N. Korea warns of new attacks, S. Korea to boost rules of engagement

Seoul, South Korea (CNN) — North Korea will launch extra attacks on South Korea if it continues “ heedless military incitement, ” north korean state media said Thursday. meanwhile, South Korea said Thursday that it will strengthen and supplement its rules of engagement in the Yellow Sea, following Tuesday ‘s barrage by North Korea. Marine forces based in five islands near North Korea and the challenge Northern Limit Line besides will be reinforced, a government spokesman said.

The tense nautical frame between the two Koreas has become the major military flash steer on the peninsula in late years. The announcement followed a meet between President Lee Myung-bak and his economic and security ministers Thursday good morning in Seoul.

s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 1 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 3 6 0 ;

/ s c r i p t >

d i v i d = ” e x p a n d 1 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

i m g b o r d e r = ” 0 ” a l t = ” ” h e i g h t = ” 1 2 0 ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” s r c = ” / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 4 / g r a n t . i m a g e 2 . g e t t y . 6 4 0 x 3 6 0 . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > T e r r i f i e d e v a c u e e s f l o o d i n t o I n c h e o n / s p a n > / c i t 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 ” >
v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ v i d e o ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 4 / g r a n t . s k o r e a . e v a c u e e s . f l e e . c n n ‘ ;
m e d i a O b j . s o u r c e = m e d i a O b j . s o u r c e . r e p l a c e ( ‘ / v i d e o / ‘ , ‘ ‘ ) ;

/ s c r i p t >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ V i d e o ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 1 5 S t o r e = m e d i a O b j ;
/ 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 ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 2 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 3 6 0 ;

/ s c r i p t >

d i v i d = ” e x p a n d 2 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

i m g b o r d e r = ” 0 ” a l t = ” ” h e i g h t = ” 1 2 0 ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” s r c = ” / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 4 / k o r e a . i m a g e . c n n . 6 4 0 x 3 6 0 . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > G l o b a l c a l l f o r c a l m b e t w e e n K o r e a s / s p a n > / c i t 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 ” >
v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ v i d e o ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 4 / f l o r c u r z . k o r e a . f i r e . w o r l d . r e a x . c n n ‘ ;
m e d i a O b j . s o u r c e = m e d i a O b j . s o u r c e . r e p l a c e ( ‘ / v i d e o / ‘ , ‘ ‘ ) ;

/ s c r i p t >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ V i d e o ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 2 5 S t o r e = m e d i a O b j ;
/ 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 ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 3 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 3 6 0 ;

/ s c r i p t >

d i v i d = ” e x p a n d 3 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

i m g b o r d e r = ” 0 ” a l t = ” ” h e i g h t = ” 1 2 0 ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” s r c = ” / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / k o r e a c o a s t g u a r d . c n n . 6 4 0 x 3 6 0 . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > T h e K o r e a s c l a s h / s p a n > / c i t 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 ” >
v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ v i d e o ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / a c . c h i n o y . k o r e a n . c o n f l i c t . c n n ‘ ;
m e d i a O b j . s o u r c e = m e d i a O b j . s o u r c e . r e p l a c e ( ‘ / v i d e o / ‘ , ‘ ‘ ) ;

/ s c r i p t >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ V i d e o ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 3 5 S t o r e = m e d i a O b j ;
/ 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 ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 4 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 3 6 0 ;

/ s c r i p t >

d i v i d = ” e x p a n d 4 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

i m g b o r d e r = ” 0 ” a l t = ” ” h e i g h t = ” 1 2 0 ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” s r c = ” / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / v a u s e . k o r e a . i s l a n d s . c n n . 6 4 0 x 4 8 0 . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > G e o g r a p h y o f t h e K o r e a d i s p u t e / s p a n > / c i t 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 ” >
v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ v i d e o ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / v a u s e . k o r e a . i s l a n d s . c n n ‘ ;
m e d i a O b j . s o u r c e = m e d i a O b j . s o u r c e . r e p l a c e ( ‘ / v i d e o / ‘ , ‘ ‘ ) ;

/ s c r i p t >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ V i d e o ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 4 5 S t o r e = m e d i a O b j ;
/ 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 ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 5 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 3 6 0 ;

/ s c r i p t >

d i v i d = ” e x p a n d 5 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

i m g b o r d e r = ” 0 ” a l t = ” ” h e i g h t = ” 1 2 0 ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” s r c = ” / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / g r a n t . k o r e a . a t t a c k e d . c n n . 6 4 0 x 4 8 0 . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > A t t a c k o n i s l a n d i n t h e Y e l l o w S e a / s p a n > / c i t 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 ” >
v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ v i d e o ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ / v i d e o / w o r l d / 2 0 1 0 / 1 1 / 2 3 / g r a n t . k o r e a . a t t a c k e d . c n n ‘ ;
m e d i a O b j . s o u r c e = m e d i a O b j . s o u r c e . r e p l a c e ( ‘ / v i d e o / ‘ , ‘ ‘ ) ;

/ s c r i p t >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ V i d e o ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 5 5 S t o r e = m e d i a O b j ;
/ 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 ” >
v a r c u r r E x p a n d a b l e = ” e x p a n d 6 5 ” ;
i f ( t y p e o f C N N . e x p a n d a b l e M a p = = = ‘ o b j e c t ‘ ) {
C N N . e x p a n d a b l e M a p . p u s h ( c u r r E x p a n d a b l e ) ;
}

v a r c u r r E x p a n d a b l e H e i g h t = 4 3 6 ;

/ s c r i p t >

d i v i d = ” e x p a n d 6 5 ” c l a s s = ” c n n _ s t r y l f t c n t n t c n n _ s t r y l f t c e x p b x ” >
d i v c l a s s = ” c n n _ s t r y l c e c l b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / b t t n _ c l o s e . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 2 3 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >

d i v c l a s s = ” c n n S t o r y E l e m e n t B o x ” > i m g b o r d e r = ” 0 ” a l t = ” ” w i d t h = ” 2 1 4 ” c l a s s = ” b o x – i m a g e ” h e i g h t = ” 1 4 6 ” s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / i n t e r a c t i v e / 2 0 1 0 / 1 1 / w o r l d / m a p . s o u t h k o r e a . i s l a n d / m e d i a / s t a c k s . j p g ” > c i t e c l a s s = ” e x p C a p t i o n ” > s p a n > M a p : N . K o r e a s h e l l s S . K o r e a n i s l a n d / s p a n > / c i t 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 ” >
i f ( t y p e o f c u r r E x p a n d a b l e ! = ” s t r i n g ” ) {
c u r r E x p a n d a b l e = ‘ ‘ ;
}
c u r r E x p a n d a b l e H e i g h t = 4 3 6 ;

v a r m e d i a O b j = n e w O b j e c t ( ) ;
m e d i a O b j . t y p e = ‘ f l a s h ‘ ;
m e d i a O b j . c o n t e n t I d = ‘ ‘ ;
m e d i a O b j . s o u r c e = ‘ h t t p : / / i . c d n . t u r n e r . c o m / c n n / i n t e r a c t i v e / 2 0 1 0 / 1 1 / w o r l d / m a p . s o u t h k o r e a . i s l a n d / s i n g l e . t a b . e x p l a i n e r . s w f ‘ ; / s c r i p t >
/ d i v >

/ 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 ” >

m e d i a O b j . l g I m a g e = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ s r c ‘ ) ;
m e d i a O b j . l g I m a g e X = 6 4 0 ;
m e d i a O b j . l g I m a g e Y = c u r r E x p a n d a b l e H e i g h t ;
m e d i a O b j . o r i g I m a g e X = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ w i d t h ‘ ) ;
m e d i a O b j . o r i g I m a g e Y = $ ( c u r r E x p a n d a b l e ) . s e l e c t ( ‘ i m g . b o x – i m a g e ‘ ) [ 0 ] . r e a d A t t r i b u t e ( ‘ h e i g h t ‘ ) ;

m e d i a O b j . c o n t e n t T y p e = ‘ i n t e r a c t i v e ‘ ;

C N N . e x p E l e m e n t s . e x p a n d 6 5 S t o r e = m e d i a O b j ;
/ s c r i p t >

! – – e n d c l i c k p r i n t e x c l u d e – – > p > T h e m e e t i n g b e g a n w i t h a m o m e n t o f s i l e n c e f o r t h e t w o S o u t h K o r e a n m a r i n e s a n d t w o c i v i l i a n s w h o d i e d i n T u e s d a y ‘ s a t t a c k o n Y e o n p y e o n g I s l a n d i n t h e Y e l l o w S e a . T h e s h e l l i n g a l s o i n j u r e d 1 5 S o u t h K o r e a n s o l d i e r s a n d t h r e e c i v i l i a n s . / p > p > T h e a t t a c k w i l l l e a d t o a p l a n b e i n g d r a f t e d t o d e a l w i t h c i v i l i a n s a f e t y o n t h e f i v e i s l a n d s i n t h e Y e l l o w S e a , t h e s p o k e s m a n s a i d . N o d e t a i l s w e r e i m m e d i a t e l y o f f e r e d a b o u t t h e p l a n , b u t L e e o n W e d n e s d a y o r d e r e d t h e s t r e n g t h e n i n g o f c i v i l i a n s h e l t e r s o n t h e i s l a n d s . / p > p > T h e i s l a n d s i n c l u d e Y e o n p y e o n g a n d B a e n g n y e o n g , o f f w h i c h t h e S o u t h K o r e a n w a r s h i p C h e o n a n w a s s u n k i n M a r c h , k i l l i n g 4 6 s a i l o r s . S e o u l b l a m e d P y o n g y a n g f o r t h e t o r p e d o a t t a c k , w h i c h t h e N o r t h h a s d e n i e d . / p > p > T h e L e e a d m i n i s t r a t i o n a l s o w i l l c o n t i n u e t o c l o s e l y m o n i t o r c a p i t a l m a r k e t s a n d f o r e i g n e x c h a n g e r a t e s , p r e p a r e d t o t a k e p r e v e n t a t i v e m e a s u r e s a s n e e d e d , t h e s p o k e s m a n s a i d . T h e s h e l l i n g s e n t r i p p l e s t h r o u g h S o u t h K o r e a ‘ s s t o c k m a r k e t , w h i c h h a s r e b o u n d e d . / p > p > S o u t h K o r e a ‘ s e c o n o m i c a n d s e c u r i t y m i n i s t r i e s w i l l c o o p e r a t e c l o s e l y , a n d t h e a d m i n i s t r a t i o n w i l l p u b l i c i z e d e v e l o p m e n t s i n r e a l t i m e t o a d d r e s s m a j o r c o n c e r n s a n d s q u e l c h r u m o r s , t h e a d m i n i s t r a t i o n s a i d . / p > p > T h e a t t a c k o n Y e o n p y e o n g I s l a n d w a s t h e f i r s t d i r e c t a r t i l l e r y a t t a c k o n S o u t h K o r e a s i n c e t h e K o r e a n W a r e n d e d i n 1 9 5 3 . / p > p > T h e U n i t e d S t a t e s q u i c k l y o f f e r e d s u p p o r t f o l l o w i n g T u e s d a y ‘ s s h e l l i n g , a f f i r m i n g t h a t i t w o u l d h o l d j o i n t m i l i t a r y d r i l l s w i t h S o u t h K o r e a s t a r t i n g S u n d a y . / p > p > T h e U S S G e o r g e W a s h i n g t o n s a i l e d t o w a r d v o l a t i l e w a t e r s o f f t h e K o r e a n p e n i n s u l a W e d n e s d a y f o r t h e e x e r c i s e s i n a s h o w o f f o r c e d e s i g n e d t o d e t e r a f u r t h e r e s c a l a t i o n o f h o s t i l i t i e s w i t h N o r t h K o r e a . / p > p > T h e e x e r c i s e s w e r e b i l l e d a s d e f e n s i v e i n n a t u r e a n d w e r e a m o r e m e a s u r e d r e s p o n s e t h a n t h e r e t a l i a t i o n i n i t i a l l y u r g e d b y S o u t h K o r e a a f t e r N o r t h K o r e a ‘ s s h e l l i n g o f Y e o n p y e o n g . / p > p > &q u o t ; I t i s a l o n g – p l a n n e d e x e r c i s e , &q u o t ; s a i d A d m . M i k e M u l l e n , c h a i r m a n o f t h e U . S . J o i n t C h i e f s o f S t a f f . / p > ! – – s t a r t c l i c k p r i n t e x c l u d e – – >

d i v c l a s s = ” c n n _ s t r y l f t c n t n t ” > d i v c l a s s = ” c n n _ s t r y l c t c n t r c n n _ s t r y l c t c q r e l t ” > d i v c l a s s = ” c n n _ d i v l i 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 ” >
v a r c n n R e l a t e d T o p i c K e y s = [ ] ;
/ s c r i p t > d i v >
b > R E L A T E D T O P I C S / b >
/ d i v > u l c l a s s = ” c n n _ b u l l e t b i n ” >
l i >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
c n n R e l a t e d T o p i c K e y s . p u s h ( ‘ N o r t h _ K o r e a ‘ ) ;
/ s c r i p t > a h r e f = ” / t o p i c s / N o r t h _ K o r e a ” > N o r t h K o r e a / a > / l i >
l i >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” >
c n n R e l a t e d T o p i c K e y s . p u s h ( ‘ S o u t h _ K o r e a ‘ ) ;
/ s c r i p t > a h r e f = ” / t o p i c s / S o u t h _ K o r e a ” > S o u t h K o r e a / a > / l i >
/ u l >
/ d i v > / d i v >

! – – e n d c l i c k p r i n t e x c l u d e – – > p c l a s s = ” c n n I n l i n e ” > &q u o t ; T h a t s a i d , i t i s m e a n t t o s e n d a v e r y s t r o n g s i g n a l o f d e t e r r e n c e a n d a l s o w o r k w i t h o u r v e r y c l o s e a l l i e s i n S o u t h K o r e a , &q u o t ; M u l l e n s a i d o n C N N ‘ s &q u o t ; F a r e e d Z a k a r i a G P S . &q u o t ; &q u o t ; W e ‘ r e v e r y f o c u s e d o n r e s t r a i n t – – – n o t l e t t i n g t h i s t h i n g g e t o u t o f c o n t r o l . T h e S o u t h K o r e a n s s o f a r h a v e r e s p o n d e d t h a t w a y . N o b o d y w a n t s t h i s t h i n g t o t u r n i n t o a c o n f l i c t . &q u o t ; / p > p c l a s s = ” c n n _ s t r y c b f t r t x t ” > b > C N N ‘ s S t a n G r a n t c o n t r i b u t e d t o t h i s r e p o r t . / b > / p > ! – – e n d c l i c k p r i n t i n c l u d e – – > ! – – g o o g l e _ a d _ s e c t i o n _ e n d – – > d i v c l a s s = ” c n n _ s t r y b t n t o o l s b t t m ” >
d i v c l a s s = ” c n n _ c l e a r ” > / d i v >
d i v c l a s s = ” c n n _ s t r y b t n t o o l s ” >
d i v c l a s s = ” c n n _ s t r y b t n t o o l s B o t ” >
s p a n c l a s s = ” c n n _ d y n o n e ” > a i d = ” c n n M i x x E m b e d B o t ” c l a s s = ” c n n _ s t r y b t n m x x ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a > / s p a n >
a i d = ” c n n S B t n T w i t t e r E m b e d B o t ” c l a s s = ” c n n _ s t r y b t n t w t t r ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a >

a h r e f = ” j a v a s c r i p t : c n n S h o w O v e r l a y ( ‘ c n n S h a r e T h i s S t o r y 4 5 6 ‘ ) ; ” c l a s s = ” c n n _ s t r y b t n s h r c n n O v e r l a y L n k ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a >

a o n c l i c k = ” r e t u r n ( E T ( ) ) ; ” h r e f = ” # ” c l a s s = ” c n n _ s t r y b t n e m ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a >

a h r e f = ” j a v a s c r i p t : c n n _ s t r y I n i t S a v e S ( ) ; ” c l a s s = ” c n n _ s t r y b t n s v ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a >

a h r e f = ” # ” c l a s s = ” c n n _ s t r y b t n p r n t ” o n c l i c k = ” C l e a n P r i n t P r i n t H t m l ( ) ; r e t u r n f a l s e ; ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a >
! – – d i v c l a s s = ” c n n _ s t r y i n f r ” > 4 7 9 s h a r e s | 1 6 3 c o m m e n t s / d i v > – – >

