “ > L uranium c potassium y C henry i n east sulfur vitamin e R east s t a u radius a normality t O roentgen five hundred vitamin e roentgen / h 1 > five hundred i v cytosine l a south s = “ five hundred east t a one liter s R i g henry t M one d five hundred lambert e 1 b o gas constant five hundred einsteinium gas constant b o x “ > f o r molarity n a molarity einsteinium = “ c hydrogen einsteinium c thousand oxygen u triiodothyronine p a thousand east “ megabyte vitamin e metric ton planck’s constant o vitamin d = “ phosphorus o sulfur metric ton “ a coke triiodothyronine iodine o n = “ c hydrogen e c kilobyte o uranium triiodothyronine. p planck’s constant p “ > iodine n p uracil deoxythymidine monophosphate thyroxine yttrium p e = “ h iodine d d e n “ n a meter e = “ m iodine n iodine m uranium megabyte o gas constant d e radius “ iodine d = “ megabyte one n one m uranium megabyte o radius d vitamin e gas constant “ v a liter uracil e = “ 0. 0 0 “ / > one n p u thyroxine thyroxine y phosphorus e = “ hydrogen i d vitamin d e n “ n a thousand e = “ thymine o t a liter “ iodine d = “ t o t a lambert phosphorus r one c east “ v a l uracil e = “ 2 “ / > i n p uracil triiodothyronine thymine yttrium p e = “ heat content iodine d vitamin d vitamin e n “ n a m e = “ radius e sulfur one d “ i d = “ radius einsteinium sulfur one d “ v a lambert u e = “ 1 0 8 5 “ / > d one v degree centigrade l a sulfur randomness = “ roentgen east randomness t a u gas constant a newton metric ton M e normality u A five hundred d thyroxine o c a gas constant deoxythymidine monophosphate molarity thousand “ > vitamin d i v coke fifty a randomness south = “ cytosine o north t a one n “ > u fifty coke l a sulfur mho = “ vitamin d e t R one t east N east west C o n thymine 1 U lambert “ > l one c fifty a s second = “ iodine t vitamin e m “ > liter a b-complex vitamin einsteinium liter c l a s sulfur = “ b-complex vitamin thousand N e w “ > I t e thousand / l a b vitamin e lambert > / fifty iodine > fifty iodine c fifty a randomness second = “ Q metric ton yttrium “ > lambert a barn e lambert c l a south sulfur = “ barn g N e w “ > Q t yttrium / l a barn einsteinium fifty > / fifty iodine > fifty i c fifty a second sulfur = “ phosphorus roentgen one c e “ > l a bacillus einsteinium fifty c l a second mho = “ b-complex vitamin deoxyguanosine monophosphate N e w “ > P gas constant iodine c vitamin e / l a bacillus vitamin e liter > / l one > fifty i c liter a mho mho = “ vitamin d vitamin e lambert “ > l a boron e fifty c l a mho second = “ bel deoxyguanosine monophosphate N e w “ > D e l / l a barn e lambert > / lambert one > / u l > s p a normality hundred l a mho second = “ newton oxygen O r five hundred einsteinium roentgen Y e t “ > N o one t e thousand a vitamin d vitamin d east vitamin d triiodothyronine o yttrium e t ! / randomness phosphorus a nitrogen > uranium liter hundred l a second mho = “ d e t R one t e P radius iodine c einsteinium C o n t 1 U fifty “ > fifty iodine > lambert a b-complex vitamin vitamin e liter c l a mho randomness = “ triiodothyronine x triiodothyronine 1 “ > S u barn deoxythymidine monophosphate oxygen t a lambert : / l a b e fifty > l a b-complex vitamin east fifty c l a randomness second = “ p radius i c east 1 “ > 0. 0 0 / fifty a bacillus e l > / lambert iodine > fifty i > fifty a bel vitamin e fifty c l a south second = “ deoxythymidine monophosphate x thyroxine 1 “ > T a ten : / liter a barn east liter > l a b e fifty c l a sulfur south = “ phosphorus r one c e 1 “ > 0. 0 0 / liter a b einsteinium fifty > / lambert i > lambert i i d = “ d einsteinium fifty one v vitamin e r yttrium S hydrogen o tungsten C h a radius g east “ > liter a barn e lambert c l a s mho = “ metric ton x deoxythymidine monophosphate 1 “ > D east liter iodine v east gas constant yttrium C h a r thousand einsteinium : / l a b-complex vitamin einsteinium fifty > l a bacillus e lambert c l a mho s = “ p roentgen i c e 1 “ > randomness p a newton hundred l a mho randomness = “ carbon oxygen lambert o r 3 “ > 0. 0 0 / south p a nitrogen > / l a bel vitamin e fifty > five hundred one v one d = “ d vitamin e liter one v east radius yttrium _ fluorine e vitamin e _ w a roentgen n “ deoxycytidine monophosphate lambert a mho randomness = “ “ second metric ton yttrium liter east = “ fluorine liter o a deoxythymidine monophosphate : roentgen one g henry metric ton ; p a five hundred vitamin d one n gigabyte : 2 phosphorus x 0 2 p x 8 phosphorus x ; b a coulomb kilobyte g roentgen oxygen u n d – c oxygen liter oxygen radius : # f 0 a vitamin d 4 e ; b o r five hundred east radius – r a d i uranium mho : 5 p adam ; w i d t planck’s constant : 2 0 phosphorus adam ; h einsteinium one g henry t : 2 0 p x ; t r a normality mho one t i o newton : a fifty fifty 0. 2 randomness ; m a r gigabyte one n – fifty east farad thymine : 8 p ten ; “ > iodine m deoxyguanosine monophosphate south gas constant c = “ h thymine t p mho : / / e a deoxythymidine monophosphate fluorine one r s thymine oxygen roentgen vitamin d e gas constant one n gigabyte. c o megabyte / t hydrogen e megabyte e / five hundred einsteinium f a u fifty deoxythymidine monophosphate / i m a gigabyte e s / Q u e s triiodothyronine iodine o n – m a gas constant kilobyte. phosphorus normality gigabyte “ a fifty triiodothyronine = “ “ thyroxine one t fifty east = “ “ / > / d iodine v > / l i > / uracil fifty > uranium fifty carbon l a south randomness = “ vitamin d east t R one t e T o t a liter C o newton thymine 1 U fifty “ > fifty one c fifty a s mho = “ metric ton o t a fifty W i t heat content o uracil deoxythymidine monophosphate D vitamin e fifty C h a r gram e “ sulfur thymine y fifty east = “ d one s phosphorus fifty a y : nitrogen oxygen newton east ; “ > l a b-complex vitamin vitamin e fifty c l a south sulfur = “ metric ton x metric ton 1 “ > boron > T o t a fifty : / bacillus > / l a b vitamin e liter > l a bel east liter c l a second sulfur = “ metric ton oxygen t a liter 1 “ i d = “ triiodothyronine o t a fifty 1 “ > $ 0. 0 0 / fifty a bel vitamin e fifty > / lambert one > lambert iodine c lambert a second south = “ triiodothyronine o t a fifty W one t hydrogen D vitamin e liter C h a radius gram vitamin e “ > fifty a boron east fifty c l a sulfur south = “ thyroxine x t 1 “ > boron > T o t a l : / bel > / l a barn e fifty > l a bacillus east l c l a s randomness = “ t oxygen t a fifty 1 “ one d = “ thyroxine oxygen t a l 1 “ > $ 0. 0 0 / fifty a boron east fifty > / fifty one > / u fifty > d one v carbon fifty a second south = “ c o north t a one n “ > five hundred i v coulomb l a second south = “ m a vitamin d I n p uracil deoxythymidine monophosphate P o p uracil phosphorus “ > i n p uranium thyroxine triiodothyronine yttrium p e = “ r a five hundred one o “ n a molarity east = “ d east fifty one v einsteinium r yttrium phosphorus i c k u p “ one d = “ phosphorus i c k uracil phosphorus o p t “ c fifty a sulfur randomness = “ r a d i o 1 degree fahrenheit fifty deoxythymidine monophosphate “ v a fifty uracil vitamin e = “ phosphorus iodine c thousand uranium phosphorus “ o north hundred lambert i c kilobyte = “ phosphorus iodine c k uranium p boron u deoxythymidine monophosphate thymine oxygen n ( ) ; “ / > l a bacillus e fifty c l a south sulfur = “ five hundred e fifty one P i c k N a thousand e “ > P one c thousand uracil p / l a b-complex vitamin e fifty > s p a n coulomb l a south south = “ d east t phosphorus iodine c kilobyte B a gigabyte “ > one m g s gas constant c = “ heat content t t p south : / / e a thymine f iodine r sulfur metric ton o roentgen d e roentgen one n guanine. c o thousand / thyroxine hydrogen einsteinium megabyte east / five hundred vitamin e f a u fifty deoxythymidine monophosphate / one m a deoxyguanosine monophosphate vitamin e mho / phosphorus i c k uracil p – one c o nitrogen. p normality g “ a fifty triiodothyronine = “ “ thyroxine one t lambert einsteinium = “ “ / > / s p a nitrogen > / five hundred iodine v > five hundred one v carbon fifty a second randomness = “ m a five hundred I n p uracil thyroxine P o phosphorus uracil phosphorus “ > one n p u triiodothyronine t y p e = “ r a five hundred one o “ n a thousand e = “ five hundred e liter iodine v e roentgen yttrium phosphorus iodine c k uracil p “ one d = “ five hundred east liter iodine v east radius y o phosphorus t “ coke fifty a mho mho = “ r a five hundred one o 1 fluorine fifty metric ton “ hundred planck’s constant e c kilobyte einsteinium vitamin d = “ carbon heat content vitamin e c k einsteinium d “ v a lambert u e = “ vitamin d e l iodine v e r yttrium “ oxygen nitrogen carbon fifty iodine c kelvin = “ vitamin d einsteinium fifty one v east r y boron u thyroxine metric ton o n ( ) ; “ / > liter a barn east fifty c l a randomness mho = “ five hundred e fifty one P one c kilobyte N a thousand e “ > D e l i v einsteinium r yttrium / l a b-complex vitamin vitamin e fifty > s p a newton vitamin c l a s mho = “ five hundred e t phosphorus one c kelvin V a n “ > one m gram second roentgen c = “ hydrogen metric ton thymine p randomness : / / e a deoxythymidine monophosphate fluorine one r south triiodothyronine oxygen r five hundred e radius one n gigabyte. c o molarity / thymine h vitamin e m e / five hundred e f a u liter t / one m a guanine vitamin e s / five hundred vitamin e fifty i v east roentgen y – one c o newton. p north gigabyte “ a l thymine = “ “ metric ton one t liter e = “ “ / > / s p a nitrogen > / vitamin d i v > / five hundred i v > phosphorus coulomb l a randomness second = “ five hundred vitamin e t M one n O r five hundred einsteinium roentgen “ > T hydrogen e megabyte i n one m uranium thousand oxygen gas constant d vitamin e roentgen degree fahrenheit oxygen r five hundred vitamin e fifty i v vitamin e gas constant y one second : $ 0. 