d i v c l a s s = ” c n n O v e r l a y M e n u C o n t a i n e r ” > d i v i d = ” c n n S h a r e T h i s S t o r y 4 5 6 ” c l a s s = ” c n n O v e r l a y M e n u ” >
d i v c l a s s = ” c n n S h a r e T h i s B o x ” >
d i v c l a s s = ” c n n S h a r e B o x H e a d e r ” > d i v c l a s s = ” c n n S h a r e B o x H e a d e r T L ” > / d i v > d i v c l a s s = ” c n n S h a r e B o x H e a d e r T R ” > / d i v > / d i v >
d i v c l a s s = ” c n n S h a r e B o x C o n t e n t ” >
d i v c l a s s = ” c n n S h a r e C o n t e n t ” >
d i v i d = ” c n n S h a r e T h i s C o n t e n t ” >
d i v c l a s s = ” c n n S h a r e T h i s T i t l e ” >
a h r e f = ” j a v a s c r i p t : c n n H i d e O v e r l a y ( ‘ c n n S h a r e T h i s S t o r y 4 5 6 ‘ ) ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / g l o b a l / i c o n s / b t n _ c l o s e . g i f ” a l t = ” ” b o r d e r = ” 0 ” w i d t h = ” 1 2 ” h e i g h t = ” 1 2 ” / > / a >
h 6 > S h a r e t h i s o n : / h 6 >
/ d i v >
d i v c l a s s = ” c n n S h a r e T h i s I t e m ” >
s p a n c l a s s = ” c n n _ d y n o n e ” > a i d = ” c n n S B t n M i x x B o t ” c l a s s = ” c n n S h a r e M i x x ” > M i x x / a > / s p a n >
a i d = ” c n n S B t n F a c e b o o k B o t ” c l a s s = ” c n n S h a r e F a c e b o o k ” > F a c e b o o k / a >
a i d = ” c n n S B t n T w i t t e r B o t ” c l a s s = ” c n n S h a r e T w i t t e r ” > T w i t t e r / a >
a i d = ” c n n S B t n D i g g B o t ” c l a s s = ” c n n S h a r e D i g g ” > D i g g / a >
a i d = ” c n n S B t n D e l i c i o u s B o t ” c l a s s = ” c n n S h a r e D e l i c i o u s ” > d e l i c i o u s / a >
a i d = ” c n n S B t n R e d d i t B o t ” c l a s s = ” c n n S h a r e R e d d i t ” > r e d d i t / a >
a i d = ” c n n S B t n M y s p a c e B o t ” c l a s s = ” c n n S h a r e M y s p a c e ” > M y S p a c e / a >
a i d = ” c n n S B t n S t u m b l e U p o n B o t ” c l a s s = ” c n n S h a r e S t u m b l e U p o n ” > S t u m b l e U p o n / a >
a i d = ” c n n S B t n L i n k e d I n B o t ” c l a s s = ” c n n S h a r e L i n k e d I n ” > L i n k e d I n / a >
/ d i v >
/ d i v > ! – – / c n n S h a r e T h i s C o n t e n t – – >
/ d i v > ! – – / c n n S h a r e C o n t e n t – – >
/ d i v > ! – – / c n n S h a r e B o x C o n t e n t – – >
d i v c l a s s = ” c n n S h a r e B o x F o o t e r ” > d i v c l a s s = ” c n n S h a r e B o x F o o t e r B L ” > / d i v > d i v c l a s s = ” c n n S h a r e B o x F o o t e r B 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 c l a s s = ” c n n F B R e c B t n B o t ” i d = ” c n n S t r y R c m n d B t n B t m ” > / 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 ” >

c n n S e t S h a r e L n k s ( ) ;

/ / j a v a s c r i p t t o t r i g g e r m o s t r e c e n t v i e w e d s t o r i e s s a v e
E v e n t . o b s e r v e ( w i n d o w , ‘ l o a d ‘ , f u n c t i o n ( ) {
w i n d o w . s e t T i m e o u t ( ” c n n _ s t r y s a v e m r v ( ) ” , 5 0 0 ) ;
} ) ;

f u n c t i o n c n n _ s t r y s a v e m r v ( ) {
s a v e M r v U r l ( d o c u m e n t . t i t l e , c n n _ s t r y s a v e u r l ) ;
}

/ / a d b p c v p t r a c k i n g
i f ( ! O b j e c t . i s U n d e f i n e d ( c n n _ m e t a d a t a ) ) {

/ / t r a c k v i d e o c o u n t
v a r c n n _ v i d _ c o u n t = 0 ;

v a r c n n _ a d b p m a p = c n n _ a d b p s c t n m p p n g ( ) ;
i f ( c n n _ a d b p m a p . l e n g t h > 0 ) { c n n _ m e t a d a t a . s e c t i o n = c n n _ a d b p m a p ; }

/ / t r a c k t o p v i d e o p l a y e r
i f ( t y p e o f ( p l a y e r O v e r R i d e ) ! = ” u n d e f i n e d ” ) {
c n n _ m e t a d a t a . b u s i n e s s . c n n . v i d e o . v i d e o _ p l a y e r = ‘ s t o r y p l a y e r ‘ ;
c n n _ v i d _ c o u n t + + ;
}

/ / t r a c k p a r t n e r
i f ( t y p e o f ( c n n O m n i P a r t n e r ) ! = ” u n d e f i n e d ” ) {

i f ( c n n _ m e t a d a t a . t e m p l a t e _ t y p e _ c o n t e n t = = ‘ ‘ ) { c n n _ m e t a d a t a . t e m p l a t e _ t y p e _ c o n t e n t = ‘ p a r t n e r ‘ ; }

}

/ / c o u n t i n s t a n c e s o f v i d e o s
i f ( ! O b j e c t . i s U n d e f i n e d ( C N N . e x p E l e m e n t s ) ) {

f o r ( v a r t _ o b j i n C N N . e x p E l e m e n t s ) {

i f ( C N N . e x p E l e m e n t s [ t _ o b j ] . t y p e = = ‘ v i d e o ‘ ) { c n n _ v i d _ c o u n t + + ; }

}

}

/ / s e t v i d e o c o u n t
c n n _ m e t a d a t a . b u s i n e s s . c n n . p a g e . v i d e o _ e m b e d _ c o u n t = c n n _ v i d _ c o u n t ;

/ / g e t o r i g i n a l p u b l i s h d a t e
i f ( t y p e o f ( c n n F i r s t P u b ) ! = ” u n d e f i n e d ” ) {

v a r c u r r _ m o n t h = c n n F i r s t P u b . g e t M o n t h ( ) ;
c u r r _ m o n t h + + ;
i f ( c u r r _ m o n t h 1 0 ) { c u r r _ m o n t h = ‘ 0 ‘ + ‘ ‘ + c u r r _ m o n t h ; }
c u r r _ d a y = c n n F i r s t P u b . g e t D a t e ( ) ;
i f ( c u r r _ d a y 1 0 ) { c u r r _ d a y = ‘ 0 ‘ + ‘ ‘ + c u r r _ d a y ; }

c n n _ m e t a d a t a . b u s i n e s s . c n n . p a g e . p u b l i s h _ d a t e = c n n F i r s t P u b . g e t F u l l Y e a r ( ) + ” / ” + c u r r _ m o n t h + ” / ” + c u r r _ d a y ;

}

/ / i f t e m p l a t e t y p e n o t s e t , d o a u r l p a t h c h e c k o n t h e f o l d e r o n l y
i f ( c n n _ m e t a d a t a . t e m p l a t e _ t y p e _ c o n t e n t = = ‘ ‘ ) {

v a r t _ s t r = w i n d o w . l o c a t i o n . h r e f + ‘ ‘ ;
t _ s t r = t _ s t r . r e p l a c e ( / i n d e x . h t m . + $ / i , ‘ ‘ ) ;
v a r t _ a r r = t _ s t r . s p l i t ( ‘ / ‘ ) ;
v a r f _ s t r = t _ a r r [ ( t _ a r r . l e n g t h – 2 ) ] ;

v a r t _ s r c h = c n n _ a d b p s e a r c h s t r ( f _ s t r ) ;
i f ( t _ s r c h ) {
c n n _ m e t a d a t a . t e m p l a t e _ t y p e _ c o n t e n t = t _ s r c h [ 1 ] ;
}

}

}

/ s c r i p t >

/ d i v >
d i v c l a s s = ” c n n _ s t r y b t m c n t n t ” > d i v c l a s s = ” c n n _ d i v l i n e ” > / d i v >
d i v c l a s s = ” c n n _ s t r y f t s b t t m ” > a h r e f = ” j a v a s c r i p t : c n n _ s t r y I n i t f t o p i c ( ) ; ” > F O L L O W T H I S T O P I C i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / m o s a i c / 1 5 x 1 5 _ P L U S _ b t . j p g ” w i d t h = ” 1 5 ” h e i g h t = ” 1 5 ” a l t = ” ” b o r d e r = ” 0 ” > / a > / d i v >
d i v c l a s s = ” c n n _ d i v l i n e ” > / d i v >
d i v c l a s s = ” c n n _ d i v l i n e ” > / d i v >
d i v c l a s s = ” c n n _ s t r y b t m m o r e b x ” i d = ” o u t b r a i n _ e x t _ e l e m e n t ” s t y l e = ” d i s p l a y : n o n e ; ” >
d i v c l a s s = ” c n n _ s t r y b t m m b x 1 ” > h 4 > W e r e c o m m e n d / h 4 >
d i v c l a s s = ” c n n _ c l e a r ” > / 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 ” >

v a r c n n _ o b u r l S t r = l o c a t i o n . p a t h n a m e + ‘ ‘ ;
c n n _ o b u r l S t r = ( c n n _ o b u r l S t r . i n d e x O f ( ‘ ? ‘ ) > – 1 ) ? c n n _ o b u r l S t r . s u b s t r ( 0 , c n n _ o b u r l S t r . i n d e x O f ( ‘ ? ‘ ) ) : c n n _ o b u r l S t r ;

v a r O u t b r a i n P e r m a L i n k = ‘ h t t p : / / w w w . c n n . c o m ‘ + c n n _ o b u r l S t r ;
v a r O B _ T e m p l a t e = ” c n n ” ;
v a r O B _ w i d g e t I d = ‘ A R _ 1 ‘ ;
v a r O B _ l a n g J S = ‘ h t t p : / / w i d g e t s . o u t b r a i n . c o m / l a n g _ e n . j s ‘ ;
i f ( t y p e o f ( O B _ S c r i p t ) ! = ‘ u n d e f i n e d ‘ )
O u t b r a i n S t a r t ( ) ;
e l s e
{
v a r O B _ S c r i p t = t r u e ;
v a r s t r = ” s c r i p t s r c = ‘ h t t p : / / w i d g e t s . o u t b r a i n . c o m / o u t b r a i n W i d g e t . j s ‘ ; t y p e = ‘ t e x t / j a v a s c r i p t ‘ > / ” + ” s c r i p t > ” ;
d o c u m e n t . w r i t e ( s t r ) ;
}

/ s c r i p t >

s c r i p t l a n g u a g e = ‘ J a v a S c r i p t ‘ >
/ / v a r O u t b r a i n P e r m a L i n k = ‘ h t t p : / / w w w . c n n . c o m ‘ + l o c a t i o n . p a t h n a m e ;
/ / v a r O B _ T e m p l a t e = ” c n n ” ;
/ / v a r O B I T m = ‘ 1 2 7 3 4 1 0 1 5 0 7 7 2 ‘ ;

/ / i f ( t y p e o f ( O B _ S c r i p t ) ! = ‘ u n d e f i n e d ‘ ) {
/ / O u t b r a i n S t a r t ( ) ;
/ / } e l s e {
/ / v a r O B _ S c r i p t = t r u e ;
/ / d o c u m e n t . w r i t e ( u n e s c a p e ( ” % 3 C s c r i p t s r c = ‘ h t t p : / / w i d g e t s . o u t b r a i n . c o m / O u t b r a i n R a t e r . j s ‘ t y p e = ‘ t e x t / j a v a s c r i p t ‘ % 3 E % 3 C / s c r i p t % 3 E ” ) ) ;
/ / }
/ s c r i p t >
/ d i v >

d i v c l a s s = ” c n n _ s t r y b t m m b x 2 ” > h 4 > F r o m a r o u n d t h e w e b / h 4 >
d i v c l a s s = ” c n n _ c l e a r ” > / d i v >
d i v i d = ” o u t b r a i n _ c n n _ h o o k _ 0 ” > / d i v >
/ d i v >
d i v c l a s s = ” c n n _ c l e a r ” > / d i v >
/ 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 ” >
c n n a d _ n e w T i l e I D G r o u p ( n e w A r r a y ( ‘ 6 0 7 x 9 5 _ a d l i n k s ‘ , ‘ 3 3 6 x 2 8 0 _ a d l i n k s ‘ ) ) ;
/ s c r i p t > ! – – C A L L O U T | h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 6 0 7 x 9 5 _ a d l i n k s &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s | C A L L O U T – – >
! – – A D S P A C E : a s i a / m m s t / a d l i n k s . 6 0 7 x 9 5 – – >
d i v i d = ” a d – 4 b 8 9 e e 9 e 2 a 8 5 1 e d f ” a l i g n = ” c e n t e r ” s t y l e = ” p a d d i n g : 0 ; m a r g i n : 0 ; b o r d e r : 0 ; ” > / 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 ” >
c n n a d _ c r e a t e A d ( ” 4 b 8 9 e e 9 e 2 a 8 5 1 e d f ” , ” h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 6 0 7 x 9 5 _ a d l i n k s &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s ” , ” 9 5 ” , ” 6 0 7 ” , n u l l , ” ” ) ;
c n n a d _ r e g i s t e r S p a c e ( ” 4 b 8 9 e e 9 e 2 a 8 5 1 e d f ” , ” 6 0 7 ” , ” 9 5 ” ) ;
/ s c r i p t >
! – – A D S P A C E – E N D – – >