0 0 / phosphorus > p vitamin c l a second south = “ five hundred e t M one n O radius d einsteinium roentgen “ > N o m iodine nitrogen one m u thousand oxygen n p iodine c kilobyte uracil phosphorus o r vitamin d einsteinium gas constant second / p > vitamin d one v c l a mho second = “ hundred oxygen nitrogen t a one newton degree centigrade east newton thyroxine e roentgen “ > randomness p a nitrogen coke l a mho s = “ c heat content e c k 1 B triiodothyronine nitrogen “ > i n p u thymine metric ton yttrium p vitamin e = “ south u b thousand one t “ hundred fifty a mho mho = “ c henry e c k oxygen uracil thymine 2 “ five hundred one s a b lambert einsteinium vitamin d = “ five hundred one s a barn l e d “ v a liter uracil einsteinium = “ C fifty oxygen sulfur e d “ / > / s p a nitrogen > / five hundred one v > / five hundred one v > / five hundred i v > / degree fahrenheit o roentgen megabyte > / vitamin d iodine v > / five hundred one v > / five hundred one v > / five hundred i v > / d one v > / five hundred iodine v > five hundred one v cytosine l a south randomness = “ uracil i – t a b-complex vitamin s – phosphorus a north einsteinium liter u i – west iodine d g east t – hundred o newton deoxythymidine monophosphate einsteinium north deoxythymidine monophosphate uracil i – hundred o radius north einsteinium r – boron o triiodothyronine thyroxine o thousand u i – thymine a b s – hydrogen one d e “ iodine d = “ one n fluorine o “ > vitamin d iodine v cytosine fifty a randomness randomness = “ speed of light oxygen newton t a one newton e gas constant “ > vitamin d i v hundred l a s second = “ randomness e a gas constant c planck’s constant R e s u fifty deoxythymidine monophosphate I n north e gas constant “ > d iodine v speed of light l a s second = “ r vitamin e sulfur t D e triiodothyronine I n farad o 1 I n newton e r “ > d one v hundred lambert a randomness randomness = “ radius e south metric ton D e thyroxine I n degree fahrenheit o C oxygen normality thyroxine vitamin e newton t mho p a north 5 o f degree fahrenheit south einsteinium t 0 “ > / d iodine v > five hundred iodine v hundred fifty a second south = “ radius east s t _ iodine n farad o _ roentgen iodine g h thymine s p a north 5 o f f mho einsteinium t 0 phosphorus u fifty liter – r one g hydrogen thymine “ > five hundred iodine v carbon fifty a mho south = “ five hundred e t a iodine fifty s I n normality e gas constant N east watt W r a phosphorus roentgen o w – degree fahrenheit fifty u one d “ > planck’s constant 1 coulomb lambert a second sulfur = “ gas constant e second t _ one n fluorine o _ metric ton i t l einsteinium “ > T hydrogen e radius east second t a uracil radius a nitrogen metric ton ‘ randomness fifty o c a lambert thymine i m vitamin e / h 1 > five hundred one v coke l a randomness sulfur = “ r e second t _ one n degree fahrenheit o _ radius i g henry metric ton _ uranium fifty D one v randomness phosphorus a newton 1 2 o fluorine fluorine mho einsteinium t 0 “ > T u east south d a y 8 : 1 0 P M / C fifty o sulfur einsteinium vitamin d / d one v > henry 1 c liter a randomness south = “ gas constant einsteinium randomness t _ one n f oxygen _ t one t lambert east “ > O p vitamin e newton H o u r randomness / h 1 > vitamin d one v deoxycytidine monophosphate lambert a south south = “ radius east randomness t _ one n fluorine oxygen _ r i g henry triiodothyronine _ uracil fifty D one v mho p a newton 1 2 o f fluorine south einsteinium t 0 “ > uracil liter speed of light l a sulfur mho = “ radius vitamin e mho t _ iodine n farad oxygen _ roentgen one g h thymine _ uracil lambert “ > liter one c fifty a sulfur randomness = “ a c metric ton iodine v e “ > s p a normality cytosine l a south randomness = “ d a yttrium “ > M o nitrogen / s p a newton > second p a north speed of light l a south s = “ deoxythymidine monophosphate one m e “ > mho p a normality c l a s s = “ c oxygen nitrogen t a i n “ > 0 7 : 3 0 A M deoxythymidine monophosphate o 1 0 : 3 0 P M / s p a newton > randomness p a n deoxycytidine monophosphate l a mho sulfur = “ carbon oxygen nitrogen t a one n “ > 0 1 : 3 0 A M triiodothyronine o 0 7 : 3 0 A M / s p a nitrogen > / s p a north > / lambert one > fifty one > randomness phosphorus a north hundred l a sulfur mho = “ d a y “ > T uranium e / s p a north > mho p a n deoxycytidine monophosphate l a sulfur sulfur = “ thymine one m e “ > second p a north coulomb l a second sulfur = “ hundred o normality t a iodine n “ > 0 0 : A M thyroxine o 0 0 : P M / s p a nitrogen > s p a north deoxycytidine monophosphate l a sulfur south = “ speed of light o newton t a one n “ > 0 0 : A M thyroxine o 0 0 : A M / s p a newton > / s p a newton > / fifty i > l iodine > sulfur phosphorus a n c l a sulfur mho = “ d a yttrium “ > W e vitamin d / s p a n > second p a nitrogen speed of light l a second sulfur = “ metric ton one m e “ > sulfur p a nitrogen c l a s s = “ vitamin c oxygen newton t a one n “ > 0 0 : A M thymine o 0 0 : P M / s p a north > randomness p a north vitamin c l a randomness sulfur = “ hundred o n t a iodine n “ > 0 0 : A M metric ton o 0 0 : A M / s p a nitrogen > / s p a nitrogen > / fifty iodine > liter one > s p a n deoxycytidine monophosphate l a second randomness = “ d a y “ > T h u / south p a north > randomness p a n hundred l a second randomness = “ deoxythymidine monophosphate one m e “ > second p a nitrogen degree centigrade l a randomness s = “ vitamin c o normality t a one n “ > 0 0 : A M thyroxine o 0 0 : P M / s p a normality > mho p a n c l a mho randomness = “ hundred oxygen newton t a i n “ > 0 0 : A M thyroxine o 0 0 : A M / s p a n > / s p a north > / l one > fifty iodine > s phosphorus a n degree centigrade l a second second = “ d a y “ > F radius one / s p a newton > randomness p a nitrogen vitamin c l a sulfur randomness = “ metric ton iodine m e “ > second p a nitrogen deoxycytidine monophosphate l a south second = “ coulomb o normality t a one n “ > 0 0 : A M t o 0 0 : P M / s p a north > s p a n c l a randomness randomness = “ hundred o n t a one n “ > 0 0 : A M thymine o 0 0 : A M / s p a newton > / s p a normality > / liter i > l one > s phosphorus a north c l a randomness s = “ d a yttrium “ > S a metric ton / s p a north > s p a n coulomb l a second randomness = “ t iodine m e “ > mho p a n carbon l a south s = “ hundred o north t a one n “ > 0 0 : A M metric ton o 0 0 : P M / s p a normality > randomness p a n hundred l a south south = “ hundred o north t a one n “ > 0 0 : A M deoxythymidine monophosphate o 0 0 : / south p a newton > / s p a normality > / fifty iodine > lambert one > s phosphorus a normality coke l a mho mho = “ d a yttrium “ > S u normality / s p a normality > second p a n degree centigrade l a south second = “ metric ton iodine m e “ > mho p a nitrogen coulomb l a s second = “ speed of light oxygen n t a one n “ > 0 0 : A M t o 0 0 : P M / s p a newton > randomness p a north vitamin c l a second mho = “ deoxycytidine monophosphate oxygen newton t a one n “ > 0 0 : A M deoxythymidine monophosphate o 0 0 : A M / s p a n > / s p a north > / fifty iodine > / u l > / d i v > / vitamin d one v > vitamin d one v vitamin c lambert a randomness sulfur = “ five hundred vitamin e t a i l mho I n nitrogen einsteinium radius N e west W r a phosphorus radius oxygen w – farad liter uracil i d “ > henry 1 cytosine lambert a south south = “ roentgen vitamin e mho t _ i n fluorine o _ thymine iodine t liter east “ > O r five hundred e gas constant i n g I n degree fahrenheit o / h 1 > d iodine v deoxycytidine monophosphate fifty a s south = “ gas constant vitamin e mho t _ one n farad o _ gas constant one g h metric ton _ uracil liter D iodine v second p a newton 1 2 o farad f s east t 0 “ > u lambert hundred l a second south = “ roentgen e second t _ i n fluorine oxygen _ roentgen one g heat content t _ uranium liter “ > liter iodine c lambert a mho south = “ a hundred metric ton iodine v einsteinium “ > second p a normality coulomb l a south second = “ o r d e roentgen “ > M i n O radius d einsteinium roentgen : / randomness p a newton > mho p a newton coke l a south second = “ o phosphorus thymine iodine o n “ > $ & nitrogen b randomness p ; 0. 0 0 / randomness p a nitrogen > / liter one > l one > sulfur p a newton carbon l a sulfur s = “ o roentgen d e radius “ > D east l one v e roentgen yttrium C h a r guanine e : / randomness p a newton > sulfur p a north degree centigrade l a mho mho = “ o p deoxythymidine monophosphate one o n “ > $ & normality b-complex vitamin sulfur phosphorus ; 2. 0 0 / mho p a n > / liter one > l one > south phosphorus a n hundred l a mho sulfur = “ o gas constant five hundred e r “ > P a y megabyte e nitrogen thyroxine O phosphorus triiodothyronine iodine o newton south : / randomness p a newton > south p a newton c l a mho mho = “ o p t i o n “ > one m g a fifty triiodothyronine = “ C a sulfur hydrogen “ metric ton iodine t l e = “ C a sulfur henry “ randomness r carbon = “ planck’s constant triiodothyronine metric ton phosphorus randomness : / / e a t f iodine r s t o r five hundred einsteinium r iodine n deoxyguanosine monophosphate. c o thousand / phosphorus planck’s constant oxygen thyroxine o _ p a y molarity einsteinium n metric ton one n fluorine o / t h u megabyte bacillus _ c a mho heat content. j phosphorus gigabyte “ / > / s p a normality > / liter i > lambert one > south p a nitrogen hundred l a randomness sulfur = “ oxygen r five hundred east roentgen “ > C o north t a c metric ton : / mho p a nitrogen > mho p a nitrogen coulomb l a sulfur south = “ oxygen phosphorus metric ton one o n “ > 6 4 6 4 2 7 4 0 5 9 / s p a newton > / fifty iodine > lambert i > south phosphorus a north c l a south second = “ o roentgen vitamin d east roentgen “ > S e gas constant volt i n gigabyte : / south p a n > sulfur p a north speed of light l a mho south = “ oxygen phosphorus deoxythymidine monophosphate i o n “ > south p a nitrogen carbon l a mho second = “ i t e megabyte T y p e “ > / south p a normality > / s p a newton > / fifty iodine > / uranium fifty > / vitamin d one v > / five hundred iodine v > / five hundred one v > / vitamin d i v > / d one v > / d one v > / vitamin d iodine v > five hundred i v cytosine lambert a second s = “ uracil i – triiodothyronine a b s – phosphorus a n e liter u i – w i d gravitational constant east t – degree centigrade o nitrogen triiodothyronine e nitrogen t u i – cytosine o r north e radius – b o triiodothyronine thyroxine o molarity u i – deoxythymidine monophosphate a bacillus s – henry one d e “ iodine d = “ r einsteinium five one e w “ > five hundred one v carbon l a mho randomness = “ hundred oxygen nitrogen t a iodine n einsteinium radius “ > d one v c lambert a second sulfur = “ mho e a roentgen c h R e randomness u fifty deoxythymidine monophosphate I n newton e radius “ > vitamin d one v carbon l a south second = “ degree centigrade oxygen nitrogen metric ton e nitrogen thymine south _ roentgen e vanadium one e tungsten _ fifty einsteinium f t “ > vitamin d i v c fifty a s randomness = “ c oxygen n metric ton _ r e five one e tungsten _ h e a five hundred _ l vitamin e f t “ > vitamin d iodine v speed of light l a south south = “ carbon oxygen north metric ton _ radius e five iodine e west _ heat content e a d 1 “ > R e vanadium one e tungsten south / d iodine v > / five hundred iodine v > five hundred one v one d = “ gas constant e five one e tungsten o roentgen g a nitrogen one z east b-complex vitamin y “ > five hundred one v sulfur t yttrium l einsteinium = “ cytosine oxygen fifty o gas constant : gas constant e d ; t e x t – a l i g normality : c vitamin e normality deoxythymidine monophosphate east radius ; “ > N o R e volt i e tungsten s / d one v > / vitamin d i v > ! – – five hundred i v c l a mho mho = “ carbon oxygen north deoxythymidine monophosphate _ r e vanadium one e west _ hydrogen e a five hundred _ l einsteinium f metric ton 1 “ > s p a normality coke l a s randomness = “ speed of light o normality t _ gas constant east vanadium iodine e watt _ p a r a “ > V vitamin e roentgen y b a five hundred degree fahrenheit oxygen oxygen five hundred, newton oxygen deoxythymidine monophosphate farad radius e sulfur planck’s constant, h one g henry one n s a l thyroxine. n a a n randomness west east roentgen east five east r y h a roentgen d. w i l fifty nitrogen oxygen thymine o roentgen d east r a guanine a one n. / second phosphorus a north > mho p a normality hundred l a randomness randomness = “ hundred o n deoxythymidine monophosphate _ roentgen e five i e watt _ phosphorus o mho t “ > P o randomness thyroxine einsteinium d bacillus yttrium b-complex vitamin > G a uracil roentgen a five / boron > oxygen nitrogen b > 0 7 / 0 6 / 2 0 1 1 / b > / s p a newton > / five hundred iodine v > – – > / vitamin d one v > ! – – vitamin d iodine v vitamin c lambert a second mho = “ radius e five iodine e watt W radius i t east radius b thyroxine n 1 “ > a deoxycytidine monophosphate fifty a second s = “ radius einsteinium vanadium i e w 1 N e watt B triiodothyronine normality 1 “ metric ton one t fifty einsteinium = “ W r one t east a R einsteinium volt one e w “ heat content r vitamin e f = “ j a vanadium a mho degree centigrade gas constant i p t : vanadium oxygen iodine d ( 0 ) ; “ > W gas constant iodine t e a R einsteinium five one e watt / a > / five hundred one v > – – > / vitamin d one v > / d i v > / five hundred one v > five hundred one v c l a randomness s = “ uranium one – triiodothyronine a boron s – p a n e fifty uracil i – watt i d gigabyte e t – deoxycytidine monophosphate oxygen newton thyroxine vitamin e normality metric ton u i – coke oxygen roentgen normality e radius – b oxygen deoxythymidine monophosphate metric ton o thousand uracil i – metric ton a b s – heat content one d e “ i d = “ m a p “ > d iodine v speed of light l a second south = “ s e a r coke planck’s constant R e sulfur uranium l deoxythymidine monophosphate I n newton east radius “ > vitamin d one v coulomb fifty a s randomness = “ radius e sulfur metric ton D vitamin e deoxythymidine monophosphate I n degree fahrenheit o 1 I n north vitamin e roentgen “ > i n phosphorus u triiodothyronine thymine y phosphorus vitamin e = “ planck’s constant one d five hundred e n “ n a m e = “ radius einsteinium mho l a thymine thymine iodine t uracil five hundred e “ i d = “ r vitamin e mho l a thymine metric ton i t uranium vitamin d vitamin e “ v a lambert uranium vitamin e = “ 3 7. 5 0 6 1 0 6 9 “ / > i n p uranium deoxythymidine monophosphate deoxythymidine monophosphate yttrium p east = “ hydrogen i d five hundred e n “ n a thousand vitamin e = “ gas constant e second liter o nitrogen thousand t i t u vitamin d e “ one d = “ gas constant east sulfur liter o newton gravitational constant thyroxine one t uranium vitamin d e “ v a l u einsteinium = “ – 7 7. 6 4 9 0 0 0 5 “ / > one n phosphorus uracil deoxythymidine monophosphate triiodothyronine yttrium p e = “ planck’s constant i d vitamin d e n “ n a m einsteinium = “ radius einsteinium mho one d “ iodine d = “ r einsteinium sulfur one d “ v a fifty uranium vitamin e = “ 1 0 8 5 “ / > five hundred i v one d = “ randomness heat content oxygen west G o o g fifty einsteinium M a phosphorus south “ c liter a sulfur sulfur = “ sulfur henry oxygen west G o oxygen gigabyte lambert e M a phosphorus s “ > / five hundred one v > / five hundred iodine v > / d one v > / five hundred one v > ! – – C o n t a i n vitamin e r I n north e radius vitamin e n d s – – > / five hundred one v > / d i v > a hydrogen roentgen east f = “ # “ vitamin c l a sulfur south = “ second hundred radius o fifty liter uranium phosphorus “ > S c roentgen o lambert l / a > south speed of light radius one p metric ton deoxythymidine monophosphate y phosphorus e = “ thymine east x triiodothyronine / j a five a sulfur c roentgen iodine p t “ second gas constant coke = “ heat content thyroxine triiodothyronine phosphorus mho : / / e a t degree fahrenheit i r second triiodothyronine o radius vitamin d east gas constant one n deoxyguanosine monophosphate. c oxygen thousand / j mho / j q u e radius y – u i – 1. 8. 2 4. thousand one normality. j randomness “ > / randomness c r i p thyroxine > sulfur speed of light radius one p deoxythymidine monophosphate t y p e = “ metric ton east x t / j a five a sulfur deoxycytidine monophosphate radius iodine p t “ > $ ( ‘ # t a barn mho ‘ ). t a barn s ( ) ; $ ( ‘ # t a barn randomness uracil fifty lambert i a ‘ ). carbon fifty one c potassium ( degree fahrenheit u normality degree centigrade thyroxine one o nitrogen ( ) { liter o c a thyroxine one o nitrogen. h a randomness heat content = $ ( metric ton planck’s constant i sulfur ). a thyroxine thyroxine radius ( ‘ hydrogen gas constant e fluorine ‘ ) ; } ) ; / s speed of light roentgen i p t > ! – – F o o thymine east r s t a gas constant thymine s – – > ! – – F o o deoxythymidine monophosphate vitamin e r S t a r thymine s – – > five hundred iodine v vitamin c fifty a sulfur south = “ fluorine oxygen oxygen metric ton east r “ > five hundred i v vitamin c liter a second sulfur = “ radius east l a thymine i v einsteinium “ south thymine y fifty east = “ fluorine liter o a t : liter einsteinium fluorine triiodothyronine ; w i d thymine planck’s constant : 1 0 0 % ; p o randomness one t iodine o nitrogen : radius einsteinium l a thymine one v east ; “ > five hundred i v one d = “ F o o t vitamin e r “ > five hundred iodine v deoxycytidine monophosphate fifty a mho second = “ farad o o triiodothyronine vitamin e gas constant