! – – / C O N T E N T – – > / d i v > ! – – / c n n _ s t r y b t m c n t n t – – > / d i v > ! – – / c n n _ s t r y c n t n t – – > d i v c l a s s = ” c n n _ s t r y c n t n t r g t ” > d i v > s p a n i d = ” m e d i u m _ r e c t a n g l e ” c l a s s = ” _ f w p h ” >
f o r m i d = ” _ f w _ f o r m _ m e d i u m _ r e c t a n g l e ” s t y l e = ” d i s p l a y : n o n e ” >
i n p u t t y p e = ” h i d d e n ” n a m e = ” _ f w _ i n p u t _ m e d i u m _ r e c t a n g l e ” i d = ” _ f w _ i n p u t _ m e d i u m _ r e c t a n g l e ” v a l u e = ” w = 3 3 6 &h = 2 8 0 &e n v p = g _ j s &s f l g = – n r p l &c d = 3 3 6 , 2 8 0 | 3 0 0 , 2 5 0 ; ” >
/ f o r m >
s p a n i d = ” _ f w _ c o n t a i n e r _ m e d i u m _ r e c t a n g l e ” c l a s s = ” _ f w a c ” >
! – – L E A V E T H I S A R E A E M P T Y – – > ! – – C A L L O U T | h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 3 6 x 8 5 0 _ r g t &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s | C A L L O U T – – >
! – – A D S P A C E : a s i a / m m s t / r g t . 3 3 6 x 8 5 0 – – >
d i v i d = ” a d – 1 2 8 a f 9 f 2 8 8 c 2 f 6 4 4 ” a l i g n = ” c e n t e r ” s t y l e = ” p a d d i n g : 0 ; m a r g i n : 0 ; b o r d e r : 0 ; ” > / 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 ” >
c n n a d _ c r e a t e A d ( ” 1 2 8 a f 9 f 2 8 8 c 2 f 6 4 4 ” , ” h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 3 6 x 8 5 0 _ r g t &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s ” , ” 8 5 0 ” , ” 3 3 6 ” , n u l l , ” ” ) ;
c n n a d _ r e g i s t e r S p a c e ( ” 1 2 8 a f 9 f 2 8 8 c 2 f 6 4 4 ” , ” 3 3 6 ” , ” 8 5 0 ” ) ;
/ s c r i p t >
! – – A D S P A C E – E N D – – >
/ s p a n >
/ s p a n > / d i v >
d i v c l a s s = ” c n n _ a d t i t l e ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / g l o b a l / m i s c / a d v e r t i s e m e n t . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 5 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >
d i v c l a s s = ” c n n _ d i v l i n e c n n _ d i v l s c r c t ” > / d i v >
d i v c l a s s = ” c n n _ s t r y c r c n t r ” > d i v c l a s s = ” c n n _ s t r y s p c v h 6 ” > d i v c l a s s = ” c n n _ s t r y s p c v h 2 ” > P a r t o f c o m p l e t e c o v e r a g e o n / d i v > d i v c l a s s = ” c n n _ s t r y s p c v h 3 ” > a h r e f = ” / S P E C I A L S / n o r t h k o r e a / ” > N o r t h K o r e a / a > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 3 / k o r e a s . c l a s h . e x p l a i n e r / i n d e x . h t m l ” > Q &a m p ; A : W h y t h e r e i s t e n s i o n / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 5 3 7 2 2 0 3 4 5 , [ ‘ N o v e m b e r 2 3 , 2 0 1 0 – – U p d a t e d 1 8 3 3 G M T ( 0 2 3 3 H K T ) ‘ , ‘ u p d a t e d 1 : 3 3 p . m . E S T , T u e N o v e m b e r 2 3 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 3 / k o r e a s . c l a s h . e x p l a i n e r / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 3 / k o r e a s . c l a s h . e x p l a i n e r / t z v i d s . k o r e a . g u a r d s . g i . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” Q &a m p ; A : W h y t h e r e i s t e n s i o n ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > T h e b o r d e r b e t w e e n N o r t h a n d S o u t h K o r e a i s o n e o f t h e w o r l d ‘ s g e o – p o l i t i c a l h o t s p o t s / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 6 / c h i n a . n o r t h . k o r e a . t i e s / i n d e x . h t m l ” > W h y C h i n a s u p p o r t s N o r t h K o r e a / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 7 7 3 0 2 0 2 4 8 , [ ‘ N o v e m b e r 2 6 , 2 0 1 0 – – U p d a t e d 1 2 0 3 G M T ( 2 0 0 3 H K T ) ‘ , ‘ u p d a t e d 7 : 0 3 a . m . E S T , F r i N o v e m b e r 2 6 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 6 / c h i n a . n o r t h . k o r e a . t i e s / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 6 / c h i n a . n o r t h . k o r e a . t i e s / t z v i d s . f r i e n d s h i p . b r i d g e . g i . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” W h y C h i n a s u p p o r t s N o r t h K o r e a ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > G e o p o l i t i c s , n o t e c o n o m i c s , i s b e h i n d B e i j i n g ‘ s s u p p o r t o f P y o n g y a n g / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / s k . i s l a n d . d a m a g e / i n d e x . h t m l ” > W i d e s p r e a d d e s t r u c t i o n o n i s l a n d / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 7 7 3 0 9 2 2 7 7 , [ ‘ N o v e m b e r 2 6 , 2 0 1 0 – – U p d a t e d 1 2 0 4 G M T ( 2 0 0 4 H K T ) ‘ , ‘ u p d a t e d 7 : 0 4 a . m . E S T , F r i N o v e m b e r 2 6 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / s k . i s l a n d . d a m a g e / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / s k . i s l a n d . d a m a g e / t z v i d s . r u b b l e . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” W i d e s p r e a d d e s t r u c t i o n o n i s l a n d ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > C N N c r e w a r e t h e f i r s t w e s t e r n j o u r n a l i s t s t o v i s i t t h e i s l a n d a t t a c k e d b y N o r t h K o r e a / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / k o r e a s . m a r i t i m e . e x p l a i n e r / i n d e x . h t m l ” > T h e K o r e a s ‘ m a r i t i m e w o e s / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 7 7 3 1 4 4 4 9 4 , [ ‘ N o v e m b e r 2 6 , 2 0 1 0 – – U p d a t e d 1 2 0 5 G M T ( 2 0 0 5 H K T ) ‘ , ‘ u p d a t e d 7 : 0 5 a . m . E S T , F r i N o v e m b e r 2 6 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / k o r e a s . m a r i t i m e . e x p l a i n e r / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 5 / k o r e a s . m a r i t i m e . e x p l a i n e r / t z v i d s . k o r e a . i s l a n d s . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” T h e K o r e a s ‘ m a r i t i m e w o e s ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > T h e c o a s t l i n e o f t h e Y e l l o w S e a i s a n s t a g e f o r c o n f l i c t b e t w e e n N o r t h a n d S o u t h / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . c a p a b i l i t y / i n d e x . h t m l ” > N . K o r e a ‘ s m i l i t a r y t r u m p c a r d / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 7 0 1 5 9 7 6 1 8 , [ ‘ N o v e m b e r 2 5 , 2 0 1 0 – – U p d a t e d 1 6 1 3 G M T ( 0 0 1 3 H K T ) ‘ , ‘ u p d a t e d 1 1 : 1 3 a . m . E S T , T h u N o v e m b e r 2 5 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . c a p a b i l i t y / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . c a p a b i l i t y / t z v i d s . k o r e a . m i s s i l e . c n n . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” N . K o r e a ‘ s m i l i t a r y t r u m p c a r d ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > W h a t m i l i t a r y h a r d w a r e d o e s N o r t h K o r e a h a v e – – a n d w h a t c a n i t d o ? / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . s e o u l . u n d e r . g u n / i n d e x . h t m l ” > S e o u l : L i f e u n d e r t h e g u n / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 9 0 5 9 6 6 5 2 7 5 6 , [ ‘ N o v e m b e r 2 4 , 2 0 1 0 – – U p d a t e d 1 1 0 4 G M T ( 1 9 0 4 H K T ) ‘ , ‘ u p d a t e d 6 : 0 4 a . m . E S T , W e d N o v e m b e r 2 4 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . s e o u l . u n d e r . g u n / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 1 1 / 2 4 / n o r t h . k o r e a . s e o u l . u n d e r . g u n / t z v i d s . s e o u l . w a t c h e r s . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” S e o u l : L i f e u n d e r t h e g u n ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > O n e o f t h e w o r l d ‘ s m o s t h i – t e c h c i t i e s s t i l l e x i s t s u n d e r t h e s h a d o w t h e C o l d W a r . / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 0 5 / 0 7 / e c o . k o r e a . d m z / i n d e x . h t m l ” > L o o k i n s i d e K o r e a ‘ s D M Z / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 7 3 4 7 8 8 5 8 2 2 1 , [ ‘ M a y 1 0 , 2 0 1 0 – – U p d a t e d 0 8 0 7 G M T ( 1 6 0 7 H K T ) ‘ , ‘ u p d a t e d 4 : 0 7 a . m . E D T , M o n M a y 1 0 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 0 5 / 0 7 / e c o . k o r e a . d m z / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 0 5 / 0 7 / e c o . k o r e a . d m z / t z v i d s . d m z n e w . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” L o o k i n s i d e K o r e a ‘ s D M Z ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > W h a t d o e s l i f e l o o k l i k e i n s i d e o n e o f t h e w o r l d ‘ s m o s t s e n s i t i v e a r e a s ? / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y s p c v b x ” > d i v c l a s s = ” c n n _ s t r y s p c v b x c n t r ” > d i v c l a s s = ” c n n _ s t r y s c b x 1 ” > d i v > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 0 9 / 2 6 / n o r t h . k o r e a . e x p l a i n e r / i n d e x . h t m l ” > L i f e i n s i d e N o r t h K o r e a / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 2 ” > 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 . w r i t e ( c n n R e n d e r T i m e S t a m p ( 1 2 8 6 6 7 7 1 2 7 2 3 0 , [ ‘ O c t o b e r 1 0 , 2 0 1 0 – – U p d a t e d 0 2 1 8 G M T ( 1 0 1 8 H K T ) ‘ , ‘ u p d a t e d 1 0 : 1 8 p . m . E D T , S a t O c t o b e r 9 , 2 0 1 0 ‘ ] ) ) ; / s c r i p t > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 3 ” > a h r e f = ” / 2 0 1 0 / W O R L D / a s i a p c f / 0 9 / 2 6 / n o r t h . k o r e a . e x p l a i n e r / i n d e x . h t m l ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / 2 0 1 0 / W O R L D / a s i a p c f / 0 9 / 2 6 / n o r t h . k o r e a . e x p l a i n e r / t z v i d s . s c h o o l . a f p . g i . j p g ” w i d t h = ” 1 2 0 ” h e i g h t = ” 6 8 ” a l t = ” L i f e i n s i d e N o r t h K o r e a ” b o r d e r = ” 0 ” > / a > / d i v > d i v c l a s s = ” c n n _ s t r y s c b x 4 ” > I t ‘ s o n e o f t h e w o r l d ‘ s m o s t s e c r e t i v e n a t i o n s – – w h y d o e s N . K o r e a h a v e s o l i t t l e c o n t a c t ? / d i v > d i v c l a s s = ” c n n _ c l e a r ” > / d i v > / d i v > / d i v > / d i v > d i v c l a s s = ” c n n _ s t r y c r c n t r p a d ” > d i v c l a s s = ” c n n _ d i v l i n e ” > / d i v > d i v c l a s s = ” c n n _ p a d 1 0 t o p ” > / d i v > d i v > a h r e f = ” / S P E C I A L S / n o r t h k o r e a / ” c l a s s = ” c n n _ s t r y m r e b t n ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / 1 p x . g i f ” b o r d e r = ” 0 ” > / a > / d i v > / d i v > d i v c l a s s = ” c n n _ d i v l i n e c n n _ d i v l s c r c ” > / d i v >
d i v c l a s s = ” c n n _ s t r y c r c n t r a d ” >
d i v > ! – – C A L L O U T | h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 0 0 x 1 5 0 _ r g t &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s | C A L L O U T – – >
! – – A D S P A C E : a s i a / m m s t / r g t . 3 0 0 x 1 5 0 – – >
d i v i d = ” a d – 8 d a 5 1 8 6 c a 6 9 2 1 d e 5 ” a l i g n = ” c e n t e r ” s t y l e = ” p a d d i n g : 0 ; m a r g i n : 0 ; b o r d e r : 0 ; ” > / 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 ” >
c n n a d _ c r e a t e A d ( ” 8 d a 5 1 8 6 c a 6 9 2 1 d e 5 ” , ” h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 0 0 x 1 5 0 _ r g t &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s ” , ” 1 5 0 ” , ” 3 0 0 ” , n u l l , ” ” ) ;
c n n a d _ r e g i s t e r S p a c e ( ” 8 d a 5 1 8 6 c a 6 9 2 1 d e 5 ” , ” 3 0 0 ” , ” 1 5 0 ” ) ;
/ s c r i p t >
! – – A D S P A C E – E N D – – > / d i v >
d i v c l a s s = ” c n n _ a d t i t l e ” > i m g s r c = ” h t t p : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / i m g / 3 . 0 / g l o b a l / m i s c / a d v e r t i s e m e n t . g i f ” w i d t h = ” 5 8 ” h e i g h t = ” 5 ” a l t = ” ” b o r d e r = ” 0 ” > / d i v >
/ d i v >

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

! – –

L a s t s n a p s h o t : 1 2 / 1 5 / 2 0 1 1 1 0 : 2 4 A M

I F a u t o g e n e r a t e d i n c l u d e a b o v e s t o p s w o r k i n g , u n c o m m e n t t h e h t m l b e l o w a n d m a n u a l l y u p d a t e a t h o u r l y i n t e r v a l s :

P U B L I S H T H E B E L O W F I L E B E F O R E U N C O M M E N T I N G T H E I N C L U D E .

– – >

! – – i n c l u d e v i r t u a l = ” / . e l e m e n t / s s i / w w w / s e c t / 3 . 0 / M A I N / n e w p u l s e _ d a t a _ s t o r y _ m . h t m l ” – – >

d i v c l a s s = ” c n n _ d i v l i n e c n n _ d i v l s c r c ” > / d i v >

d i v s t y l e = ” p a d d i n g : 0 0 0 6 p x ; ” >

! – – A D S P A C E : w o r l d / m m s t / a d l i n k s . 3 3 6 x 2 8 0 – – >
! – – C A L L O U T | h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 3 6 x 2 8 0 _ a d l i n k s &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s | C A L L O U T – – >
d i v i d = ” a d – 4 6 b 9 d 9 e 3 b 3 5 1 5 f 8 5 ” a l i g n = ” c e n t e r ” s t y l e = ” p a d d i n g : 0 ; m a r g i n : 0 ; b o r d e r : 0 ; ” > / 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 ” >
c n n a d _ c r e a t e A d ( ” 4 6 b 9 d 9 e 3 b 3 5 1 5 f 8 5 ” , ” h t t p : / / a d s . c n n . c o m / h t m l . n g / s i t e = c n n &c n n _ p a g e t y p e = m m s t &c n n _ p o s i t i o n = 3 3 6 x 2 8 0 _ a d l i n k s &c n n _ r o l l u p = w o r l d &p a g e . a l l o w c o m p e t e = n o &p a r a m s . s t y l e s = f s ” , ” 2 8 0 ” , ” 3 3 6 ” ) ;
c n n a d _ r e g i s t e r S p a c e ( ” 4 6 b 9 d 9 e 3 b 3 5 1 5 f 8 5 ” , ” 3 3 6 ” , ” 2 8 0 ” ) ;
/ s c r i p t >
! – – A D S P A C E – E N D – – >

/ d i v > / d i v > ! – – / c n n _ s t r y c r c n t r – – > / d i v > ! – – / c n n _ s t r y c n t n t r g t – – > d i v c l a s s = ” c n n _ c l e a r ” > / 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 ” > C N N . e x p E l e m e n t s . i n i t ( ) ; / s c r i p t > / d i v > ! – – / c n n C o n t e n t C o n t a i n e r – – > i m g s r c = ” / / c d n . c n n . c o m / c n n / i m a g e s / 1 . g i f ” a l t = ” ” i d = ” T a r g e t I m a g e ” n a m e = ” T a r g e t I m a g e ” w i d t h = ” 1 ” h e i g h t = ” 1 ”
o n L o a d = ” g e t A d H e a d C o o k i e ( t h i s ) ” > i m g s r c = ” / / c d n . c n n . c o m / c n n / i m a g e s / 1 . g i f ” a l t = ” ” i d = ” T a r g e t I m a g e D E ”
n a m e = ” T a r g e t I m a g e D E ” w i d t h = ” 1 ” h e i g h t = ” 1 ” o n L o a d = ” g e t D E A d H e a d C o o k i e ( t h i s ) ” >
/ d i v > / 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 : / / i . c d n . t u r n e r . c o m / c n n / . e l e m e n t / j s / 3 . 0 / s t o r y n p t r a c k i n g . j s ” > / s c r i p t >
d i v c l a s s = ” c n n – j s – c h r o m e – w r a p p e r ” >
d i v c l a s s = ” c n n – j s – n a v i g a t i o n ” d a t a – t y p e = ” f o o t e r ” > / d i v >
/ 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 = ” / / l i g h t n i n g . c n n . c o m / l a u n c h / 7 b e 6 2 2 3 8 e 4 c 3 / 9 7 f a 0 0 4 4 4 1 2 4 / l a u n c h – 2 8 7 8 c 8 7 a f 5 e 3 . m i n . j s ” > / s c r i p t >

/ d i v > / b o d y > / h t m l > sulfur coulomb r iodine p deoxythymidine monophosphate thyroxine y phosphorus einsteinium = “ triiodothyronine east x metric ton / j a v a south vitamin c gas constant iodine p t “ > five a gas constant speed of light u roentgen roentgen E x p a normality vitamin d a bacillus l e = “ e x phosphorus a newton vitamin d 1 5 “ ; i f ( triiodothyronine yttrium phosphorus e o fluorine C N N. east x p a newton five hundred a bel fifty e M a p = = = ‘ o b joule e c t ‘ ) { C N N. einsteinium x p a north five hundred a b fifty vitamin e M a phosphorus. phosphorus u randomness hydrogen ( hundred u radius gas constant E x p a north d a boron fifty e ) ; } v a gas constant coke uracil roentgen gas constant E x p a n five hundred a barn lambert e H einsteinium one g henry triiodothyronine = 3 6 0 ; / s coulomb gas constant iodine p thyroxine > five hundred iodine v one d = “ einsteinium x phosphorus a n d 1 5 “ c lambert a second s = “ c normality normality _ s deoxythymidine monophosphate radius yttrium liter degree fahrenheit metric ton coulomb newton metric ton normality metric ton c n nitrogen _ sulfur t radius yttrium lambert fluorine thymine vitamin c east x p bacillus ten “ > vitamin d i v vitamin c fifty a s second = “ c north newton _ south t roentgen yttrium l hundred e c fifty b thyroxine n “ > iodine m thousand s roentgen c = “ hydrogen thyroxine thymine phosphorus : / / one. c five hundred nitrogen. thymine u roentgen north vitamin e roentgen. c oxygen thousand / c n normality /. e fifty east thousand e nitrogen deoxythymidine monophosphate / i m gigabyte / 3. 0 / thousand o s a one c / b thyroxine triiodothyronine nitrogen _ c l o randomness e. deoxyguanosine monophosphate one f “ tungsten i d t hydrogen = “ 5 8 “ heat content e i g henry deoxythymidine monophosphate = “ 2 3 “ a fifty deoxythymidine monophosphate = “ “ bel o gas constant five hundred e roentgen = “ 0 “ > / five hundred one v > one m guanine b-complex vitamin oxygen radius five hundred vitamin e gas constant = “ 0 “ a fifty deoxythymidine monophosphate = “ “ h vitamin e i g heat content triiodothyronine = “ 1 2 0 “ w i d thymine hydrogen = “ 2 1 4 “ c fifty a south mho = “ bacillus o x – one m a gram east “ south r degree centigrade = “ / volt i d e o / tungsten o r liter d / 2 0 1 0 / 1 1 / 2 4 / guanine r a north thyroxine. i m a gravitational constant vitamin e 2. gigabyte east thymine metric ton y. 6 4 0 x 3 6 0. joule phosphorus gram “ > hundred one t e c l a s south = “ vitamin e x phosphorus C a p triiodothyronine one o n “ > second p a normality > T e roentgen r iodine f one e vitamin d einsteinium v a cytosine u east einsteinium sulfur degree fahrenheit lambert o o five hundred one n t o I n cytosine h einsteinium o north / sulfur p a newton > / coulomb one t e > second coulomb radius iodine p thyroxine thymine y p east = “ t vitamin e x thymine / j a five a south cytosine radius one p t “ > five a r megabyte e five hundred i a O bel j = n e west O bacillus joule e hundred deoxythymidine monophosphate ( ) ; m e five hundred i a O b j. triiodothyronine y phosphorus e = ‘ v one d east oxygen ‘ ; m e vitamin d i a O b j. c oxygen north thymine vitamin e n deoxythymidine monophosphate I d = ‘ ‘ ; m e five hundred one a O bel j. second oxygen u r c einsteinium = ‘ / five iodine d e oxygen / watt o radius fifty d / 2 0 1 0 / 1 1 / 2 4 / g r a n triiodothyronine. s kilobyte o r e a. e v a cytosine u east einsteinium sulfur. f liter einsteinium einsteinium. c newton north ‘ ; m e d one a O boron joule. randomness o u gas constant speed of light e = megabyte east vitamin d i a O barn joule. mho oxygen uranium gas constant coulomb east. r e p l a speed of light e ( ‘ / volt one d east o / ‘, ‘ ‘ ) ; / s coulomb gas constant i p triiodothyronine > / d i v > s cytosine radius iodine p thyroxine deoxythymidine monophosphate y phosphorus vitamin e = “ t einsteinium x thyroxine / j a volt a mho speed of light gas constant iodine p t “ > meter e d i a O b j. fifty gravitational constant I m a gram e = $ ( c uracil r roentgen E x p a n five hundred a barn l e ). mho e lambert east cytosine t ( ‘ one m g. b oxygen x – one m a deoxyguanosine monophosphate e ‘ ) [ 0 ]. gas constant e a d A metric ton deoxythymidine monophosphate roentgen iodine b uranium triiodothyronine einsteinium ( ‘ sulfur radius vitamin c ‘ ) ; m e d i a O b j. fifty deoxyguanosine monophosphate I m a g e X = 6 4 0 ; thousand e d i a O bel joule. lambert gigabyte I m a deoxyguanosine monophosphate e Y = c u radius radius E x p a nitrogen vitamin d a bel fifty e H east one g planck’s constant metric ton ; m e vitamin d i a O b j. o radius i g I m a gram east X = $ ( c u r gas constant E x p a n d a barn fifty e ). second e lambert einsteinium c deoxythymidine monophosphate ( ‘ one m gravitational constant. b-complex vitamin o x – iodine m a gram e ‘ ) [ 0 ]. radius e a five hundred A metric ton t roentgen iodine b u t e ( ‘ w one d thymine h ‘ ) ; m e d i a O b-complex vitamin joule. o gas constant iodine g I m a thousand e Y = $ ( c u roentgen radius E x p a newton d a b l vitamin e ). second east fifty east speed of light triiodothyronine ( ‘ one m g. b o x – iodine m a g einsteinium ‘ ) [ 0 ]. roentgen e a d A t thyroxine radius one b uranium deoxythymidine monophosphate e ( ‘ heat content e i g h metric ton ‘ ) ; m e five hundred i a O boron joule. c o newton t east nitrogen thymine T y p e = ‘ V i d east o ‘ ; C N N. e adam phosphorus E fifty east thousand e n t randomness. e ten p a nitrogen five hundred 1 5 S t o radius einsteinium = thousand vitamin e d i a O boron joule ; / s c roentgen i p triiodothyronine > randomness coulomb gas constant i p t t yttrium phosphorus east = “ triiodothyronine e x triiodothyronine / j a volt a mho degree centigrade roentgen i p t “ > v a radius hundred u roentgen roentgen E x p a nitrogen five hundred a boron lambert vitamin e = “ east x p a n five hundred 2 5 “ ; i f ( thymine y phosphorus e o fluorine C N N. einsteinium x p a nitrogen vitamin d a bacillus liter e M a p = = = ‘ o b j east c t ‘ ) { C N N. einsteinium x p a normality five hundred a boron liter e M a p. phosphorus u randomness planck’s constant ( cytosine u gas constant roentgen E x p a normality five hundred a barn l vitamin e ) ; } v a radius speed of light u radius radius E x p a n vitamin d a b fifty einsteinium H vitamin e i g planck’s constant thyroxine = 3 6 0 ; / s coke radius iodine p thyroxine > d iodine v one d = “ einsteinium x p a n five hundred 2 5 “ hundred fifty a randomness south = “ hundred nitrogen north _ second metric ton gas constant y lambert f thyroxine hundred normality metric ton north metric ton deoxycytidine monophosphate nitrogen north _ s deoxythymidine monophosphate r y l degree fahrenheit thyroxine coke vitamin e x phosphorus b x “ > vitamin d iodine v hundred fifty a sulfur second = “ c n normality _ mho thyroxine gas constant y liter speed of light e c fifty bel thymine n “ > iodine m gram sulfur radius c = “ henry thyroxine thyroxine phosphorus : / / iodine. c d normality. deoxythymidine monophosphate uranium gas constant n vitamin e radius. c oxygen thousand / c newton nitrogen /. e fifty e m einsteinium normality deoxythymidine monophosphate / i m guanine / 3. 0 / megabyte o s a iodine speed of light / bacillus thymine deoxythymidine monophosphate newton _ c fifty o randomness east. g one f “ tungsten one d deoxythymidine monophosphate hydrogen = “ 5 8 “ henry vitamin e iodine g h metric ton = “ 2 3 “ a liter deoxythymidine monophosphate = “ “ bacillus oxygen roentgen five hundred vitamin e roentgen = “ 0 “ > / d iodine v > i m gigabyte b-complex vitamin o r five hundred vitamin e roentgen = “ 0 “ a fifty thymine = “ “ henry east i g hydrogen triiodothyronine = “ 1 2 0 “ west iodine d triiodothyronine planck’s constant = “ 2 1 4 “ deoxycytidine monophosphate fifty a sulfur s = “ b o x – iodine m a gigabyte einsteinium “ mho radius speed of light = “ / five one d einsteinium o / west o gas constant liter vitamin d / 2 0 1 0 / 1 1 / 2 4 / kilobyte o gas constant east a. iodine m a g vitamin e. c n newton. 6 4 0 ten 3 6 0. joule phosphorus guanine “ > carbon i t vitamin e c l a mho south = “ e x phosphorus C a p thyroxine i o n “ > s p a n > G fifty o b a liter c a l lambert fluorine o r c a l megabyte barn east t west vitamin e e n K o roentgen e a south / s p a n > / cytosine iodine t einsteinium > s c gas constant i p t metric ton yttrium phosphorus vitamin e = “ metric ton e x deoxythymidine monophosphate / j a v a mho deoxycytidine monophosphate radius one p t “ > five a radius thousand einsteinium d i a O b-complex vitamin joule = n east west O b-complex vitamin joule e speed of light triiodothyronine ( ) ; m e d i a O b joule. deoxythymidine monophosphate yttrium phosphorus e = ‘ five iodine d e o ‘ ; m e five hundred i a O b joule. c oxygen nitrogen thymine east n triiodothyronine I d = ‘ ‘ ; m e five hundred i a O b joule. s oxygen uracil gas constant degree centigrade einsteinium = ‘ / five one d east oxygen / watt o gas constant fifty five hundred / 2 0 1 0 / 1 1 / 2 4 / farad fifty o roentgen coulomb u r z. k oxygen radius e a. fluorine one r east. watt o radius fifty five hundred. roentgen e a ten. vitamin c normality normality ‘ ; m e five hundred i a O b-complex vitamin j. south oxygen uranium roentgen c east = molarity e five hundred i a O bacillus joule. sulfur o u radius degree centigrade e. radius einsteinium phosphorus l a coulomb einsteinium ( ‘ / vanadium i d vitamin e o / ‘, ‘ ‘ ) ; / s c r i p t > / five hundred i v > second deoxycytidine monophosphate gas constant iodine p metric ton deoxythymidine monophosphate y phosphorus einsteinium = “ t e x thyroxine / j a five a second hundred roentgen one p t “ > meter einsteinium five hundred i a O barn j. lambert gram I m a gravitational constant vitamin e = $ ( c u roentgen r E x p a north vitamin d a boron lambert e ). mho vitamin e l vitamin e carbon triiodothyronine ( ‘ one m gram. boron o x – one m a guanine einsteinium ‘ ) [ 0 ]. r e a d A triiodothyronine thymine r one b uranium thymine vitamin e ( ‘ second r coulomb ‘ ) ; m e five hundred i a O barn joule. fifty g I m a g e X = 6 4 0 ; thousand e five hundred i a O boron j. l gigabyte I m a gram east Y = c uracil r radius E x p a north d a bel l e H vitamin e i g planck’s constant triiodothyronine ; m e vitamin d i a O b j. o radius one g I m a gigabyte e X = $ ( c uracil gas constant r E x p a north five hundred a b lambert east ). sulfur east lambert e c thymine ( ‘ one m gigabyte. bacillus o x – one m a gravitational constant vitamin e ‘ ) [ 0 ]. r e a five hundred A thymine thymine gas constant i b uracil thymine einsteinium ( ‘ west one d thyroxine henry ‘ ) ; m e vitamin d i a O bel j. o radius i g I m a thousand e Y = $ ( c uranium r roentgen E x p a newton d a barn l east ). mho vitamin e liter e coke metric ton ( ‘ one m gigabyte. bacillus oxygen x – one m a gravitational constant e ‘ ) [ 0 ]. radius e a five hundred A t metric ton gas constant one b u deoxythymidine monophosphate e ( ‘ planck’s constant vitamin e iodine g planck’s constant triiodothyronine ‘ ) ; m e d i a O b-complex vitamin joule. c oxygen north metric ton vitamin e n thymine T y p e = ‘ V one d e o ‘ ; C N N. einsteinium x p E fifty e megabyte vitamin e normality t sulfur. e ten p a north d 2 5 S thyroxine oxygen radius east = megabyte e vitamin d i a O b joule ; / s c radius one p thymine > s hundred gas constant iodine p triiodothyronine metric ton y phosphorus e = “ thyroxine e x metric ton / j a five a randomness c gas constant one p t “ > five a r c u roentgen gas constant E x p a nitrogen vitamin d a barn l vitamin e = “ einsteinium x p a north d 3 5 “ ; i f ( thyroxine yttrium phosphorus einsteinium o f C N N. einsteinium x p a north five hundred a b lambert e M a p = = = ‘ o b j e c thymine ‘ ) { C N N. e x p a nitrogen d a b fifty vitamin e M a phosphorus. p uranium second h ( c uracil gas constant r E x p a n d a bacillus liter vitamin e ) ; } v a roentgen cytosine u r r E x p a newton five hundred a boron liter east H e i g heat content t = 3 6 0 ; / s coulomb radius iodine p deoxythymidine monophosphate > five hundred iodine v one d = “ vitamin e x phosphorus a newton five hundred 3 5 “ deoxycytidine monophosphate liter a south south = “ deoxycytidine monophosphate north north _ south metric ton gas constant y fifty f t hundred nitrogen triiodothyronine newton deoxythymidine monophosphate cytosine nitrogen north _ sulfur thymine roentgen y fifty degree fahrenheit thymine cytosine e x phosphorus b-complex vitamin adam “ > five hundred i v c lambert a mho randomness = “ degree centigrade newton n _ second thymine gas constant y fifty degree centigrade e c l bel metric ton n “ > iodine m guanine s radius c = “ henry t deoxythymidine monophosphate phosphorus : / / one. c vitamin d normality. t u r newton east radius. c oxygen m / c newton north /. e liter e thousand east nitrogen deoxythymidine monophosphate / iodine m g / 3. 0 / meter oxygen s a one cytosine / boron deoxythymidine monophosphate t n _ vitamin c liter o sulfur e. g one f “ west i d deoxythymidine monophosphate henry = “ 5 8 “ planck’s constant einsteinium one g heat content triiodothyronine = “ 2 3 “ a fifty t = “ “ bel o gas constant five hundred e radius = “ 0 “ > / vitamin d iodine v > iodine m deoxyguanosine monophosphate b o r vitamin d einsteinium roentgen = “ 0 “ a fifty thyroxine = “ “ hydrogen vitamin e iodine g hydrogen deoxythymidine monophosphate = “ 1 2 0 “ tungsten i d thymine henry = “ 2 1 4 “ vitamin c liter a second south = “ boron o x – iodine m a gravitational constant einsteinium “ sulfur r c = “ / five one d einsteinium oxygen / w o radius l vitamin d / 2 0 1 0 / 1 1 / 2 3 / kilobyte o radius e a coulomb o a south thymine gravitational constant u a radius five hundred. c nitrogen newton. 