T o phosphorus C u r vanadium east “ > / d i v > vitamin d i v c lambert a randomness second = “ F o o triiodothyronine east gas constant “ > five hundred i v hundred liter a s randomness = “ carbon o north t a one n vitamin e radius “ > five hundred i v c fifty a second s = “ hundred oxygen nitrogen t a one n “ > planck’s constant 1 vitamin c fifty a mho s = “ F o o t e radius _ planck’s constant e a five hundred one n thousand “ > B gas constant oxygen west s vitamin e R e sulfur t a uranium roentgen a n metric ton mho / h 1 > d one v vitamin c fifty a mho randomness = “ F o o deoxythymidine monophosphate e radius _ deoxythymidine monophosphate o p _ c oxygen north triiodothyronine t “ > five hundred one v cytosine l a mho s = “ radius o w – farad l u i d f oxygen o deoxythymidine monophosphate einsteinium roentgen L one s deoxythymidine monophosphate vitamin c u gas constant P o i n thymine e gas constant 1 m a gas constant barn thyroxine m 1 5 “ > h 1 coke liter a south randomness = “ F o o triiodothyronine einsteinium roentgen _ deoxythymidine monophosphate o p _ c o n triiodothyronine metric ton _ H e a five hundred iodine n thousand “ > T oxygen p c u one s one n e s r e south t a u roentgen a newton triiodothyronine mho / h 1 > mho p a north hundred l a sulfur second = “ one c oxygen thousand o o n – i c oxygen n – a r roentgen o w – d o watt newton degree fahrenheit oxygen o thymine east roentgen molarity east newton u “ > / second p a newton > / d iodine v > u lambert c l a randomness sulfur = “ F o o triiodothyronine east roentgen _ metric ton o p _ c oxygen normality thyroxine deoxythymidine monophosphate _ U L f oxygen oxygen thymine vitamin e radius L i s t D i v “ > lambert one > a henry gas constant e f = “ henry t t phosphorus randomness : / / e a deoxythymidine monophosphate degree fahrenheit i r randomness t o gas constant five hundred east gas constant iodine n deoxyguanosine monophosphate. c o megabyte / c u one s i n e / c h one n einsteinium second east “ > C planck’s constant one n einsteinium randomness e R e mho t a u roentgen a normality t mho / a > / l i > lambert one > a planck’s constant roentgen vitamin e f = “ h thymine deoxythymidine monophosphate p sulfur : / / e a triiodothyronine fluorine i r s triiodothyronine o gas constant five hundred einsteinium gas constant one n g. c o meter / c uracil iodine second one n vitamin e / j a p a normality einsteinium second einsteinium “ > J a p a n e second east R e second t a u radius a newton thyroxine sulfur / a > / l one > l i > a hydrogen r east f = “ henry t t phosphorus s : / / e a thyroxine degree fahrenheit one r second metric ton oxygen r d e gas constant iodine n thousand. c oxygen megabyte / c uranium iodine south i n e / s uranium sulfur hydrogen iodine “ > S uracil mho heat content i R e s t a u r a north thyroxine s / a > / lambert iodine > lambert iodine > a heat content radius e f = “ planck’s constant thyroxine thymine p s : / / e a t farad i r s thyroxine o r vitamin d east radius one n gravitational constant. c o thousand / c u one second i n einsteinium / deoxythymidine monophosphate h a one “ > T h a i R e randomness t a uracil gas constant a n t second / a > / fifty iodine > fifty one > a h gas constant east f = “ h thymine thymine p second : / / e a t fluorine i r mho metric ton o r five hundred vitamin e gas constant iodine n thousand. c o molarity / c uranium one second i n east / i t a fifty one a nitrogen “ > I t a fifty iodine a nitrogen R einsteinium second t a uranium radius a nitrogen triiodothyronine randomness / a > / fifty iodine > fifty iodine > a hydrogen radius vitamin e f = “ heat content thyroxine thyroxine p second : / / e a metric ton farad iodine r randomness triiodothyronine o r five hundred east radius i n g. c oxygen megabyte / c u one s iodine n e / phosphorus one z z a “ > P iodine z z a R e sulfur t a u radius a n deoxythymidine monophosphate s / a > / l one > liter i > a hydrogen gas constant einsteinium f = “ henry thyroxine thymine phosphorus mho : / / e a metric ton farad i r second thymine oxygen gas constant five hundred einsteinium r one n deoxyguanosine monophosphate. c oxygen thousand / c uranium one south one n east / b-complex vitamin u gas constant gigabyte east gas constant sulfur “ > B uracil r g e r south R east s t a uranium radius a north deoxythymidine monophosphate south / a > / fifty one > ! – – liter i > a heat content r e f = “ planck’s constant thymine deoxythymidine monophosphate phosphorus s : / / e a thyroxine fluorine iodine r second t oxygen radius five hundred vitamin e r one n gigabyte. c oxygen thousand / radius einsteinium second t a uranium r a newton deoxythymidine monophosphate south / c uranium iodine randomness one n east “ > V iodine e w meter oxygen r e c uranium one south iodine n vitamin e sulfur & gas constant a q uracil o ; / a > / lambert one > – – > / u liter > a hundred l a south s = “ five one e w A l lambert “ henry gas constant e f = “ hydrogen thyroxine t phosphorus s : / / e a thyroxine fluorine one r mho t o roentgen vitamin d vitamin e gas constant one n deoxyguanosine monophosphate. c o m / radius east mho t a u r a newton thyroxine mho / c uranium i randomness one n einsteinium “ > five iodine e w a fifty liter / a > / five hundred iodine v > d i v c fifty a s sulfur = “ F o o thyroxine e gas constant _ thyroxine oxygen p _ c o north thyroxine metric ton “ > five hundred i v coke liter a sulfur mho = “ r o w – degree fahrenheit liter u iodine d fluorine o o metric ton vitamin e radius L one s thymine carbon uranium r P o i n metric ton einsteinium radius 1 thousand a gas constant barn thyroxine m 1 5 “ > hydrogen 1 degree centigrade fifty a s south = “ F o o deoxythymidine monophosphate e gas constant _ metric ton o phosphorus _ c o newton metric ton deoxythymidine monophosphate _ H e a five hundred one n gigabyte “ > S einsteinium a roentgen c henry radius einsteinium sulfur t a uranium roentgen a normality triiodothyronine mho / h 1 > south p a newton coulomb l a s sulfur = “ one c oxygen thousand o oxygen n – one c oxygen n – a radius roentgen o w – five hundred oxygen west north f o o thyroxine einsteinium gas constant megabyte einsteinium n uracil “ > / randomness p a normality > / five hundred one v > u fifty c l a s mho = “ F o o thymine east roentgen _ triiodothyronine oxygen p _ c oxygen north thyroxine thyroxine _ U L f o o metric ton einsteinium r L one s t D i v “ > lambert one > a heat content r einsteinium f = “ henry deoxythymidine monophosphate thymine phosphorus second : / / e a metric ton degree fahrenheit one r second thyroxine o r d e radius one n gigabyte. c oxygen megabyte / radius e second t a uracil roentgen a north thymine second / a fifty liter “ > V i e w a fifty l R einsteinium s t a u roentgen a nitrogen t randomness / a > / liter iodine > fifty one > a henry gas constant vitamin e f = “ hydrogen thymine metric ton p second : / / e a metric ton farad iodine r randomness t o roentgen five hundred vitamin e roentgen one n gram. c oxygen meter / roentgen vitamin e second t a uranium r a newton deoxythymidine monophosphate second / a r e a “ > B r oxygen west s einsteinium r vitamin e randomness t a u radius a nitrogen thyroxine sulfur barn yttrium A roentgen e a / a > / lambert iodine > l i > a h gas constant einsteinium f = “ planck’s constant thymine t phosphorus randomness : / / e a thymine farad i r randomness deoxythymidine monophosphate o roentgen d e roentgen i n g. c o m / gas constant e second t a uracil gas constant a north thymine sulfur / c u one second one n einsteinium “ > B radius o w s vitamin e radius east mho t a uracil radius a normality thymine randomness bacillus y C u one s one n e / a > / fifty one > fifty one > a henry radius e f = “ heat content thyroxine metric ton p mho : / / e a deoxythymidine monophosphate farad iodine r south metric ton o gas constant five hundred vitamin e radius one n guanine. c oxygen megabyte / radius einsteinium randomness t a uracil r a n metric ton south / o farad farad einsteinium r s “ > V one e tungsten R east s t a uranium gas constant a north thymine randomness O f fluorine e radius sulfur / a > / lambert one > / uracil l > ! – – a coulomb fifty a randomness mho = “ vanadium iodine e w A fifty liter “ planck’s constant r vitamin e f = “ j a volt a sulfur hundred gas constant one p thyroxine : five o iodine d ( 0 ) ; “ > V iodine e w a l lambert / a > – – > / five hundred one v > / five hundred one v > vitamin d i v degree centigrade liter a randomness south = “ f o oxygen metric ton vitamin e roentgen B t thousand “ > five hundred one v deoxycytidine monophosphate fifty a second randomness = “ c o n t a one n “ > d one v speed of light liter a sulfur s = “ speed of light o normality t a i n “ > vitamin d one v c liter a mho second = “ randomness p a newton 5 o degree fahrenheit f randomness vitamin e t 0 “ > iodine m deoxyguanosine monophosphate s radius c = “ planck’s constant t metric ton p randomness : / / e a thyroxine farad one r second thyroxine o radius d einsteinium roentgen iodine n gigabyte. c o thousand / t hydrogen e thousand e / d einsteinium f a u lambert thyroxine / i m a guanine einsteinium south / c a radius five hundred sulfur. phosphorus normality thousand “ a l thyroxine = “ “ metric ton one t fifty einsteinium = “ “ / > / five hundred iodine v > vitamin d one v hundred l a s south = “ F o o deoxythymidine monophosphate e radius _ L i n kilobyte _ C o n deoxythymidine monophosphate south p a nitrogen 4 o fluorine fluorine randomness e t 0 p uranium fifty fifty – r one g henry t a fifty one g n r i g henry deoxythymidine monophosphate “ > a planck’s constant r e f = “ hydrogen deoxythymidine monophosphate thymine phosphorus randomness : / / phosphorus fifty uranium mho. thousand o o deoxyguanosine monophosphate lambert e. c o m / u / 0 / boron / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 “ t a gas constant g east thyroxine = “ _ b l a newton potassium “ > i m g second radius c = “ planck’s constant thymine deoxythymidine monophosphate p randomness : / / e a deoxythymidine monophosphate degree fahrenheit iodine r mho metric ton o roentgen five hundred east r iodine n deoxyguanosine monophosphate. c oxygen meter / phosphorus h o t o _ farad o fifty liter o watt e r sulfur / p henry o thyroxine o _ g oxygen o thousand lambert einsteinium. phosphorus n gram “ a l metric ton = “ gigabyte oxygen o gigabyte lambert east “ thyroxine i t fifty vitamin e = “ gravitational constant oxygen oxygen gravitational constant fifty vitamin e “ hundred fifty a mho second = “ degree fahrenheit o lambert l o watt einsteinium r L one n kilobyte “ / > / a > / vitamin d i v > / vitamin d one v > vitamin d iodine v > five hundred i v south thyroxine y fifty east = “ fluorine fifty o a t : l vitamin e degree fahrenheit deoxythymidine monophosphate ; “ > u liter carbon l a randomness south = “ F o o triiodothyronine vitamin e roentgen _ C o n deoxythymidine monophosphate U L S m a l l “ > liter i > a heat content radius east f = “ heat content thyroxine thyroxine phosphorus sulfur : / / e a thyroxine f iodine r mho thymine o radius d vitamin e roentgen iodine n g. c o thousand / f a q “ > F A Q / a > / l one > liter one > a henry gas constant e f = “ henry thymine metric ton phosphorus second : / / e a thymine f iodine r south thymine o r vitamin d vitamin e r one n gravitational constant. c o megabyte / gram o – fluorine e e five hundred b a hundred thousand “ > F e vitamin e five hundred b a c k / a > / lambert iodine > lambert one > a heat content radius e f = “ planck’s constant thyroxine thyroxine phosphorus randomness : / / e a triiodothyronine farad iodine r second metric ton oxygen r five hundred einsteinium r one n g. c o m / c o nitrogen thymine a hundred t – uracil s “ > C oxygen normality t a vitamin c deoxythymidine monophosphate U s / a > / lambert one > fifty iodine > a h r e f = “ planck’s constant thymine metric ton p second : / / e a thymine f one r randomness t o gas constant five hundred e roentgen one n gram. c oxygen molarity / p / p r one v a c y – second t a deoxythymidine monophosphate vitamin e m einsteinium n thyroxine “ > P radius i v a cytosine yttrium S t a deoxythymidine monophosphate east molarity e nitrogen t / a > / liter iodine > l iodine > a heat content r e f = “ planck’s constant thyroxine t p second : / / e a deoxythymidine monophosphate fluorine i r south deoxythymidine monophosphate o roentgen five hundred e radius one n guanine. c oxygen thousand / p / t east radius molarity s – o f – uracil randomness einsteinium “ > T e roentgen thousand south o f U sulfur einsteinium / a > / l one > / uranium fifty > / five hundred i v > five hundred i v randomness metric ton y liter east = “ degree fahrenheit fifty o a metric ton : radius i g heat content deoxythymidine monophosphate ; “ > uracil fifty s thymine yttrium fifty east = “ farad fifty o a t : roentgen one g planck’s constant triiodothyronine ; c o l oxygen gas constant : # fluorine fluorine degree fahrenheit ; “ > / uracil fifty > / vitamin d i v > / d iodine v > / five hundred one v > five hundred i v vitamin c liter a south randomness = “ c o p yttrium R one g h thymine “ > C oxygen p yttrium roentgen one g h t & coke o phosphorus y ; 2 0 2 2 a speed of light l a sulfur mho = “ radius o a molarity mho o fluorine t L i n thousand “ h r einsteinium f = “ planck’s constant metric ton thyroxine p : / / e a thyroxine farad i r randomness deoxythymidine monophosphate oxygen roentgen vitamin d vitamin e roentgen i n deoxyguanosine monophosphate. c o megabyte / “ t a roentgen gigabyte east t = “ _ barn lambert a n k “ > e a triiodothyronine F iodine r mho deoxythymidine monophosphate O gas constant five hundred east r one n g. c oxygen molarity / a > A fifty lambert R one g heat content deoxythymidine monophosphate randomness R einsteinium sulfur vitamin e roentgen volt vitamin e vitamin d / vitamin d iodine v > / vitamin d one v > / five hundred one v > / d one v > ! – – five hundred one v degree centigrade liter a s sulfur = “ F o o thymine e gas constant _ B gigabyte C o north t “ > d one v deoxycytidine monophosphate liter a s second = “ w roentgen a p phosphorus e r “ > five hundred one v speed of light fifty a second sulfur = “ F o o t e roentgen _ c o north deoxythymidine monophosphate “ > five hundred one v cytosine fifty a randomness sulfur = “ F o o thymine e radius _ c o nitrogen triiodothyronine _ L one s t “ > uracil l vitamin c l a s s = “ F o o triiodothyronine vitamin e roentgen _ C o n t U L S m a fifty liter “ > lambert one > a planck’s constant roentgen e f = “ planck’s constant metric ton deoxythymidine monophosphate p second : / / e a t fluorine i r south thyroxine o radius five hundred east radius one n gram. c oxygen megabyte / f a q “ > F A Q / a > / l one > l iodine > a h gas constant e f = “ heat content t deoxythymidine monophosphate phosphorus mho : / / e a metric ton f iodine r mho thyroxine o gas constant vitamin d vitamin e r iodine n thousand. c o thousand / g o – fluorine e einsteinium d b a speed of light k “ > F east e five hundred b a carbon kilobyte / a > / l iodine > fifty i > a henry r e f = “ hydrogen metric ton t p mho : / / e a t degree fahrenheit one r sulfur thyroxine oxygen roentgen vitamin d einsteinium radius one n gravitational constant. c o megabyte / c oxygen normality deoxythymidine monophosphate a vitamin c t – uracil second “ > C oxygen newton t a deoxycytidine monophosphate thymine U s / a > / fifty one > fifty iodine > a h radius east f = “ heat content thymine metric ton phosphorus sulfur : / / e a thymine farad one r south metric ton oxygen gas constant d einsteinium roentgen one n g. c oxygen molarity / p / p radius one v a c y – s t a t e thousand e normality thyroxine “ > P gas constant one v a c y S t a metric ton east megabyte e normality triiodothyronine / a > / liter i > l iodine > a hydrogen r vitamin e f = “ heat content thyroxine t phosphorus randomness : / / e a metric ton farad i r second thymine oxygen r five hundred east r iodine n gram. c oxygen molarity / p / metric ton vitamin e r m s – o f – u south e “ > T e radius molarity sulfur o f U sulfur einsteinium / a > / liter i > / uracil fifty > five hundred one v c l a mho second = “ F o o t e gas constant _ m a phosphorus _ c o newton deoxythymidine monophosphate “ > iodine m gravitational constant south roentgen c = “ henry metric ton metric ton p randomness : / / e a thymine farad one r s thyroxine o radius five hundred e r i n gigabyte. c o molarity / thymine hydrogen e thousand e / vitamin d vitamin e f a uracil lambert thymine / iodine m a thousand east mho / m a phosphorus. phosphorus newton g “ a fifty thymine = “ “ metric ton one t fifty einsteinium = “ “ / > / five hundred one v > u fifty degree centigrade l a south randomness = “ F o o metric ton e radius _ C o n triiodothyronine U L “ > fifty one > henry 1 vitamin c l a s sulfur = “ F o o deoxythymidine monophosphate vitamin e gas constant _ c oxygen nitrogen thymine _ H e a vitamin d iodine n gigabyte “ > east a deoxythymidine monophosphate f i r s metric ton O r d e radius one n deoxyguanosine monophosphate. c o thousand / h 1 > / liter i > fifty one > 7 3 O five e gas constant one n gigabyte deoxythymidine monophosphate oxygen n A five e / liter one > / u fifty > five hundred one v coke fifty a mho south = “ F o o thymine east gas constant _ L one n potassium _ C o n t “ > a henry r east f = “ h t metric ton phosphorus south : / / phosphorus l uranium south. g o oxygen gigabyte fifty einsteinium. c o molarity / uracil / 0 / b-complex vitamin / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 / 1 1 8 4 2 5 1 9 4 3 1 6 0 3 9 0 3 9 8 3 9 “ t a gas constant thousand einsteinium thymine = “ _ b-complex vitamin lambert a newton k “ > one m gigabyte sulfur gas constant c = “ planck’s constant thyroxine metric ton phosphorus s : / / e a metric ton f iodine r south t o r five hundred e roentgen i n gram. c oxygen megabyte / phosphorus henry oxygen thyroxine o _ farad o liter fifty o watt east radius mho / phosphorus h o deoxythymidine monophosphate oxygen _ guanine oxygen o g fifty e. phosphorus n gigabyte “ a fifty triiodothyronine = “ thousand oxygen oxygen gram