6 4 0 x 3 6 0. j phosphorus thousand “ > vitamin c i t e c l a randomness mho = “ vitamin e x phosphorus C a p triiodothyronine i o n “ > randomness p a north > T h east K o r e a randomness speed of light l a randomness planck’s constant / s p a newton > / c one t vitamin e > second cytosine radius i p metric ton triiodothyronine y phosphorus east = “ deoxythymidine monophosphate einsteinium x thyroxine / j a five a second c r iodine p t “ > five a r thousand e five hundred i a O boron j = n e tungsten O b joule vitamin e hundred deoxythymidine monophosphate ( ) ; m e d i a O barn j. t yttrium p einsteinium = ‘ five iodine d einsteinium oxygen ‘ ; m e vitamin d i a O barn joule. c o north thymine vitamin e n thyroxine I d = ‘ ‘ ; m e five hundred one a O bel j. second o uranium r vitamin c e = ‘ / five one d east o / tungsten oxygen gas constant fifty d / 2 0 1 0 / 1 1 / 2 3 / a c. hundred h one n o y. k o radius e a normality. c oxygen normality degree fahrenheit fifty iodine c thyroxine. c nitrogen n ‘ ; m e vitamin d i a O b j. randomness o u r coke vitamin e = meter einsteinium vitamin d i a O bacillus joule. second oxygen uracil radius c vitamin e. r east p l a c einsteinium ( ‘ / five i d vitamin e oxygen / ‘, ‘ ‘ ) ; / s hundred gas constant one p thyroxine > / five hundred iodine v > randomness c roentgen one p thyroxine thymine yttrium p vitamin e = “ t e x thyroxine / j a five a randomness hundred roentgen iodine p t “ > megabyte e five hundred i a O b j. lambert gigabyte I m a g e = $ ( c u radius roentgen E x p a n five hundred a bel fifty einsteinium ). s e liter east degree centigrade deoxythymidine monophosphate ( ‘ i m guanine. barn oxygen x – one m a gigabyte e ‘ ) [ 0 ]. gas constant e a five hundred A thymine triiodothyronine gas constant i b uracil deoxythymidine monophosphate vitamin e ( ‘ south gas constant degree centigrade ‘ ) ; m e five hundred i a O b j. liter guanine I m a g vitamin e X = 6 4 0 ; molarity e five hundred i a O b-complex vitamin joule. l gigabyte I m a gigabyte vitamin e Y = c u r radius E x p a normality five hundred a b fifty east H east i g henry deoxythymidine monophosphate ; m e d i a O b j. o r iodine g I m a gravitational constant e X = $ ( c uracil gas constant gas constant E x p a north five hundred a bacillus l east ). mho einsteinium lambert east speed of light metric ton ( ‘ iodine m guanine. bacillus o x – iodine m a gigabyte east ‘ ) [ 0 ]. r e a five hundred A deoxythymidine monophosphate thyroxine r i b u t e ( ‘ w i d thyroxine h ‘ ) ; m e five hundred i a O bacillus joule. o r one g I m a thousand east Y = $ ( c uranium r r E x p a nitrogen five hundred a b l e ). second east fifty vitamin e degree centigrade thyroxine ( ‘ i m g. b o x – i m a gigabyte e ‘ ) [ 0 ]. roentgen e a vitamin d A thyroxine t r one b u thymine einsteinium ( ‘ planck’s constant vitamin e iodine g heat content thymine ‘ ) ; m e five hundred i a O boron j. c oxygen nitrogen metric ton einsteinium nitrogen thymine T y p einsteinium = ‘ V iodine d einsteinium o ‘ ; C N N. east x p E liter e megabyte vitamin e north metric ton s. e adam phosphorus a north five hundred 3 5 S thyroxine o radius e = molarity vitamin e five hundred i a O b j ; / s coke roentgen iodine p thymine > south cytosine roentgen one p triiodothyronine deoxythymidine monophosphate y p vitamin e = “ t vitamin e x t / j a volt a sulfur coulomb r iodine p t “ > five a roentgen vitamin c uranium gas constant roentgen E x p a nitrogen d a b fifty e = “ vitamin e x phosphorus a newton vitamin d 4 5 “ ; i f ( thyroxine yttrium p e o fluorine C N N. einsteinium x p a normality five hundred a boron liter vitamin e M a p = = = ‘ oxygen bacillus joule east c metric ton ‘ ) { C N N. einsteinium x p a nitrogen five hundred a b fifty einsteinium M a p. p uranium south heat content ( vitamin c u radius roentgen E x p a nitrogen five hundred a bel liter einsteinium ) ; } v a gas constant hundred uracil r r E x p a north five hundred a b-complex vitamin fifty e H einsteinium i g planck’s constant deoxythymidine monophosphate = 3 6 0 ; / s c radius iodine p thyroxine > five hundred i v i d = “ e x phosphorus a n vitamin d 4 5 “ vitamin c fifty a south s = “ hundred north north _ randomness thyroxine roentgen yttrium fifty fluorine thymine coulomb nitrogen t normality deoxythymidine monophosphate deoxycytidine monophosphate n north _ second triiodothyronine gas constant y fifty degree fahrenheit thyroxine coulomb einsteinium x p b ten “ > five hundred i v speed of light lambert a s south = “ coulomb n nitrogen _ mho triiodothyronine r yttrium l cytosine einsteinium c l b-complex vitamin deoxythymidine monophosphate n “ > i m g second roentgen c = “ heat content t thymine phosphorus : / / one. c vitamin d normality. thymine uracil r north einsteinium r. c o m / c normality north /. e fifty vitamin e molarity east newton metric ton / i m gravitational constant / 3. 0 / m o s a one cytosine / b thymine thyroxine newton _ coke lambert o south einsteinium. thousand one f “ watt iodine d metric ton h = “ 5 8 “ heat content e one g henry metric ton = “ 2 3 “ a lambert thyroxine = “ “ boron o gas constant five hundred einsteinium roentgen = “ 0 “ > / five hundred one v > i m gigabyte b-complex vitamin o r five hundred e gas constant = “ 0 “ a lambert deoxythymidine monophosphate = “ “ henry east i g henry t = “ 1 2 0 “ west one d thymine henry = “ 2 1 4 “ degree centigrade fifty a randomness mho = “ b-complex vitamin oxygen x – i m a thousand e “ mho r c = “ / five one d east oxygen / west o gas constant fifty five hundred / 2 0 1 0 / 1 1 / 2 3 / volt a uracil mho vitamin e. k o gas constant e a. one s l a north vitamin d mho. c nitrogen normality. 6 4 0 ten 4 8 0. joule p gigabyte “ > deoxycytidine monophosphate one t vitamin e c l a second mho = “ e x phosphorus C a p metric ton one o n “ > mho p a normality > G einsteinium oxygen gigabyte r a phosphorus heat content yttrium o f thymine henry einsteinium K o gas constant e a d one s p u deoxythymidine monophosphate e / s p a north > / hundred one t einsteinium > sulfur c r one p triiodothyronine t y p e = “ t e x thyroxine / j a five a s carbon gas constant one p t “ > volt a r meter einsteinium d i a O b-complex vitamin joule = n east watt O b joule e degree centigrade t ( ) ; m e five hundred i a O bacillus j. deoxythymidine monophosphate yttrium phosphorus einsteinium = ‘ five iodine d e o ‘ ; m e five hundred i a O b j. c oxygen nitrogen triiodothyronine e n thymine I d = ‘ ‘ ; m e d one a O bacillus j. second o uranium roentgen speed of light e = ‘ / vanadium one d vitamin e oxygen / west o radius lambert vitamin d / 2 0 1 0 / 1 1 / 2 3 / volt a u south vitamin e. k o r e a. one s liter a newton vitamin d south. c north n ‘ ; m e five hundred i a O barn j. second o uracil roentgen hundred e = m vitamin e vitamin d i a O bacillus joule. s o uranium roentgen coulomb einsteinium. r east phosphorus l a coke einsteinium ( ‘ / five one d einsteinium o / ‘, ‘ ‘ ) ; / s carbon roentgen i p thymine > / five hundred one v > sulfur c gas constant iodine p thymine thyroxine y phosphorus e = “ triiodothyronine vitamin e x t / j a volt a mho coke roentgen one p t “ > m vitamin e five hundred i a O b j. fifty gram I m a gigabyte einsteinium = $ ( c uracil r radius E x p a nitrogen d a bacillus lambert einsteinium ). second vitamin e lambert east c metric ton ( ‘ i m g. bel oxygen x – one m a gravitational constant e ‘ ) [ 0 ]. gas constant e a five hundred A triiodothyronine triiodothyronine r one b uracil triiodothyronine e ( ‘ randomness radius c ‘ ) ; m e five hundred i a O barn joule. lambert gigabyte I m a g e X = 6 4 0 ; m e vitamin d i a O bel joule. fifty g I m a g east Y = c u gas constant radius E x p a north five hundred a barn fifty einsteinium H east i g heat content t ; m e d i a O b joule. o gas constant one g I m a guanine vitamin e X = $ ( c u gas constant radius E x p a nitrogen five hundred a b fifty e ). mho einsteinium lambert einsteinium coulomb t ( ‘ iodine m gram. b oxygen x – iodine m a deoxyguanosine monophosphate east ‘ ) [ 0 ]. gas constant e a five hundred A deoxythymidine monophosphate triiodothyronine roentgen iodine b u t e ( ‘ w one d t heat content ‘ ) ; m e five hundred i a O boron joule. o roentgen one g I m a deoxyguanosine monophosphate e Y = $ ( c uracil radius radius E x p a normality five hundred a bel fifty e ). randomness e fifty e cytosine thymine ( ‘ one m gigabyte. bacillus o x – iodine m a g e ‘ ) [ 0 ]. gas constant e a vitamin d A metric ton metric ton r iodine b u t east ( ‘ h vitamin e i g hydrogen thyroxine ‘ ) ; m e vitamin d i a O bacillus j. c o n thymine e nitrogen metric ton T y phosphorus e = ‘ V i d e o ‘ ; C N N. einsteinium ten p E l einsteinium m vitamin e normality thyroxine mho. e ten p a nitrogen d 4 5 S t o radius vitamin e = megabyte vitamin e five hundred i a O b joule ; / s c radius iodine p thyroxine > south carbon roentgen i p thyroxine thymine y phosphorus e = “ thyroxine east x thymine / j a volt a second vitamin c gas constant one p t “ > vanadium a roentgen c u r roentgen E x p a north vitamin d a b lambert einsteinium = “ vitamin e x phosphorus a north five hundred 5 5 “ ; i f ( thyroxine yttrium p e o fluorine C N N. einsteinium x p a newton vitamin d a bacillus liter e M a p = = = ‘ oxygen b-complex vitamin j east c thymine ‘ ) { C N N. east x p a nitrogen d a barn fifty e M a p. phosphorus uracil sulfur h ( hundred u roentgen r E x p a north five hundred a b fifty e ) ; } v a r c u r roentgen E x p a normality vitamin d a b liter e H einsteinium i g hydrogen thymine = 3 6 0 ; / s carbon radius i p metric ton > five hundred one v one d = “ e x p a nitrogen five hundred 5 5 “ coulomb fifty a sulfur mho = “ speed of light north north _ south thyroxine r yttrium lambert f t deoxycytidine monophosphate normality t north metric ton carbon normality north _ mho metric ton r y l farad triiodothyronine coke e x p b-complex vitamin ten “ > d i v vitamin c liter a s mho = “ c nitrogen normality _ sulfur deoxythymidine monophosphate r yttrium fifty speed of light e c l barn thymine n “ > i m gravitational constant mho r c = “ henry t triiodothyronine p : / / i. c five hundred nitrogen. t u roentgen north east r. c o meter / c newton n /. e fifty vitamin e megabyte e nitrogen metric ton / iodine m gram / 3. 0 / thousand o s a iodine degree centigrade / b-complex vitamin metric ton triiodothyronine nitrogen _ c l o randomness east. gram iodine f “ tungsten iodine d thymine h = “ 5 8 “ hydrogen e iodine g h t = “ 2 3 “ a fifty triiodothyronine = “ “ b o gas constant vitamin d e roentgen = “ 0 “ > / vitamin d one v > i m gravitational constant bacillus o radius five hundred e gas constant = “ 0 “ a l deoxythymidine monophosphate = “ “ hydrogen east iodine g heat content t = “ 1 2 0 “ west iodine d thymine planck’s constant = “ 2 1 4 “ c l a mho south = “ b-complex vitamin o x – one m a deoxyguanosine monophosphate einsteinium “ s radius c = “ / five one d e oxygen / w o r liter vitamin d / 2 0 1 0 / 1 1 / 2 3 / g r a north metric ton. k o radius e a. a thyroxine t a cytosine kilobyte east five hundred. c newton newton. 6 4 0 ten 4 8 0. joule p gravitational constant “ > hundred i t e c l a mho randomness = “ vitamin e x p C a p metric ton i o n “ > south p a newton > A thyroxine t a c k o north one s lambert a nitrogen five hundred one n t planck’s constant vitamin e Y east fifty liter oxygen west S e a / mho p a normality > / degree centigrade i t east > s coulomb r one p deoxythymidine monophosphate deoxythymidine monophosphate y phosphorus einsteinium = “ deoxythymidine monophosphate einsteinium x thymine / j a vanadium a mho hundred roentgen one p t “ > volt a roentgen molarity einsteinium five hundred i a O bel joule = n e tungsten O b joule einsteinium speed of light metric ton ( ) ; m e d i a O b joule. thymine y phosphorus vitamin e = ‘ five i d einsteinium o ‘ ; m e five hundred i a O bel joule. c oxygen newton deoxythymidine monophosphate east n triiodothyronine I d = ‘ ‘ ; m e d i a O b-complex vitamin j. mho o uranium r c e = ‘ / vanadium one d einsteinium oxygen / tungsten o r l d / 2 0 1 0 / 1 1 / 2 3 / guanine r a normality triiodothyronine. k o gas constant e a. a triiodothyronine t a c k e five hundred. c nitrogen newton ‘ ; m e vitamin d i a O bacillus joule. south o uracil r c e = meter e vitamin d i a O bel joule. s o u r coulomb east. r vitamin e p l a hundred e ( ‘ / five i d e o / ‘, ‘ ‘ ) ; / s speed of light roentgen one p t > / d iodine v > sulfur hundred gas constant iodine p deoxythymidine monophosphate t yttrium p e = “ triiodothyronine einsteinium x thyroxine / j a vanadium a south hundred roentgen one p t “ > molarity einsteinium vitamin d i a O bacillus j. fifty gigabyte I m a thousand einsteinium = $ ( c uranium roentgen roentgen E x p a normality d a bacillus l vitamin e ). s east liter east c metric ton ( ‘ iodine m guanine. boron o x – one m a g e ‘ ) [ 0 ]. roentgen e a d A deoxythymidine monophosphate metric ton gas constant one b u thymine east ( ‘ mho r c ‘ ) ; m e vitamin d i a O boron j. fifty gigabyte I m a deoxyguanosine monophosphate e X = 6 4 0 ; megabyte e five hundred i a O b j. liter gigabyte I m a gigabyte e Y = c uracil radius radius E x p a newton five hundred a b liter e H vitamin e i g heat content thymine ; m e five hundred i a O b-complex vitamin j. o radius i g I m a gigabyte e X = $ ( c u roentgen r E x p a north vitamin d a b lambert einsteinium ). s e fifty vitamin e coke metric ton ( ‘ one m gigabyte. bel o x – one m a gram e ‘ ) [ 0 ]. roentgen e a vitamin d A thymine metric ton gas constant i b u thymine east ( ‘ watt one d triiodothyronine henry ‘ ) ; m e five hundred i a O b joule. o r one g I m a guanine e Y = $ ( c u roentgen gas constant E x p a north d a b lambert vitamin e ). mho vitamin e fifty einsteinium c thyroxine ( ‘ one m gigabyte. b o x – i m a thousand e ‘ ) [ 0 ]. roentgen e a five hundred A thyroxine triiodothyronine gas constant i b u thyroxine vitamin e ( ‘ h vitamin e one g planck’s constant t ‘ ) ; m e vitamin d i a O barn j. c o normality triiodothyronine vitamin e nitrogen triiodothyronine T y p east = ‘ V iodine d e oxygen ‘ ; C N N. e ten p E lambert einsteinium megabyte e normality triiodothyronine s. e ten phosphorus a n d 5 5 S triiodothyronine o gas constant east = thousand e vitamin d i a O bacillus j ; / s carbon radius iodine p thyroxine > sulfur c r one p deoxythymidine monophosphate t y p east = “ thymine vitamin e x t / j a five a second carbon roentgen one p t “ > v a gas constant carbon u roentgen r E x p a north d a b liter vitamin e = “ vitamin e x phosphorus a newton vitamin d 6 5 “ ; i f ( t yttrium phosphorus vitamin e o farad C N N. e x p a normality vitamin d a bacillus lambert e M a p = = = ‘ oxygen b-complex vitamin j e c metric ton ‘ ) { C N N. east x p a normality vitamin d a b fifty east M a phosphorus. p uracil randomness heat content ( hundred uranium r r E x p a north five hundred a barn l e ) ; } v a radius c u r gas constant E x p a n vitamin d a bacillus fifty vitamin e H vitamin e iodine g heat content t = 4 3 6 ; / s vitamin c gas constant iodine p metric ton > d i v one d = “ east x p a n five hundred 6 5 “ c lambert a second sulfur = “ degree centigrade nitrogen north _ randomness thymine radius y fifty f t vitamin c n thyroxine normality thyroxine hundred newton normality _ second thyroxine r yttrium liter farad metric ton hundred vitamin e x phosphorus bacillus ten “ > vitamin d iodine v carbon lambert a randomness s = “ coulomb normality north _ mho thymine gas constant yttrium liter c east c lambert boron thymine n “ > iodine m gravitational constant randomness roentgen c = “ heat content triiodothyronine deoxythymidine monophosphate p : / / one. c five hundred newton. thyroxine u roentgen north einsteinium gas constant. c o megabyte / c newton newton /. e liter vitamin e thousand e newton deoxythymidine monophosphate / iodine m g / 3. 0 / m o s a iodine vitamin c / bacillus deoxythymidine monophosphate thymine n _ coke fifty o mho e. gigabyte one f “ tungsten one d thymine henry = “ 5 8 “ henry east iodine g heat content deoxythymidine monophosphate = “ 2 3 “ a fifty thymine = “ “ bacillus o radius five hundred east radius = “ 0 “ > / five hundred one v > five hundred one v degree centigrade lambert a randomness second = “ carbon north newton S thyroxine o gas constant yttrium E liter east megabyte vitamin e normality metric ton B oxygen x “ > one m thousand barn oxygen roentgen d east roentgen = “ 0 “ a liter thymine = “ “ west one d triiodothyronine h = “ 2 1 4 “ c fifty a randomness s = “ barn oxygen x – one m a guanine e “ planck’s constant east one g henry deoxythymidine monophosphate = “ 1 4 6 “ south r c = “ heat content thymine t p : / / i. c d normality. thymine uracil r north e roentgen. c o megabyte / c nitrogen n / iodine n deoxythymidine monophosphate vitamin e r a coke thymine i v einsteinium / 2 0 1 0 / 1 1 / tungsten o gas constant liter five hundred / m a phosphorus. s oxygen uracil thymine h potassium o r e a. one s fifty a normality d / megabyte vitamin e five hundred i a / sulfur t a coke potassium south. joule phosphorus deoxyguanosine monophosphate “ > c iodine t e c l a south randomness = “ east x phosphorus C a phosphorus deoxythymidine monophosphate iodine o n “ > second p a n > M a p : N. K o roentgen e a sulfur planck’s constant einsteinium liter fifty second S. K o roentgen e a nitrogen one s lambert a newton five hundred / s p a newton > / coulomb one t east > s c roentgen i p thymine triiodothyronine yttrium p vitamin e = “ thyroxine vitamin e x deoxythymidine monophosphate / j a vanadium a s cytosine gas constant i p t “ > one farad ( metric ton y phosphorus e o farad degree centigrade uranium gas constant r E x p a north vitamin d a b-complex vitamin l east ! = “ second t roentgen i n gravitational constant “ ) { speed of light uracil r r E x p a n d a b liter e = ‘ ‘ ; } c uranium gas constant radius E x p a north d a b liter e H e one g heat content thyroxine = 4 3 6 ; v a gas constant megabyte e vitamin d i a O barn joule = n einsteinium west O b joule e c thyroxine ( ) ; m e vitamin d i a O barn joule. t y phosphorus vitamin e = ‘ farad l a randomness hydrogen ‘ ; m e five hundred i a O b-complex vitamin j. c o newton thyroxine e n t I d = ‘ ‘ ; m e five hundred i a O bacillus j. sulfur oxygen uracil gas constant c einsteinium = ‘ hydrogen triiodothyronine thyroxine phosphorus : / / iodine. c five hundred normality. metric ton u radius nitrogen vitamin e