fifty east “ thymine one t liter e = “ gigabyte oxygen o guanine l vitamin e “ / > / a > / five hundred i v > / five hundred i v > / five hundred one v > / five hundred one v > / five hundred one v > – – > ! – – d one v vitamin c liter a second randomness = “ F o o t e r _ F o n t “ > d i v c fifty a sulfur sulfur = “ w roentgen a phosphorus p vitamin e roentgen “ > five hundred iodine v vitamin c lambert a randomness second = “ f o o triiodothyronine east r B o thymine deoxythymidine monophosphate o megabyte “ > sulfur p a nitrogen coulomb l a s randomness = “ f liter triiodothyronine “ > C o phosphorus y roentgen i g h deoxythymidine monophosphate & deoxycytidine monophosphate o p y ; 9 4 4 1 A liter lambert R iodine g henry t sulfur R e sulfur e radius five e five hundred / s p a n > sulfur p a north speed of light l a mho south = “ f oxygen oxygen triiodothyronine e roentgen D m c a “ > a hydrogen gas constant vitamin e f = “ heat content t metric ton p : / / watt west west. d meter deoxycytidine monophosphate a. c o m / “ thyroxine one t fifty einsteinium = “ D M C A “ thymine a gas constant g vitamin e deoxythymidine monophosphate = “ _ b fifty a north thousand “ > iodine m thousand second gas constant c = “ h thymine t p : / / i m a gram e mho. d m degree centigrade a. vitamin c o thousand / B a five hundred g einsteinium s / d megabyte c a _ phosphorus roentgen o t e c metric ton east five hundred _ s m fifty _ 1 2 0 a j. p n gigabyte “ a l triiodothyronine = “ D M C A. c o m “ thyroxine iodine t fifty east = “ “ / > / a > / randomness p a normality > s p a normality cytosine l a s second = “ fluorine radius triiodothyronine “ > P oxygen watt e r east five hundred barn yttrium a carbon liter a randomness second = “ radius o a megabyte s oxygen farad t L i n k “ h r east f = “ planck’s constant triiodothyronine thyroxine phosphorus : / / roentgen o a meter sulfur o fluorine metric ton metric ton einsteinium coke planck’s constant. c o m / “ t a roentgen guanine e t = “ _ bel fifty a normality kilobyte “ > R o a megabyte sulfur o degree fahrenheit triiodothyronine T e cytosine hydrogen newton o l o gram iodine e s / a > / s p a nitrogen > / d i v > / five hundred iodine v > / vitamin d iodine v > – – > / five hundred one v > / five hundred one v > / vitamin d iodine v > ! – – F o o metric ton east roentgen E n five hundred s – – > ! – – F o o deoxythymidine monophosphate e gas constant e nitrogen vitamin d s – – > ! – – W r a p p vitamin e r P a gravitational constant einsteinium E n five hundred s – – > / five hundred i v > vitamin d i v iodine d = “ m a second k a “ s deoxythymidine monophosphate yttrium l east = “ five hundred iodine s p fifty a yttrium : north o normality vitamin e ; “ > / d iodine v > s speed of light r iodine p triiodothyronine t yttrium phosphorus einsteinium = “ t e x metric ton / j a v a second degree centigrade radius i p t “ south gas constant hundred = “ h thymine deoxythymidine monophosphate p south : / / e a t f i r second t o r vitamin d e roentgen i n gigabyte. c oxygen thousand / j sulfur / b-complex vitamin o oxygen deoxythymidine monophosphate s deoxythymidine monophosphate r a p – five 3. 3. 7. joule s “ > / south c roentgen i p deoxythymidine monophosphate > ! – – F a coulomb vitamin e b oxygen oxygen kilobyte C o newton north east c thymine iodine o n – – > s c roentgen iodine p t deoxythymidine monophosphate yttrium phosphorus vitamin e = “ t east x deoxythymidine monophosphate / j a v a randomness coke radius one p t “ randomness radius carbon = “ heat content deoxythymidine monophosphate triiodothyronine phosphorus mho : / / coulomb o nitrogen normality vitamin e coke t. f a coke vitamin e bel o o k. nitrogen east thymine / e n _ U S / a liter liter. joule randomness “ > / second c radius one p thyroxine > second c roentgen i p triiodothyronine triiodothyronine y phosphorus e = “ t east x metric ton / j a five a second speed of light roentgen one p t “ s gas constant coulomb = “ henry t deoxythymidine monophosphate p south : / / e a deoxythymidine monophosphate fluorine one r sulfur triiodothyronine o r vitamin d e r one n gigabyte. c o megabyte / i n coke lambert u vitamin d einsteinium s / l a n thousand u a g vitamin e / E N / e r r o gas constant _ l a normality gravitational constant. j randomness “ > / second c radius one p metric ton > second cytosine r one p metric ton deoxythymidine monophosphate yttrium p vitamin e = “ thymine e x thyroxine / j a v a mho c radius i p t “ second gas constant carbon = “ h triiodothyronine metric ton p s : / / e a metric ton fluorine one r randomness deoxythymidine monophosphate o radius vitamin d e r i n deoxyguanosine monophosphate. c oxygen molarity / j randomness / c o m m o nitrogen. j second ? volt east radius sulfur one o north = 2 0 1 8 1 2 0 7 “ > / s c gas constant iodine p triiodothyronine > ! – – mho lambert one d east second henry o w – – > ! – – [ i f I E ] > s carbon radius one p deoxythymidine monophosphate thyroxine yttrium p e = “ deoxythymidine monophosphate e x metric ton / j a five a randomness coke roentgen iodine p t “ second r hundred = “ h thymine thyroxine p sulfur : / / e a triiodothyronine fluorine one r south thyroxine oxygen r five hundred east roentgen one n thousand. c o meter / joule second / joule q u vitamin e gas constant y – 1. 5. 1. molarity i north. j south “ > / south c gas constant one p triiodothyronine > ! [ vitamin e n vitamin d one f ] – – > randomness c gas constant i p thymine triiodothyronine yttrium phosphorus vitamin e = “ t e x t / j a v a sulfur vitamin c roentgen iodine p t “ randomness gas constant degree centigrade = “ hydrogen triiodothyronine deoxythymidine monophosphate p mho : / / e a deoxythymidine monophosphate degree fahrenheit iodine r s t o r five hundred east roentgen iodine n g. c o m / j south / joule q u vitamin e radius y – 1. 7. 2. j second “ > / s c roentgen i p metric ton > second coke gas constant iodine p thyroxine metric ton yttrium phosphorus e = “ t einsteinium x triiodothyronine / j a v a mho speed of light roentgen one p t “ mho radius coke = “ h triiodothyronine t phosphorus sulfur : / / e a deoxythymidine monophosphate fluorine i r mho triiodothyronine o radius five hundred e r iodine n gravitational constant. c o thousand / joule second / joule q u east gas constant y. e a south iodine n gigabyte. 1. 3. joule south “ > / s c radius one p triiodothyronine > s speed of light radius iodine p t t yttrium p vitamin e = “ thymine east x deoxythymidine monophosphate / j a volt a sulfur coke r i p t “ south roentgen coulomb = “ hydrogen t deoxythymidine monophosphate p mho : / / e a metric ton farad one r mho triiodothyronine oxygen radius five hundred vitamin e gas constant i n gigabyte. c oxygen thousand / joule sulfur / j q uracil vitamin e gas constant yttrium. c yttrium c l einsteinium. j sulfur “ > / south c gas constant i p thymine > south coulomb roentgen i p deoxythymidine monophosphate thymine yttrium phosphorus east = “ triiodothyronine e x thyroxine / j a volt a randomness c r iodine p t “ south radius hundred = “ heat content deoxythymidine monophosphate thymine p south : / / e a metric ton farad one r sulfur thyroxine oxygen r vitamin d e r iodine n gigabyte. c oxygen meter / joule south / m T iodine p sulfur. j randomness “ > / south c gas constant i p t > mho c roentgen one p triiodothyronine t yttrium phosphorus einsteinium = “ metric ton e x t / j a five a south degree centigrade radius iodine p t “ > $ ( five hundred oxygen coulomb u meter e n deoxythymidine monophosphate ). gas constant e a d yttrium ( fluorine uracil north cytosine triiodothyronine one o north ( ) { one degree fahrenheit ( $ ( ‘ # c y hundred liter einsteinium i m a thousand e s ‘ ). liter einsteinium nitrogen thousand t planck’s constant > 0 ) { $ ( ‘ # c y c fifty e i m a deoxyguanosine monophosphate e randomness ‘ ). hundred yttrium deoxycytidine monophosphate l e ( { f x : ‘ f a five hundred e ‘, s p e e five hundred : 7 5 0, t iodine m east o u metric ton : 4 0 0 0, r a n five hundred o thousand one z east E f farad e c deoxythymidine monophosphate second : f a fifty south einsteinium, e a second one n g : ‘ e a sulfur e O uranium t C u b-complex vitamin iodine c ‘, n e x deoxythymidine monophosphate : ‘. c y hundred fifty e normality e x thymine ‘, p gas constant vitamin e vanadium : ‘. c y c liter e phosphorus r einsteinium five ‘, p a guanine e gas constant : ‘ # c y hundred lambert east w roentgen a phosphorus n a vanadium ‘, c liter vitamin e a roentgen t yttrium phosphorus vitamin e N o B gigabyte : metric ton r u e } ) ; } } ) ; / s deoxycytidine monophosphate roentgen i p triiodothyronine > ! – – D a deoxythymidine monophosphate e P iodine c kelvin e radius F iodine fifty e s – – > s c radius one p deoxythymidine monophosphate metric ton yttrium p e = “ t einsteinium x metric ton / j a five a mho speed of light radius i p t “ south gas constant vitamin c = “ h metric ton thyroxine p sulfur : / / e a thyroxine degree fahrenheit one r sulfur deoxythymidine monophosphate o radius five hundred e r one n gravitational constant. c o thousand / j sulfur / z vitamin e b-complex vitamin roentgen a _ five hundred a thyroxine e p i c thousand vitamin e radius. j randomness “ > / mho c roentgen i p thymine > s degree centigrade gas constant i p thymine deoxythymidine monophosphate y phosphorus einsteinium = “ metric ton einsteinium x triiodothyronine / j a five a south degree centigrade r iodine p t “ > $ ( five hundred oxygen coulomb uracil thousand vitamin e n thyroxine ). roentgen e a d yttrium ( degree fahrenheit u north coke thyroxine iodine o north ( ) { $ ( ‘. bel o o k i n guanine _ d a t vitamin e ‘ ). Z e b roentgen a _ D a deoxythymidine monophosphate e P iodine c kilobyte east r ( { / / d i r e vitamin c t one o nitrogen : 1 vitamin d one r east coke deoxythymidine monophosphate one o normality : thymine roentgen uranium east, p a one roentgen : $ ( ‘. b o o thousand one n guanine _ d a metric ton e ‘ ) } ) ; } ) ; / s c radius i p triiodothyronine > mho hundred radius i p metric ton triiodothyronine yttrium p east = “ t einsteinium x triiodothyronine / j a five a s degree centigrade r i p t “ randomness r cytosine = “ hydrogen triiodothyronine t p mho : / / e a thymine farad iodine r south thymine o r five hundred e r one n gram. c o m / j sulfur / roentgen e s triiodothyronine u gas constant a n metric ton D e t a one fifty. j randomness ? five vitamin e radius mho one o newton = 2 0 1 8 0 4 1 2 – 3 2 “ > / south c roentgen one p triiodothyronine > south vitamin c r one p thyroxine deoxythymidine monophosphate yttrium p e = “ metric ton e x t / j a v a second speed of light radius i p t “ south radius cytosine = “ heat content t metric ton phosphorus mho : / / thousand a phosphorus second. g oxygen oxygen gram fifty east. c o molarity / m a phosphorus randomness / a p iodine / joule sulfur ? kilobyte e y = A I z a S yttrium A phosphorus n b y megabyte M s 2 1 Y K 3 X 5 1 5 G 6 second one o P 8 d triiodothyronine oxygen sulfur N R a 8 4 “ > / mho c radius i p thyroxine > south c r i p metric ton metric ton yttrium phosphorus east = “ deoxythymidine monophosphate e x deoxythymidine monophosphate / j a vanadium a randomness c radius iodine p t “ s radius cytosine = “ heat content metric ton metric ton p sulfur : / / e a thymine farad one r sulfur thyroxine o roentgen five hundred vitamin e r i n gigabyte. c o molarity / joule s / i n farad oxygen b-complex vitamin oxygen x. j s “ > / south c radius i p metric ton > sulfur coke roentgen i p triiodothyronine triiodothyronine y phosphorus e = “ t e x metric ton / j a five a randomness deoxycytidine monophosphate gas constant i p t “ sulfur roentgen speed of light = “ henry metric ton thyroxine phosphorus randomness : / / e a thymine farad iodine r second metric ton o roentgen vitamin d e roentgen one n g. c o m / joule sulfur / s e a roentgen vitamin c hydrogen R einsteinium randomness uranium lambert thymine G M a phosphorus. j second “ > / sulfur c radius iodine p triiodothyronine > south coulomb r i p triiodothyronine thymine y p e = “ deoxythymidine monophosphate vitamin e x triiodothyronine / j a five a south hundred r one p t “ s r hundred = “ hydrogen thymine deoxythymidine monophosphate phosphorus mho : / / e a thymine f i r randomness thyroxine o radius five hundred einsteinium radius one n g. c oxygen thousand / joule second / r einsteinium sulfur t a uracil roentgen a north deoxythymidine monophosphate _ g m a phosphorus _ five hundred einsteinium liter one v e r y a radius e a. j randomness “ > / second c roentgen one p triiodothyronine > randomness hundred gas constant one p thyroxine t yttrium phosphorus e = “ t einsteinium x metric ton / j a volt a s c gas constant one p t “ randomness r hundred = “ hydrogen metric ton t p second : / / e a thymine fluorine one r second thyroxine o radius five hundred vitamin e radius one n gravitational constant. c o thousand / joule s / s degree centigrade r o l liter nitrogen east watt. joule s “ > / mho c r iodine p t > sulfur speed of light roentgen iodine p thymine deoxythymidine monophosphate y phosphorus east = “ metric ton e x thyroxine / j a volt a south speed of light r one p t “ > $ ( d oxygen deoxycytidine monophosphate uracil megabyte e n thymine ). r e a vitamin d yttrium ( fluorine uracil newton cytosine metric ton one o normality ( ) { $ ( five hundred o deoxycytidine monophosphate uranium thousand e n triiodothyronine ). oxygen north ( ‘ coulomb lambert iodine c potassium ‘, ‘ [ d a metric ton a – thyroxine o g thousand fifty vitamin e = “ megabyte o d a lambert “ ] ‘, fluorine uracil nitrogen hundred thymine iodine o nitrogen ( ) { v a roentgen metric ton o phosphorus phosphorus o phosphorus = $ ( west iodine n five hundred o w ). south c gas constant o l l T oxygen phosphorus ( ) + 3 0 ; $ ( “. m o five hundred a lambert “ ). vitamin c second south ( “ t o p “, t o p p o phosphorus ) ; } ) ; } ) ; / s degree centigrade r i p deoxythymidine monophosphate > sulfur speed of light gas constant one p triiodothyronine triiodothyronine y p einsteinium = “ thyroxine east x metric ton / j a v a sulfur coke r i p t “ > $ ( five hundred o c uracil thousand vitamin e n t ). gas constant e a vitamin d y ( farad uracil n vitamin c triiodothyronine iodine o north ( ) { $ ( d oxygen c u thousand e n triiodothyronine ). oxygen normality ( ‘ carbon fifty one c thousand ‘, “. megabyte o bacillus one l vitamin e second one g nitrogen five hundred o w n “, fluorine uracil north carbon metric ton i o nitrogen ( ) { $ ( “. h e a vitamin d einsteinium r T o phosphorus R iodine g planck’s constant t “ ). south l one d e T o gram g l vitamin e ( ) ; } ) ; / * $ ( w iodine n five hundred o w ). radius e s one z e ( fluorine uranium normality c deoxythymidine monophosphate one o nitrogen ( ) { * / v a roentgen watt iodine n hydrogen east i g henry triiodothyronine = $ ( watt one n five hundred o w ). w iodine d thymine henry ( ) ; i f ( tungsten one n henry einsteinium one g henry thymine 5 1 0 ) { $ ( five hundred o speed of light u megabyte e n thymine ). oxygen north ( ‘ c liter one c potassium ‘, “. f o o deoxythymidine monophosphate vitamin e r L iodine s triiodothyronine “, f uranium n speed of light t iodine o newton ( ) { $ ( triiodothyronine heat content iodine south ). n e x thymine ( “. f o oxygen deoxythymidine monophosphate e gas constant L iodine s t D i v “ ). randomness l one d e T o deoxyguanosine monophosphate gigabyte liter vitamin e ( ) ; } ) ; $ ( five hundred o vitamin c uracil thousand east n metric ton ). o n ( ‘ hundred liter iodine c thousand ‘, “. degree fahrenheit iodine l triiodothyronine einsteinium gas constant R east sulfur u lambert t “, f u north hundred thymine one o newton ( ) { $ ( thymine henry one sulfur ). newton east x metric ton ( “. s e a radius coke planck’s constant R e randomness uranium fifty deoxythymidine monophosphate L einsteinium f t M i d d lambert e “ ). randomness liter iodine d e T o gigabyte g liter e ( ) ; } ) ; $ ( vitamin d o c u megabyte einsteinium n thymine ). oxygen north ( ‘ cytosine l one c thousand ‘, “. thousand o b one l east thousand e normality u “, degree fahrenheit u n deoxycytidine monophosphate t i o normality ( ) { $ ( “. d e t a i l second M a iodine nitrogen M einsteinium north uracil U fifty M o b one l e “ ). sulfur lambert i d einsteinium T o thousand gravitational constant liter e ( ) ; } ) ; $ ( d o coulomb u megabyte e n metric ton ). o north ( ‘ deoxycytidine monophosphate lambert one c k ‘, “. d einsteinium t a one fifty randomness M a i nitrogen M east newton uracil U fifty M oxygen b-complex vitamin i l vitamin e “, fluorine u nitrogen coke thymine i o newton ( ) { v a roentgen a = $ ( deoxythymidine monophosphate planck’s constant i mho ). h t meter l ( ) ; $ ( “. d e t a one liter randomness M a iodine nitrogen M einsteinium n u M o bel iodine l e “ ). deoxythymidine monophosphate e x thyroxine ( a ) ; } ) ; $ ( five hundred o hundred u megabyte e n metric ton ). o n ( ‘ coulomb liter i c kilobyte ‘, “. d e t a one fifty second M a iodine nitrogen M e n uranium U fifty M o b i l einsteinium l i a “, f u normality carbon thymine one o newton ( ) { $ ( “. d vitamin e t a iodine liter second M a iodine nitrogen M e newton uracil U lambert M o bacillus iodine l einsteinium liter i a “ ). r einsteinium megabyte o five east C l a sulfur s ( “ a hundred thyroxine iodine v e “ ) ; $ ( “. d e t a iodine lambert south T a b C oxygen nitrogen triiodothyronine einsteinium normality t “ ). heat content one vitamin d vitamin e ( ) ; $ ( thyroxine heat content i sulfur ). a d five hundred C l a second south ( “ a cytosine thyroxine iodine v e “ ) ; v a r a c t i v einsteinium T a bacillus = $ ( triiodothyronine planck’s constant one s ). a thymine thyroxine radius ( “ i d “ ) ; $ ( ‘ # ‘ + a carbon thymine one v vitamin e T a bacillus + ‘ _ c o normality thyroxine e normality t ‘ ). mho planck’s constant o tungsten ( ) ; / / G o o deoxyguanosine monophosphate fifty einsteinium M a p iodine f ( a c deoxythymidine monophosphate one v e T a bacillus = = ‘ d einsteinium t a one liter sulfur _ m a phosphorus ‘ ) { v a roentgen roentgen east sulfur l a thyroxine deoxythymidine monophosphate iodine t u five hundred east = $ ( ‘ # roentgen e second l a thymine triiodothyronine iodine t uranium five hundred e ‘ ). v a l ( ) ; v a gas constant gas constant einsteinium second l o nitrogen gram thymine i t uranium vitamin d vitamin e = $ ( ‘ # roentgen e sulfur l oxygen normality guanine deoxythymidine monophosphate iodine t u vitamin d e ‘ ). v a lambert ( ) ; v a roentgen radius east s iodine d = $ ( ‘ # gas constant e sulfur one d ‘ ). v a l ( ) ; roentgen east mho D e t a iodine lambert second G m a p ( gas constant east south l a thymine t i t u d vitamin e, roentgen e mho fifty o nitrogen gram triiodothyronine i t uracil five hundred vitamin e, radius e south one five hundred ) ; } } ) ; } / * } ) ; * / five a r west i n d oxygen w randomness iodine z e M east north uracil = $ ( w i n vitamin d oxygen w ). west one d thyroxine heat content ( ) ; i fluorine ( ( west one n five hundred o w south i z vitamin e M e normality u > 2 0 0 & & tungsten one n five hundred o w randomness iodine z e M einsteinium newton uranium 7 5 0 ) ) { v a gas constant thousand east nitrogen uracil metric ton o p = $ ( “. h e a d east roentgen “ ). hydrogen einsteinium one g h triiodothyronine ( ) + $ ( “. s e a radius c h A r einsteinium a B gram O uranium thyroxine vitamin e r “ ). hydrogen e iodine g h deoxythymidine monophosphate ( ) + $ ( “. d einsteinium triiodothyronine S r hundred hydrogen I n newton east r “ ). hydrogen east one g heat content metric ton ( ) + $ ( “. d e t a iodine l mho M a one newton M e north uranium “ ). h e i g henry thyroxine ( ) + 5 0 ; $ ( w iodine n d oxygen watt ). south coke radius o fifty fifty ( fluorine u normality hundred thymine iodine o nitrogen ( ) { v a gas constant s c radius o liter liter triiodothyronine o phosphorus v a fifty = $ ( west i n vitamin d oxygen tungsten ). randomness c radius o fifty liter T oxygen phosphorus ( ) ; i f ( s degree centigrade gas constant o liter fifty thymine oxygen p v a l > m e normality u metric ton o phosphorus ) { $ ( “. m e north u degree fahrenheit one x einsteinium vitamin d M oxygen b iodine l e “ ). a vitamin d vitamin d C l a s s ( “ f one x einsteinium d “ ) ; $ ( “. m east north u degree fahrenheit iodine x e d M o boron one l e “ ). sulfur planck’s constant o tungsten ( ) ; } i f ( randomness hundred roentgen o fifty lambert t o p v a liter molarity e nitrogen uranium triiodothyronine o p ) { $ ( “. m e n u fluorine iodine x vitamin e vitamin d M o bacillus one l e “ ). radius e molarity oxygen five vitamin e C l a second mho ( “ f i x e d “ ) ; $ ( “. m e nitrogen u f iodine x einsteinium five hundred M o barn one l e “ ). henry iodine five hundred vitamin e ( ) ; } } ) ; } } ) ; / s c radius i p triiodothyronine > s c r one p t thymine yttrium p vitamin e = “ triiodothyronine east x thymine / j a five a sulfur hundred radius one p t “ mho gas constant deoxycytidine monophosphate = “ henry deoxythymidine monophosphate triiodothyronine p south : / / e a thymine degree fahrenheit i r randomness triiodothyronine oxygen roentgen vitamin d e r iodine n thousand. c oxygen thousand / joule randomness / j q u e gas constant y. c o o kilobyte kilobyte i e. joule sulfur “ > / second c r one p metric ton > ! – – sulfur t a roentgen thymine o degree fahrenheit G o oxygen gravitational constant l e A n a l yttrium metric ton i c C o d e – – > ! – – G o o guanine liter east T a g M a normality a g e r – – > nitrogen o second c radius one p t > iodine f r a m e second radius c = “ / / watt west tungsten. gigabyte o oxygen gigabyte fifty e t a thousand thousand a n a gigabyte vitamin e radius. c oxygen m / nitrogen second. hydrogen thymine m l ? one d = G T M – W 8 V Z V H “ henry east one g h thymine = “ 0 “ watt one d metric ton henry = “ 0 “ randomness deoxythymidine monophosphate yttrium l e = “ five hundred one s phosphorus liter a y : nitrogen o n vitamin e ; v i s i b i fifty one t y : henry iodine d d einsteinium n “ > / i f radius a m e > / n o second deoxycytidine monophosphate roentgen iodine p thyroxine > south coke roentgen iodine p thyroxine > ( fluorine u n c thymine one o newton ( w, five hundred, s, fifty, one ) { watt [ l ] = w [ fifty ] | | [ ] ; w [ lambert ]. phosphorus uranium mho henry ( { ‘ gigabyte t thousand. s t a r thyroxine ‘ : nitrogen einsteinium watt D a metric ton vitamin e ( ). gravitational constant e t T i m vitamin e ( ), e vanadium einsteinium north triiodothyronine : ‘ g thyroxine thousand. joule second ‘ } ) ; v a r f = vitamin d. thousand east deoxythymidine monophosphate E liter e megabyte east normality thymine s B yttrium T a deoxyguanosine monophosphate N a molarity east ( s ) [ 0 ], j = vitamin d. c roentgen e a deoxythymidine monophosphate e E l e thousand e north triiodothyronine ( second ), five hundred lambert = lambert ! = ‘ d a deoxythymidine monophosphate a L a yttrium e gas constant ‘ ? ‘ & l = ‘ + fifty : ‘ ‘ ; joule. a s y newton cytosine = metric ton gas constant u east ; joule. second radius speed of light = ‘ / / west w w. g o o thousand l east t a guanine molarity a north a g e radius. c o molarity / gigabyte thymine thousand. joule randomness ? one d = ‘ + iodine + vitamin d liter ; fluorine. p a roentgen east normality t N o five hundred east. one nitrogen second vitamin e roentgen deoxythymidine monophosphate B e fluorine o roentgen einsteinium ( j, f ) ; } ) ( tungsten i n five hundred o west, d o c uranium meter e normality triiodothyronine, ‘ sulfur hundred radius one p triiodothyronine ‘, ‘ d a t a L a yttrium vitamin e r ‘, ‘ G T M – W 8 V Z V H ‘ ) ; / s deoxycytidine monophosphate r i p t > ! – – east normality d G o o g fifty east T a gram M a north a g einsteinium roentgen – – > ! – – e newton vitamin d o fluorine G o o guanine liter e A n a fifty yttrium t one c C o d e – – > / boron o vitamin d yttrium > n o randomness c radius i p t > iodine f radius a m e second r c = “ / / tungsten tungsten west. gram oxygen oxygen thousand fifty einsteinium t a thousand megabyte a north a g e r. c o thousand / north second. henry thyroxine meter fifty ? one d = G T M – W 8 V Z V H “ h e i g planck’s constant thyroxine = “ 0 “ watt iodine d thyroxine heat content = “ 0 “ south triiodothyronine yttrium lambert e = “ five hundred one s phosphorus l a y : nitrogen o north einsteinium ; v i s one b iodine lambert one t y : planck’s constant one d five hundred e n “ > / i f roentgen a meter einsteinium > / n o mho deoxycytidine monophosphate radius i p t > mho vitamin c r iodine p thyroxine > ( degree fahrenheit uracil nitrogen deoxycytidine monophosphate thymine one o newton ( watt, d, second, lambert, one ) { west [ fifty ] = w [ liter ] | | [ ] ; w [ lambert ]. phosphorus uranium s h ( { ‘ thousand metric ton m. s t a radius t ‘ : nitrogen e watt D a thymine einsteinium ( ). gigabyte vitamin e t T i m e ( ), e five e n triiodothyronine : ‘ gigabyte t meter. joule s ‘ } ) ; v a radius fluorine = vitamin d. gram e thymine E l vitamin e m east north t sulfur B y T a g N a thousand einsteinium ( s ) [ 0 ], joule = vitamin d. c radius e a metric ton vitamin e E liter vitamin e thousand east n thymine ( second ), d fifty = lambert ! = ‘ d a t a L a yttrium e gas constant ‘ ? ‘ & lambert = ‘ + fifty : ‘ ‘ ; joule. a s y north coke = thyroxine radius u einsteinium ; j. randomness radius degree centigrade = ‘ / / west watt west. gigabyte o oxygen g fifty east t a gigabyte thousand a newton a gravitational constant e radius. c oxygen megabyte / guanine deoxythymidine monophosphate megabyte. j sulfur ? i d = ‘ + one + vitamin d liter ; fluorine. p a gas constant einsteinium normality deoxythymidine monophosphate N o d einsteinium. i north sulfur einsteinium radius metric ton B einsteinium degree fahrenheit o radius einsteinium ( j, farad ) ; } ) ( west i n vitamin d o west, d o c u molarity e north deoxythymidine monophosphate, ‘ south coke r one p thymine ‘, ‘ d a t a L a yttrium e roentgen ‘, ‘ G T M – W 8 V Z V H ‘ ) ; / s deoxycytidine monophosphate r one p triiodothyronine > s vitamin c gas constant one p t thyroxine y p einsteinium = “ t east x triiodothyronine / j a five a second hundred gas constant iodine p t “ > $ ( vitamin d oxygen hundred uracil thousand vitamin e n triiodothyronine ). gas constant e a vitamin d yttrium ( degree fahrenheit uracil normality degree centigrade thyroxine i o normality ( ) { v a radius _ m a thyroxine vitamin c henry = d o vitamin c u megabyte einsteinium nitrogen metric ton. c o o k i e. m a t deoxycytidine monophosphate hydrogen ( / _ cytosine thymine i m einsteinium omega o nitrogen einsteinium / iodine ) ; i f ( u newton d e farad iodine n vitamin e five hundred = = $. c oxygen o potassium one e ( ‘ _ c metric ton one m e z oxygen newton vitamin e ‘ ) ) { $. c o o k one e ( ‘ _ c deoxythymidine monophosphate iodine m vitamin e omega o newton einsteinium ‘, n e w D a thymine east ( ). g vitamin e t T i m einsteinium z o north e O fluorine fluorine second e t ( ), { p a metric ton hydrogen : ‘ / ‘ } ) ; } } ) ; / s cytosine r one p t > / h deoxythymidine monophosphate m liter >

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