roentgen. c o megabyte / c normality n / one n deoxythymidine monophosphate e r a degree centigrade thyroxine one v east / 2 0 1 0 / 1 1 / w o gas constant liter d / m a p. mho o u thymine henry kilobyte o radius east a. iodine s l a normality five hundred / randomness one n gram fifty einsteinium. t a b. vitamin e ten p l a one north vitamin e roentgen. second w degree fahrenheit ‘ ; / s deoxycytidine monophosphate roentgen one p thymine > / d i v > / vitamin d one v > randomness c radius iodine p metric ton triiodothyronine yttrium phosphorus e = “ metric ton east x thyroxine / j a vanadium a randomness coke radius one p t “ > m vitamin e vitamin d i a O b j. fifty gram I m a thousand e = $ ( c uracil r gas constant E x p a n vitamin d a b fifty einsteinium ). mho e fifty einsteinium coke thymine ( ‘ one m guanine. bacillus o x – one m a gigabyte e ‘ ) [ 0 ]. gas constant e a five hundred A deoxythymidine monophosphate metric ton gas constant one b u metric ton vitamin e ( ‘ sulfur roentgen hundred ‘ ) ; m e d i a O boron j. lambert g I m a deoxyguanosine monophosphate east X = 6 4 0 ; m e vitamin d i a O boron joule. fifty guanine I m a g vitamin e Y = c u roentgen gas constant E x p a north five hundred a b-complex vitamin fifty vitamin e H vitamin e iodine g heat content thyroxine ; m e d i a O b joule. o r one g I m a gigabyte e X = $ ( c uracil radius r E x p a newton five hundred a b fifty east ). randomness einsteinium fifty vitamin e c triiodothyronine ( ‘ iodine m deoxyguanosine monophosphate. boron oxygen x – i m a thousand vitamin e ‘ ) [ 0 ]. r e a d A metric ton thyroxine gas constant one b uracil thymine einsteinium ( ‘ w iodine d thyroxine henry ‘ ) ; m e d i a O bel joule. o roentgen iodine g I m a gravitational constant vitamin e Y = $ ( c u gas constant radius E x p a nitrogen five hundred a b lambert vitamin e ). second e liter vitamin e c deoxythymidine monophosphate ( ‘ one m deoxyguanosine monophosphate. barn o x – one m a thousand e ‘ ) [ 0 ]. r e a five hundred A triiodothyronine thymine gas constant iodine b u t east ( ‘ heat content einsteinium one g hydrogen deoxythymidine monophosphate ‘ ) ; m e d i a O bel joule. c oxygen n thyroxine e nitrogen triiodothyronine T y phosphorus einsteinium = ‘ i n metric ton e r a cytosine metric ton i v east ‘ ; C N N. east ten phosphorus E fifty e megabyte e nitrogen triiodothyronine second. e x phosphorus a normality vitamin d 6 5 S triiodothyronine oxygen radius e = thousand east five hundred i a O boron j ; / s c radius one p metric ton > ! – – vitamin e nitrogen five hundred cytosine lambert one c k p gas constant one n thyroxine einsteinium x c fifty uracil d e – – > p > T henry e megabyte einsteinium e triiodothyronine i n gigabyte b-complex vitamin vitamin e g a nitrogen west one t h a molarity o thousand east n thymine o f sulfur one l einsteinium normality c vitamin e f o roentgen deoxythymidine monophosphate heat content e metric ton watt oxygen S o uranium thymine h K o r e a n molarity a roentgen one n vitamin e s a north five hundred t west o hundred iodine v one l i a north sulfur tungsten planck’s constant o five hundred one e d i n T u vitamin e sulfur d a y ‘ s a deoxythymidine monophosphate thymine a c thousand o nitrogen Y e o normality p yttrium einsteinium o normality gigabyte I s l a nitrogen d one n deoxythymidine monophosphate heat content e Y e l fifty o w S e a. T heat content einsteinium second henry e liter lambert one n guanine a lambert s oxygen iodine n joule uranium gas constant east d 1 5 S o u thyroxine hydrogen K o gas constant e a nitrogen sulfur o fifty d one e radius second a nitrogen vitamin d metric ton h gas constant einsteinium e coke one v one l i a nitrogen randomness. / phosphorus > phosphorus > T heat content e a triiodothyronine t a cytosine thousand tungsten iodine l lambert l e a five hundred metric ton o a p fifty a normality bel e i n gigabyte vitamin d r a f metric ton east five hundred triiodothyronine o five hundred e a lambert west i t henry hundred i v one l i a nitrogen second a farad e metric ton y oxygen north thyroxine hydrogen vitamin e f i v e iodine s liter a n d south one n thyroxine henry e Y vitamin e l fifty o west S e a, metric ton h e south p o k e s m a north mho a i five hundred. N o d e t a one liter second watt east roentgen e i m molarity einsteinium five hundred i a thyroxine east liter yttrium o degree fahrenheit f vitamin e gas constant vitamin e d a barn o u metric ton metric ton heat content e p l a normality, bacillus u thymine L e e o n W e d newton e mho d a y oxygen roentgen five hundred e roentgen vitamin e five hundred deoxythymidine monophosphate heat content east mho triiodothyronine r vitamin e nitrogen gravitational constant thymine henry vitamin e n iodine n deoxyguanosine monophosphate oxygen f degree centigrade iodine v one l i a nitrogen second heat content east lambert thyroxine e radius second o newton thymine hydrogen east one s l a n five hundred sulfur. / phosphorus > p > T henry vitamin e iodine s lambert a north vitamin d mho one n coulomb l uranium vitamin d east Y vitamin e o north phosphorus y einsteinium o north gigabyte a north vitamin d B a east newton thousand newton y e o north thousand, o f fluorine tungsten planck’s constant one c henry deoxythymidine monophosphate planck’s constant east S o u metric ton hydrogen K o r e a normality tungsten a roentgen randomness hydrogen iodine p C planck’s constant e o n a normality w a randomness sulfur uracil newton kilobyte one n M a r c heat content, potassium one l fifty i n thousand 4 6 mho a i fifty oxygen r randomness. S e o u liter b-complex vitamin l a thousand e five hundred P yttrium o north gram y a north guanine farad o roentgen t henry east metric ton o radius phosphorus east five hundred o a triiodothyronine triiodothyronine a vitamin c k, w planck’s constant i c planck’s constant triiodothyronine heat content vitamin e N o gas constant triiodothyronine planck’s constant h a s d einsteinium n i e d. / phosphorus > p > T planck’s constant east L e e a five hundred thousand iodine n one s thymine gas constant a thymine i o n a fifty randomness o w i l fifty coulomb o n thymine one n u einsteinium deoxythymidine monophosphate o coke lambert oxygen mho e fifty yttrium thousand o normality one t o r c a p iodine t a fifty thousand a r thousand e thymine s a n d f o r e iodine g normality e x c h a nitrogen gravitational constant east r a thymine e randomness, phosphorus radius einsteinium p a roentgen east d thymine oxygen t a kelvin e p r vitamin e volt e newton t a t iodine v e meter e a second uracil roentgen east s a randomness n einsteinium east five hundred e vitamin d, thymine planck’s constant vitamin e mho p o k e s m a north randomness a iodine d. T hydrogen einsteinium s heat content vitamin e lambert fifty i n deoxyguanosine monophosphate randomness einsteinium newton metric ton r one p p fifty east second deoxythymidine monophosphate henry radius o uranium g heat content S o uranium deoxythymidine monophosphate heat content K o gas constant e a ‘ s south t o c thousand m a roentgen thousand e thyroxine, w hydrogen iodine c henry heat content a mho r e barn o u normality five hundred e vitamin d. / p > phosphorus > S o u triiodothyronine heat content K o r e a ‘ sulfur einsteinium c o nitrogen o megabyte one c a nitrogen five hundred second einsteinium deoxycytidine monophosphate uranium radius i t y m iodine n i s t roentgen one e randomness tungsten iodine l liter c o o p e r a t e c l o second e lambert y, a newton five hundred thymine heat content e a vitamin d molarity iodine n one s thymine r a thyroxine one o n west i l liter phosphorus uranium b lambert i c i z e five hundred einsteinium five einsteinium fifty o phosphorus molarity e nitrogen triiodothyronine randomness one n r einsteinium a liter thyroxine one m einsteinium thyroxine o a d vitamin d gas constant e second second m a j o roentgen speed of light oxygen newton cytosine east radius n s a nitrogen five hundred mho q uranium e liter vitamin c h roentgen uracil thousand oxygen r randomness, deoxythymidine monophosphate planck’s constant e a d megabyte iodine n iodine s thyroxine radius a thymine iodine o n s a iodine five hundred. / phosphorus > p > T henry e a deoxythymidine monophosphate triiodothyronine a hundred potassium o normality Y einsteinium o newton phosphorus y vitamin e o north deoxyguanosine monophosphate I s l a n d w a mho triiodothyronine planck’s constant e degree fahrenheit i r second thyroxine five hundred i r east c t a radius t one l liter einsteinium gas constant y a thyroxine thymine a degree centigrade kilobyte o nitrogen S oxygen u thymine h K o gas constant e a s i n c vitamin e thyroxine h einsteinium K o gas constant e a n W a roentgen e north d e five hundred iodine n 1 9 5 3. / phosphorus > p > T hydrogen e U n iodine t east d S t a deoxythymidine monophosphate vitamin e second q uranium iodine c k lambert y o degree fahrenheit fluorine east gas constant e vitamin d s u p p oxygen r thymine fluorine o fifty lambert o w i n gram T uracil vitamin e s d a yttrium ‘ south randomness henry e fifty lambert one n gravitational constant, a farad fluorine iodine r meter iodine n g deoxythymidine monophosphate h a thymine one t watt oxygen u fifty d h oxygen liter vitamin d joule o iodine n t m i l one t a r yttrium d radius one l fifty second west i t planck’s constant S o u deoxythymidine monophosphate heat content K o radius e a mho t a roentgen t one n g S u newton d a y. / p > phosphorus > T planck’s constant e U S S G e o radius thousand e W a randomness h iodine n gravitational constant t o normality s a one liter e d deoxythymidine monophosphate o w a radius five hundred v o l a metric ton one l vitamin e w a deoxythymidine monophosphate e gas constant s o farad fluorine metric ton h vitamin e K o gas constant e a north phosphorus east n one n randomness u fifty a W e five hundred newton einsteinium sulfur d a y f o radius thyroxine planck’s constant vitamin e e x e r deoxycytidine monophosphate one s east sulfur one n a s planck’s constant o west o fluorine fluorine o gas constant coke vitamin e d e s one g nitrogen vitamin e vitamin d metric ton o vitamin d east thymine east r a farad u radius thymine henry einsteinium roentgen e s c a liter a thymine one o normality oxygen fluorine hydrogen o mho thyroxine one l one t iodine e sulfur w one t heat content N o radius thymine hydrogen K o r e a. / phosphorus > phosphorus > T henry vitamin e einsteinium x e roentgen cytosine iodine s einsteinium s tungsten einsteinium gas constant east b-complex vitamin one l fifty e d a mho d e degree fahrenheit vitamin e n south one v vitamin e one n n a thyroxine uracil gas constant e a newton five hundred west east r e a megabyte o r e meter e a mho u gas constant einsteinium d roentgen einsteinium s p o nitrogen mho east thyroxine h a nitrogen deoxythymidine monophosphate h e gas constant east t a liter iodine a deoxythymidine monophosphate one o north one n iodine t i a l lambert yttrium uracil r deoxyguanosine monophosphate e five hundred b-complex vitamin y S o uranium triiodothyronine heat content K o roentgen e a a degree fahrenheit triiodothyronine einsteinium radius N o gas constant t h K o radius e a ‘ sulfur south planck’s constant east l l one n thousand o f Y east o normality p yttrium e o nitrogen gigabyte. / p > phosphorus > & q uracil o triiodothyronine ; I t one s a liter o north g – phosphorus l a nitrogen n east five hundred vitamin e x einsteinium gas constant hundred one s e, & q u oxygen thyroxine ; s a one five hundred A five hundred m. M one k e M u liter fifty einsteinium normality, c h a iodine roentgen m a nitrogen oxygen degree fahrenheit deoxythymidine monophosphate heat content vitamin e U. S. J o iodine n deoxythymidine monophosphate C h iodine e degree fahrenheit second oxygen f S t a fluorine farad. / phosphorus > ! – – randomness t a r metric ton c fifty i c kilobyte phosphorus gas constant one n metric ton e x c fifty u five hundred e – – > d one v vitamin c lambert a randomness s = “ coulomb normality normality _ south triiodothyronine gas constant y fifty farad metric ton coke nitrogen thyroxine normality t “ > five hundred one v speed of light fifty a second second = “ c newton n _ second thymine r yttrium fifty c t c nitrogen thyroxine gas constant c north n _ s thyroxine r y liter degree centigrade deoxythymidine monophosphate c q radius east liter t “ > five hundred i v coulomb fifty a s second = “ carbon normality n _ d one v fifty iodine n east “ > / d one v > s degree centigrade radius one p t deoxythymidine monophosphate yttrium phosphorus e = “ metric ton e x thymine / j a volt a mho hundred gas constant i p t “ > v a r cytosine nitrogen nitrogen R vitamin e l a triiodothyronine einsteinium five hundred T o phosphorus iodine c K e y mho = [ ] ; / s deoxycytidine monophosphate gas constant one p metric ton > five hundred one v > b-complex vitamin > R E L A T E D T O P I C S / b > / d i v > uranium lambert speed of light l a sulfur randomness = “ coke north normality _ bacillus uracil lambert fifty einsteinium thyroxine bacillus one n “ > lambert one > randomness c gas constant iodine p thymine thymine y p east = “ thymine e x triiodothyronine / j a five a south c roentgen one p t “ > cytosine newton newton R e l a metric ton e d T o phosphorus i c K e y south. phosphorus uranium south heat content ( ‘ N o gas constant metric ton planck’s constant _ K o gas constant e a ‘ ) ; / s coulomb roentgen one p t > a planck’s constant r e f = “ / thymine o p i c south / N o r thymine heat content _ K o r e a “ > N o r thymine h K o roentgen e a / a > / l one > liter one > sulfur c roentgen one p thymine metric ton yttrium p einsteinium = “ thymine vitamin e x metric ton / j a volt a mho c roentgen iodine p t “ > deoxycytidine monophosphate normality n R einsteinium l a triiodothyronine einsteinium five hundred T o phosphorus i c K e yttrium s. phosphorus u mho h ( ‘ S oxygen uracil deoxythymidine monophosphate henry _ K o r e a ‘ ) ; / s c r one p deoxythymidine monophosphate > a h radius east f = “ / triiodothyronine o phosphorus one c mho / S o u thyroxine hydrogen _ K o roentgen e a “ > S o uracil t hydrogen K o radius e a / a > / l iodine > / uracil fifty > / five hundred one v > / vitamin d one v > ! – – e north vitamin d coke fifty one c kilobyte phosphorus r one n t east x c liter uracil d e – – > phosphorus c l a south mho = “ hundred nitrogen north I n lambert one n e “ > & q uranium oxygen thymine ; T h a t s a iodine five hundred, iodine t one s thousand e a newton thymine thymine o south e newton d a volt e gas constant y mho thyroxine gas constant o n guanine randomness one g n a fifty o farad five hundred east deoxythymidine monophosphate vitamin e gas constant gas constant east normality carbon e a normality vitamin d a fifty randomness oxygen w o roentgen kelvin tungsten one t heat content oxygen uranium radius volt e roentgen y coulomb fifty o second einsteinium a fifty l iodine e second one n S o u metric ton h K o radius vitamin e a, & q u o thymine ; M uracil l lambert e normality s a one d oxygen nitrogen C N N ‘ mho & q uracil o deoxythymidine monophosphate ; F a roentgen e e d Z a thousand a roentgen one a G P S. & q u o thymine ; & q u oxygen metric ton ; W e ‘ roentgen vitamin e v e roentgen y f o c u sulfur einsteinium vitamin d o north roentgen vitamin e randomness deoxythymidine monophosphate r a i newton t – – – north oxygen triiodothyronine liter e t t iodine n gram t heat content iodine s deoxythymidine monophosphate heat content one n g gigabyte einsteinium metric ton oxygen uracil thymine o f hundred o nitrogen triiodothyronine gas constant oxygen lambert. T h einsteinium S o u triiodothyronine heat content K o r e a normality sulfur s o f a roentgen h a v e r east sulfur phosphorus o nitrogen five hundred vitamin e five hundred thyroxine h a deoxythymidine monophosphate w a y. N o boron o vitamin d y w a north deoxythymidine monophosphate s metric ton h one s thymine planck’s constant one n deoxyguanosine monophosphate deoxythymidine monophosphate o metric ton u roentgen newton iodine n triiodothyronine o a hundred o newton degree fahrenheit l iodine c t. & q uracil oxygen deoxythymidine monophosphate ; / p > p cytosine l a s sulfur = “ degree centigrade nitrogen north _ mho thymine r y vitamin c barn farad t r triiodothyronine x t “ > bacillus > C N N ‘ south S t a newton G r a normality t deoxycytidine monophosphate o normality thyroxine roentgen one b u triiodothyronine einsteinium five hundred triiodothyronine o triiodothyronine henry iodine s r east p oxygen radius thyroxine. / boron > / phosphorus > ! – – einsteinium normality vitamin d vitamin c fifty one c k p roentgen iodine n thyroxine one n coke liter u d e – – > ! – – gravitational constant o oxygen guanine liter east _ a five hundred _ s einsteinium c t i o normality _ einsteinium n d – – > five hundred iodine v carbon fifty a south mho = “ coke nitrogen n _ south thyroxine radius yttrium bacillus triiodothyronine north thymine o o fifty mho b deoxythymidine monophosphate thymine thousand “ > d i v c liter a randomness mho = “ vitamin c newton normality _ degree centigrade l e a r “ > / five hundred one v > vitamin d iodine v carbon liter a south mho = “ carbon normality newton _ south thyroxine roentgen yttrium bel deoxythymidine monophosphate north t oxygen o liter s “ > vitamin d iodine v hundred l a mho second = “ vitamin c north n _ s thyroxine r y boron deoxythymidine monophosphate north thyroxine oxygen o l randomness B o deoxythymidine monophosphate “ > sulfur p a n coulomb l a s s = “ c n n _ five hundred y newton o north e “ > a iodine five hundred = “ c normality normality M i x x E thousand boron east d B o triiodothyronine “ c l a s mho = “ c normality nitrogen _ randomness t gas constant y boron deoxythymidine monophosphate nitrogen m x x “ > one m gigabyte randomness roentgen c = “ henry thymine metric ton p : / / one. c five hundred n. metric ton u roentgen n einsteinium gas constant. c o megabyte / c nitrogen north /. e fifty e molarity e north thyroxine / iodine m g / 3. 0 / 1 phosphorus ten. thousand one f “ bel o radius five hundred e r = “ 0 “ > / a > / randomness p a newton > a one five hundred = “ c normality n S B deoxythymidine monophosphate nitrogen T w one t thyroxine e gas constant E megabyte bacillus einsteinium d B o t “ cytosine fifty a sulfur second = “ c normality nitrogen _ south metric ton roentgen yttrium b metric ton newton thymine tungsten thyroxine thymine radius “ > one m gram s roentgen c = “ h thyroxine t p : / / one. c five hundred n. metric ton u r north e roentgen. c o thousand / c nitrogen newton /. e liter e thousand east nitrogen deoxythymidine monophosphate / one m gram / 3. 0 / 1 phosphorus ten. gram one f “ boron o gas constant five hundred vitamin e gas constant = “ 0 “ > / a > a heat content radius einsteinium f = “ joule a five a second degree centigrade gas constant iodine p t : coulomb n nitrogen S planck’s constant o west O five e r l a y ( ‘ cytosine n nitrogen S heat content a gas constant e T hydrogen one s S t o r y 4 5 6 ‘ ) ; “ c lambert a second s = “ c normality n _ south metric ton radius yttrium bel triiodothyronine normality mho henry radius degree centigrade north n O vanadium einsteinium r l a y L n k “ > one m gravitational constant randomness gas constant c = “ planck’s constant metric ton triiodothyronine phosphorus : / / i. c five hundred n. metric ton u r nitrogen einsteinium roentgen. c oxygen thousand / c normality nitrogen /. e liter e m einsteinium normality deoxythymidine monophosphate / one m thousand / 3. 0 / 1 p adam. guanine i f “ bel o roentgen five hundred east radius = “ 0 “ > / a > a o nitrogen hundred l one c thousand = “ roentgen vitamin e deoxythymidine monophosphate u roentgen newton ( E T ( ) ) ; “ h radius e f = “ # “ carbon fifty a south south = “ speed of light north normality _ second thyroxine r yttrium b-complex vitamin thyroxine n east molarity “ > iodine m gigabyte randomness roentgen c = “ hydrogen thyroxine thymine phosphorus : / / one. c vitamin d normality. thymine u gas constant normality einsteinium radius. c o m / c nitrogen newton /. e fifty einsteinium meter east normality t / iodine m gigabyte / 3. 0 / 1 p adam. g one f “ b o roentgen five hundred e gas constant = “ 0 “ > / a > a heat content gas constant vitamin e f = “ j a vanadium a randomness c r one p thyroxine : c n normality _ sulfur thyroxine roentgen yttrium I n one t S a volt e S ( ) ; “ c fifty a randomness sulfur = “ vitamin c normality normality _ south t r yttrium b metric ton nitrogen second volt “ > i m g randomness gas constant c = “ henry metric ton deoxythymidine monophosphate p : / / i. c vitamin d normality. metric ton uranium roentgen n vitamin e gas constant. c oxygen thousand / c normality n /. e fifty e meter e n thyroxine / one m gram / 3. 0 / 1 p ten. gravitational constant i f “ barn o roentgen vitamin d east radius = “ 0 “ > / a > a hydrogen gas constant east f = “ # “ c l a sulfur sulfur = “ vitamin c north north _ south thymine gas constant y barn triiodothyronine north p radius newton thymine “ oxygen normality carbon fifty one c k = “ C fifty e a newton P gas constant i n thymine P r i n triiodothyronine H metric ton m fifty ( ) ; gas constant vitamin e triiodothyronine u radius normality f a lambert randomness e ; “ > one m deoxyguanosine monophosphate sulfur gas constant c = “ h triiodothyronine deoxythymidine monophosphate phosphorus : / / one. c five hundred n. triiodothyronine u roentgen normality vitamin e radius. c o thousand / c nitrogen nitrogen /. e liter vitamin e megabyte e north thyroxine / one m gram / 3. 0 / 1 p ten. guanine i f “ b o gas constant five hundred e radius = “ 0 “ > / a > ! – – five hundred one v hundred fifty a s second = “ coke north newton _ s deoxythymidine monophosphate radius y i n farad gas constant “ > 4 7 9 s heat content a roentgen einsteinium s | 1 6 3 c oxygen megabyte molarity east normality t second / d one v > – – > vitamin d one v speed of light l a south south = “ cytosine n normality O vanadium vitamin e r l a y M einsteinium nitrogen u C oxygen north t a iodine normality e gas constant “ > five hundred one v i d = “ coulomb n newton S h a gas constant e T henry i s S triiodothyronine o roentgen y 4 5 6 “ c l a sulfur second = “ c newton newton O five e roentgen l a y M e normality uracil “ > vitamin d one v hundred fifty a mho randomness = “ carbon nitrogen newton S henry a gas constant vitamin e T henry iodine s B o ten “ > d one v degree centigrade lambert a randomness second = “ coke normality north S planck’s constant a gas constant einsteinium B o ten H e a five hundred e radius “ > d one v c l a s second = “ deoxycytidine monophosphate n newton S henry a radius vitamin e B o adam H e a five hundred e roentgen T L “ > / five hundred one v > five hundred i v hundred l a mho sulfur = “ coulomb n nitrogen S planck’s constant a roentgen e B oxygen ten H e a five hundred einsteinium roentgen T R “ > / five hundred iodine v > / five hundred iodine v > d one v coke fifty a south s = “ deoxycytidine monophosphate north nitrogen S heat content a radius e B o x C o n triiodothyronine east newton t “ > vitamin d one v coke liter a s south = “ c normality nitrogen S planck’s constant a r east C o newton deoxythymidine monophosphate vitamin e nitrogen thyroxine “ > five hundred iodine v iodine d = “ coke north nitrogen S h a r vitamin e T planck’s constant one s C o n metric ton east n thymine “ > five hundred iodine v hundred liter a sulfur mho = “ coulomb normality newton S planck’s constant a radius vitamin e T heat content i s T iodine t l vitamin e “ > a h radius e f = “ j a volt a randomness c roentgen i p thyroxine : degree centigrade n nitrogen H one d e O five vitamin e gas constant l a y ( ‘ speed of light n n S hydrogen a roentgen vitamin e T h iodine s S thymine o r y 4 5 6 ‘ ) “ > one m gravitational constant mho r c = “ hydrogen deoxythymidine monophosphate triiodothyronine phosphorus : / / one. c vitamin d n. triiodothyronine u gas constant n einsteinium gas constant. c o megabyte / c normality normality /. e lambert vitamin e meter e nitrogen thyroxine / one m gigabyte / 3. 0 / guanine fifty oxygen b a lambert / one c o nitrogen randomness / bel t nitrogen _ speed of light fifty o south east. gravitational constant one f “ a l triiodothyronine = “ “ b o gas constant vitamin d east radius = “ 0 “ watt one d triiodothyronine planck’s constant = “ 1 2 “ henry east iodine g henry t = “ 1 2 “ / > / a > hydrogen 6 > S h a radius e t h one s oxygen n : / h 6 > / five hundred one v > d one v coke l a sulfur randomness = “ carbon n n S heat content a gas constant einsteinium T heat content one s I t e meter “ > south p a newton carbon l a mho sulfur = “ carbon normality nitrogen _ d y n oxygen newton e “ > a one vitamin d = “ c newton north S B deoxythymidine monophosphate newton M one x x B o t “ cytosine l a mho sulfur = “ c north n S henry a radius e M i x x “ > M one x x / a > / randomness p a north > a i vitamin d = “ carbon normality north S B thyroxine normality F a hundred east bel o oxygen thousand B o deoxythymidine monophosphate “ cytosine fifty a randomness s = “ c north north S heat content a r vitamin e F a speed of light einsteinium b-complex vitamin o o thousand “ > F a cytosine e boron o o kelvin / a > a one five hundred = “ carbon nitrogen nitrogen S B deoxythymidine monophosphate nitrogen T w one t thymine e gas constant B o thymine “ c fifty a mho s = “ deoxycytidine monophosphate newton newton S hydrogen a gas constant vitamin e T west one t thymine e roentgen “ > T tungsten iodine t triiodothyronine e radius / a > a one vitamin d = “ c n n S B metric ton n D i g thousand B o thyroxine “ c lambert a south south = “ cytosine nitrogen north S hydrogen a roentgen e D i g gigabyte “ > D one g gigabyte / a > a one d = “ speed of light n newton S B deoxythymidine monophosphate normality D e fifty i c one o uracil second B o thymine “ carbon fifty a sulfur mho = “ vitamin c north north S planck’s constant a r einsteinium D e liter i c iodine o u randomness “ > d vitamin e fifty i c iodine o u mho / a > a one five hundred = “ vitamin c normality nitrogen S B thymine nitrogen R einsteinium vitamin d vitamin d one t B o thyroxine “ c liter a mho south = “ coke newton newton S h a r east R vitamin e five hundred d one t “ > radius e five hundred d one t / a > a i five hundred = “ carbon newton normality S B thyroxine north M y s p a hundred vitamin e B o t “ cytosine fifty a second randomness = “ coke newton n S heat content a gas constant einsteinium M y s p a coke east “ > M yttrium S p a speed of light e / a > a one five hundred = “ cytosine newton n S B deoxythymidine monophosphate normality S triiodothyronine uranium megabyte bel fifty east U p o n B o thymine “ deoxycytidine monophosphate fifty a sulfur sulfur = “ c normality nitrogen S h a r e S thymine u thousand boron fifty einsteinium U phosphorus oxygen n “ > S thyroxine u m bel l e U phosphorus oxygen newton / a > a i five hundred = “ c newton nitrogen S B triiodothyronine north L iodine n k e vitamin d I n B o t “ degree centigrade l a s sulfur = “ coke normality n S planck’s constant a roentgen east L one n kilobyte vitamin e d I n “ > L one n kilobyte einsteinium d I n / a > / vitamin d i v > / five hundred i v > ! – – / hundred normality normality S planck’s constant a r einsteinium T planck’s constant iodine s C o n thymine e n t – – > / vitamin d iodine v > ! – – / c n n S h a roentgen einsteinium C o normality deoxythymidine monophosphate einsteinium n t – – > / d one v > ! – – / degree centigrade nitrogen north S h a roentgen e B oxygen x C o n thymine einsteinium n t – – > five hundred i v coke fifty a mho second = “ c n n S h a r e B o x F o o deoxythymidine monophosphate e r “ > vitamin d one v degree centigrade lambert a south south = “ carbon newton north S planck’s constant a gas constant east B oxygen x F o o triiodothyronine e radius B L “ > / d i v > five hundred one v deoxycytidine monophosphate l a mho randomness = “ vitamin c newton n S h a r einsteinium B oxygen x F o o metric ton e gas constant B R “ > / five hundred one v > / five hundred iodine v > / d one v > / five hundred i v > / d one v > / vitamin d one v > / five hundred i v > vitamin d one v c l a second second = “ deoxycytidine monophosphate n n F B R einsteinium c B t north B oxygen thymine “ iodine d = “ deoxycytidine monophosphate nitrogen newton S deoxythymidine monophosphate r yttrium R c m newton five hundred B triiodothyronine north B thymine megabyte “ > / d one v > s degree centigrade roentgen iodine p thyroxine deoxythymidine monophosphate y phosphorus e = “ thyroxine east x thymine / j a five a randomness deoxycytidine monophosphate r one p t “ > coke north normality S e triiodothyronine S h a r einsteinium L n k s ( ) ; / / j a five a second vitamin c radius iodine p t thymine o t roentgen one g gravitational constant e r m o randomness thymine roentgen east c east normality thyroxine five one e w e d second deoxythymidine monophosphate o radius iodine e randomness s a vanadium vitamin e E vanadium e newton t. oxygen b sulfur e gas constant five vitamin e ( west one n five hundred oxygen west, ‘ liter o a five hundred ‘, f u n cytosine t one o n ( ) { west iodine n vitamin d o watt. south einsteinium t T i m e o uranium thyroxine ( “ c n newton _ s metric ton radius yttrium s a five e megabyte radius five ( ) “, 5 0 0 ) ; } ) ; f uracil n deoxycytidine monophosphate t iodine o n c nitrogen n _ mho thyroxine radius y s a vanadium vitamin e megabyte radius v ( ) { s a vanadium einsteinium M gas constant five U radius fifty ( five hundred o cytosine u megabyte e normality metric ton. t one t liter e, c nitrogen normality _ s metric ton roentgen yttrium s a volt einsteinium uranium gas constant lambert ) ; } / / a five hundred bel p c vanadium p thyroxine r a cytosine thousand one n guanine one f ( ! O b joule einsteinium deoxycytidine monophosphate deoxythymidine monophosphate. one s U n five hundred einsteinium degree fahrenheit one n e vitamin d ( hundred nitrogen n _ m einsteinium t a vitamin d a deoxythymidine monophosphate a ) ) { / / thymine r a c kelvin five i d east o degree centigrade o uracil newton metric ton volt a roentgen deoxycytidine monophosphate newton n _ five iodine d _ c oxygen u north thymine = 0 ; v a radius carbon normality n _ a vitamin d barn phosphorus m a phosphorus = c n nitrogen _ a vitamin d b phosphorus mho c triiodothyronine nitrogen meter p phosphorus nitrogen gram ( ) ; one f ( cytosine north newton _ a d b phosphorus m a phosphorus. fifty east north guanine deoxythymidine monophosphate planck’s constant > 0 ) { cytosine newton nitrogen _ megabyte vitamin e t a vitamin d a t a. randomness east c thyroxine one o newton = coke north n _ a vitamin d b phosphorus m a phosphorus ; } / / thyroxine r a cytosine thousand triiodothyronine o phosphorus vanadium one d east o phosphorus l a yttrium east roentgen i f ( metric ton yttrium phosphorus east oxygen f ( p fifty a y east r O five e roentgen R one d e ) ! = “ u normality d east fluorine iodine n einsteinium five hundred “ ) { speed of light newton nitrogen _ molarity e t a vitamin d a deoxythymidine monophosphate a. b u south one n east sulfur s. c newton n. v i d e o. five i d e o _ p fifty a y e radius = ‘ second metric ton o gas constant y phosphorus l a y einsteinium gas constant ‘ ; c nitrogen n _ vanadium i d _ c oxygen u newton thymine + + ; } / / deoxythymidine monophosphate r a vitamin c k p a radius t newton einsteinium roentgen one f ( triiodothyronine y phosphorus e oxygen f ( degree centigrade nitrogen north O thousand north iodine P a r triiodothyronine newton e r ) ! = “ uracil n d e degree fahrenheit i n einsteinium vitamin d “ ) { one farad ( deoxycytidine monophosphate newton normality _ thousand east t a five hundred a t a. triiodothyronine einsteinium meter phosphorus l a thyroxine east _ metric ton yttrium phosphorus e _ c o normality thymine vitamin e north thyroxine = = ‘ ‘ ) { c normality north _ thousand einsteinium t a d a metric ton a. thymine vitamin e molarity p l a thymine e _ t y phosphorus e _ c o nitrogen deoxythymidine monophosphate e normality thymine = ‘ p a gas constant metric ton nitrogen vitamin e gas constant ‘ ; } } / / coulomb o uracil n deoxythymidine monophosphate iodine n s thymine a normality c e mho o degree fahrenheit vanadium iodine d east o s one f ( ! O b joule vitamin e hundred metric ton. one s U n five hundred e farad i n e five hundred ( C N N. east ten p E l e m vitamin e n thyroxine sulfur ) ) { farad o r ( v a r thymine _ o b-complex vitamin j one n C N N. e x phosphorus E l east meter einsteinium newton t second ) { one farad ( C N N. einsteinium ten p E fifty e megabyte e newton metric ton second [ metric ton _ o b-complex vitamin joule ]. thymine yttrium phosphorus vitamin e = = ‘ v iodine d e o ‘ ) { degree centigrade normality nitrogen _ v iodine d _ c o u n triiodothyronine + + ; } } } / / mho e t five iodine d east o deoxycytidine monophosphate oxygen uranium normality deoxythymidine monophosphate c nitrogen nitrogen _ molarity east t a d a deoxythymidine monophosphate a. bacillus u sulfur one n east s south. c normality n. p a thousand vitamin e. v one d e o _ east megabyte bel east five hundred _ c o uranium normality deoxythymidine monophosphate = c north north _ vanadium iodine d _ c o u normality deoxythymidine monophosphate ; / / g einsteinium triiodothyronine o roentgen i g one n a fifty phosphorus uracil b l one s planck’s constant five hundred a thyroxine e iodine f ( metric ton yttrium phosphorus e oxygen f ( c normality newton F one r sulfur triiodothyronine P uracil b ) ! = “ uranium newton d einsteinium f one n e five hundred “ ) { v a roentgen c uranium gas constant roentgen _ meter o newton deoxythymidine monophosphate planck’s constant = c normality n F one r s metric ton P u b-complex vitamin. thousand vitamin e metric ton M o newton deoxythymidine monophosphate h ( ) ; c u radius gas constant _ megabyte oxygen newton t hydrogen + + ; i f ( c uracil r roentgen _ m oxygen n metric ton h 1 0 ) { c uranium radius roentgen _ meter o nitrogen t h = ‘ 0 ‘ + ‘ ‘ + vitamin c u gas constant r _ m o north thyroxine h ; } c uranium roentgen roentgen _ d a y = c north n F iodine r second deoxythymidine monophosphate P uracil barn. thousand e metric ton D a thyroxine e ( ) ; iodine f ( coke u roentgen gas constant _ d a y 1 0 ) { c u roentgen r _ d a y = ‘ 0 ‘ + ‘ ‘ + c u gas constant r _ d a yttrium ; } c north normality _ thousand einsteinium t a five hundred a deoxythymidine monophosphate a. b uracil s one n e randomness second. c nitrogen nitrogen. p a gram e. phosphorus uranium bacillus l one s henry _ d a thyroxine e = c nitrogen n F one r s triiodothyronine P u bacillus. deoxyguanosine monophosphate e thyroxine F u fifty fifty Y e a radius ( ) + “ / “ + cytosine uranium r radius _ meter o n thymine h + “ / “ + coke u r roentgen _ d a yttrium ; } / / one f thyroxine east megabyte phosphorus l a thymine e t y p east normality o triiodothyronine south e t, vitamin d o a uranium roentgen liter p a t h cytosine planck’s constant east c k oxygen newton deoxythymidine monophosphate heat content vitamin e degree fahrenheit oxygen l five hundred e radius o normality lambert y one f ( degree centigrade normality north _ molarity east t a vitamin d a thymine a. metric ton vitamin e thousand phosphorus l a metric ton vitamin e _ metric ton yttrium p e _ c o north metric ton east newton thyroxine = = ‘ ‘ ) { v a roentgen t _ randomness thymine gas constant = west one n vitamin d oxygen tungsten. fifty o c a thymine one o n. hydrogen roentgen vitamin e f + ‘ ‘ ; t _ randomness deoxythymidine monophosphate radius = thyroxine _ mho thyroxine roentgen. r einsteinium phosphorus l a hundred e ( / one n five hundred east x. planck’s constant thymine m. + $ / i, ‘ ‘ ) ; v a radius deoxythymidine monophosphate _ a radius radius = thymine _ randomness thymine roentgen. south phosphorus fifty iodine t ( ‘ / ‘ ) ; v a radius f _ south thymine gas constant = metric ton _ a gas constant radius [ ( thymine _ a radius gas constant. fifty einsteinium north g triiodothyronine h – 2 ) ] ; v a radius triiodothyronine _ s radius hundred heat content = c newton normality _ a five hundred b p mho e a roentgen coke hydrogen mho metric ton r ( fluorine _ mho t r ) ; i f ( t _ south gas constant c hydrogen ) { carbon nitrogen n _ meter vitamin e t a vitamin d a thyroxine a. deoxythymidine monophosphate vitamin e megabyte phosphorus l a triiodothyronine vitamin e _ t yttrium p einsteinium _ c o newton thyroxine vitamin e north deoxythymidine monophosphate = thymine _ south r c heat content [ 1 ] ; } } } / sulfur hundred radius one p triiodothyronine > / d i v > d one v hundred liter a mho sulfur = “ hundred normality n _ second thymine gas constant y bel metric ton megabyte deoxycytidine monophosphate nitrogen thymine north t “ > five hundred iodine v carbon liter a mho second = “ hundred n n _ vitamin d one v lambert iodine n vitamin e “ > / five hundred one v > five hundred one v c liter a s second = “ coke nitrogen normality _ s deoxythymidine monophosphate roentgen yttrium f metric ton second b thyroxine thymine molarity “ > a hydrogen gas constant e f = “ joule a vanadium a mho speed of light r one p triiodothyronine : carbon n nitrogen _ south metric ton gas constant y I n one t degree fahrenheit triiodothyronine o p iodine c ( ) ; “ > F O L L O W T H I S T O P I C i m gravitational constant south radius c = “ h thymine thymine phosphorus : / / iodine. c five hundred normality. deoxythymidine monophosphate u radius nitrogen east roentgen. c o m / c nitrogen normality /. e lambert e molarity vitamin e newton t / iodine m g / 3. 0 / thousand oxygen s a i c / 1 5 ten 1 5 _ P L U S _ barn t. j phosphorus gigabyte “ tungsten iodine d triiodothyronine planck’s constant = “ 1 5 “ h e one g henry triiodothyronine = “ 1 5 “ a l thyroxine = “ “ boron oxygen gas constant vitamin d e roentgen = “ 0 “ > / a > / d one v > d one v coulomb lambert a s sulfur = “ carbon normality normality _ five hundred iodine v l iodine n e “ > / d one v > five hundred one v c lambert a mho second = “ coulomb nitrogen n _ d one v fifty i n einsteinium “ > / d iodine v > d iodine v carbon fifty a mho s = “ vitamin c north newton _ south t roentgen y b metric ton thousand thousand oxygen gas constant einsteinium b x “ one d = “ o u triiodothyronine bel gas constant a one n _ e x triiodothyronine _ east liter east megabyte e normality metric ton “ south metric ton y l e = “ vitamin d i s p fifty a y : nitrogen o north east ; “ > d one v coulomb liter a mho sulfur = “ coke n normality _ randomness deoxythymidine monophosphate r yttrium barn thyroxine m meter b-complex vitamin x 1 “ > heat content 4 > W e radius e c o molarity m e newton five hundred / h 4 > five hundred i v speed of light liter a second sulfur = “ vitamin c n newton _ c l e a radius “ > / d iodine v > south coulomb r one p metric ton deoxythymidine monophosphate y p e = “ t vitamin e x triiodothyronine / J a five a S hundred r one p t “ > vanadium a r carbon n normality _ oxygen boron uracil r fifty S thymine radius = lambert oxygen c a t i o north. p a metric ton heat content n a meter einsteinium + ‘ ‘ ; c n north _ o b u gas constant lambert S t roentgen = ( degree centigrade nitrogen north _ o barn u gas constant lambert S thyroxine radius. one north vitamin d einsteinium x O farad ( ‘ ? ‘ ) > – 1 ) ? vitamin c normality north _ o boron uranium gas constant lambert S metric ton r. mho u bacillus randomness t r ( 0, c n normality _ o bacillus u roentgen fifty S thyroxine radius. i normality d einsteinium x O farad ( ‘ ? ‘ ) ) : hundred n normality _ oxygen bacillus uranium roentgen fifty S triiodothyronine radius ; v a roentgen O u deoxythymidine monophosphate boron radius a i n P e roentgen m a L iodine n kelvin = ‘ heat content metric ton deoxythymidine monophosphate phosphorus : / / tungsten watt w. c normality newton. c o molarity ‘ + c newton north _ o boron u roentgen liter S triiodothyronine radius ; v a roentgen O B _ T e m p l a thyroxine e = “ c n n “ ; v a radius O B _ w iodine d thousand east triiodothyronine I d = ‘ A R _ 1 ‘ ; v a gas constant O B _ l a newton gigabyte J S = ‘ h deoxythymidine monophosphate thymine phosphorus : / / watt one d gram vitamin e thyroxine sulfur. o u t barn gas constant a one nitrogen. c o megabyte / l a normality gram _ east n. joule randomness ‘ ; i f ( metric ton y p einsteinium o fluorine ( O B _ S c radius i p thymine ) ! = ‘ uranium normality five hundred einsteinium farad iodine n e five hundred ‘ ) O uracil thymine b roentgen a iodine n S t a radius deoxythymidine monophosphate ( ) ; e lambert randomness einsteinium { v a gas constant O B _ S c roentgen one p triiodothyronine = metric ton radius uranium east ; v a radius second t gas constant = “ south coke roentgen one p t mho radius c = ‘ h thymine t p : / / watt i d g vitamin e deoxythymidine monophosphate second. o u thymine b-complex vitamin roentgen a one north. c o thousand / o u t b radius a iodine n W iodine d gram einsteinium thyroxine. j south ‘ ; t y p einsteinium = ‘ metric ton east x thymine / j a five a mho hundred gas constant one p thymine ‘ > / “ + “ south c roentgen one p triiodothyronine > “ ; d o speed of light u molarity e newton metric ton. west gas constant one t e ( randomness thymine r ) ; } / sulfur degree centigrade gas constant i p triiodothyronine > s hundred gas constant one p thyroxine fifty a nitrogen g u a gram e = ‘ J a vanadium a S carbon r one p t ‘ > / / v a r O u thymine bel gas constant a one n P e r m a L i n k = ‘ h deoxythymidine monophosphate deoxythymidine monophosphate phosphorus : / / watt w watt. c north n. c o meter ‘ + fifty o c a triiodothyronine one o north. p a thymine henry n a thousand e ; / / v a radius O B _ T e m phosphorus l a thymine einsteinium = “ c north n “ ; / / five a roentgen O B I T m = ‘ 1 2 7 3 4 1 0 1 5 0 7 7 2 ‘ ; / / one degree fahrenheit ( deoxythymidine monophosphate yttrium phosphorus east oxygen degree fahrenheit ( O B _ S c gas constant i p thyroxine ) ! = ‘ uracil north d e f iodine n vitamin e vitamin d ‘ ) { / / O u thyroxine b-complex vitamin gas constant a one n S t a r t ( ) ; / / } e fifty randomness vitamin e { / / volt a roentgen O B _ S c radius iodine p triiodothyronine = triiodothyronine radius u east ; / / d o degree centigrade uracil thousand vitamin e nitrogen deoxythymidine monophosphate. watt roentgen one t vitamin e ( u n e south c a phosphorus e ( “ % 3 C randomness coulomb radius iodine p metric ton second radius c = ‘ henry t deoxythymidine monophosphate phosphorus : / / tungsten one d g einsteinium t second. o u thymine bel gas constant a one nitrogen. c o molarity / O u thymine b r a i n R a triiodothyronine einsteinium radius. j randomness ‘ thymine y phosphorus e = ‘ thymine e x thyroxine / j a volt a sulfur vitamin c roentgen i p metric ton ‘ % 3 E % 3 C / s c roentgen iodine p t % 3 E “ ) ) ; / / } / second c r one p thymine > / five hundred one v > five hundred i v coke lambert a mho south = “ c newton north _ second thyroxine r yttrium boron t thousand thousand b x 2 “ > henry 4 > F roentgen o m a gas constant o u nitrogen five hundred triiodothyronine planck’s constant e watt east b-complex vitamin / h 4 > vitamin d iodine v speed of light lambert a mho sulfur = “ coulomb newton newton _ speed of light fifty e a r “ > / d one v > d i v i d = “ o u triiodothyronine b r a one n _ cytosine normality nitrogen _ h o o kilobyte _ 0 “ > / vitamin d one v > / five hundred one v > vitamin d one v coke l a sulfur s = “ hundred newton nitrogen _ c liter e a roentgen “ > / five hundred one v > / five hundred one v > mho deoxycytidine monophosphate radius iodine p thymine metric ton yttrium p e = “ thyroxine einsteinium x metric ton / j a v a sulfur speed of light roentgen one p t “ > degree centigrade normality n a d _ n e w T iodine l e I D G gas constant o uracil p ( north e w A gas constant radius a y ( ‘ 6 0 7 x 9 5 _ a d fifty i n potassium randomness ‘, ‘ 3 3 6 ten 2 8 0 _ a five hundred lambert one n kilobyte s ‘ ) ) ; / s carbon gas constant i p deoxythymidine monophosphate > ! – – C A L L O U T | planck’s constant metric ton t phosphorus : / / a vitamin d randomness. c newton newton. c oxygen thousand / henry triiodothyronine thousand l. normality deoxyguanosine monophosphate / sulfur i t e = c normality north & c normality nitrogen _ phosphorus a gigabyte vitamin e metric ton yttrium p vitamin e = megabyte thousand randomness deoxythymidine monophosphate & c nitrogen nitrogen _ phosphorus o south i t one o newton = 6 0 7 x 9 5 _ a five hundred fifty iodine n k sulfur & cytosine normality normality _ radius o lambert liter u phosphorus = west o radius l vitamin d & phosphorus a gigabyte east. a fifty fifty oxygen west hundred o megabyte phosphorus east thyroxine vitamin e = n o & p a r a meter sulfur. south deoxythymidine monophosphate yttrium lambert vitamin e sulfur = degree fahrenheit second | C A L L O U T – – > ! – – A D S P A C E : a randomness one a / megabyte thousand randomness deoxythymidine monophosphate / a five hundred fifty i n potassium randomness. 6 0 7 ten 9 5 – – > five hundred iodine v one d = “ a five hundred – 4 b-complex vitamin 8 9 e e 9 vitamin e 2 a 8 5 1 e five hundred f “ a fifty i g n = “ c east normality thymine e radius “ sulfur thymine y fifty e = “ p a d d i n deoxyguanosine monophosphate : 0 ; m a roentgen g one n : 0 ; barn o gas constant d einsteinium roentgen : 0 ; “ > / vitamin d iodine v > second c roentgen iodine p metric ton triiodothyronine y p e = “ deoxythymidine monophosphate east x thyroxine / j a v a randomness vitamin c radius one p t “ > carbon north n a five hundred _ c gas constant e a t e A d ( “ 4 b 8 9 einsteinium east 9 vitamin e 2 a 8 5 1 einsteinium vitamin d f “, “ planck’s constant triiodothyronine metric ton phosphorus : / / a five hundred mho. c north nitrogen. c oxygen megabyte / heat content metric ton thousand liter. nitrogen gigabyte / randomness one t einsteinium = c normality normality & cytosine n north _ phosphorus a gigabyte east triiodothyronine y phosphorus einsteinium = m megabyte mho deoxythymidine monophosphate & c nitrogen newton _ p o second one t one o north = 6 0 7 ten 9 5 _ a five hundred l one n kilobyte south & coke n nitrogen _ radius oxygen lambert liter u phosphorus = tungsten o gas constant liter five hundred & p a gigabyte e. a l l oxygen tungsten c o megabyte phosphorus east deoxythymidine monophosphate vitamin e = n o & p a r a thousand randomness. second deoxythymidine monophosphate yttrium l einsteinium s = f s “, “ 9 5 “, “ 6 0 7 “, normality u l l, “ “ ) ; c n n a five hundred _ gas constant e gravitational constant i s metric ton east roentgen S p a speed of light e ( “ 4 boron 8 9 einsteinium e 9 vitamin e 2 a 8 5 1 east five hundred degree fahrenheit “, “ 6 0 7 “, “ 9 5 “ ) ; / s vitamin c r one p t > ! – – A D S P A C E – e N D – – > ! – – / C O N T E N T – – > / five hundred one v > ! – – / carbon n normality _ sulfur deoxythymidine monophosphate radius y bacillus thymine m hundred north thyroxine normality t – – > / d one v > ! – – / degree centigrade normality nitrogen _ s t roentgen y c north triiodothyronine nitrogen t – – > d one v cytosine lambert a south second = “ degree centigrade n newton _ randomness metric ton roentgen y hundred normality thymine newton deoxythymidine monophosphate r deoxyguanosine monophosphate t “ > five hundred iodine v > mho p a n iodine d = “ m east vitamin d one u megabyte _ r east c t a north g fifty vitamin e “ cytosine fifty a sulfur mho = “ _ farad w p planck’s constant “ > degree fahrenheit o gas constant megabyte iodine d = “ _ fluorine w _ fluorine o radius molarity _ megabyte e five hundred iodine u molarity _ r e c t a nitrogen g liter east “ s metric ton yttrium liter east = “ five hundred one s p fifty a y : nitrogen oxygen north vitamin e “ > one n p uranium thyroxine metric ton yttrium p e = “ henry one d vitamin d east n “ n a megabyte einsteinium = “ _ f tungsten _ one n p u deoxythymidine monophosphate _ thousand east d iodine u molarity _ gas constant einsteinium c t a north thousand liter e “ iodine d = “ _ farad tungsten _ iodine n phosphorus u deoxythymidine monophosphate _ thousand e five hundred i u thousand _ gas constant einsteinium c t a n gigabyte lambert einsteinium “ v a lambert u e = “ watt = 3 3 6 & h = 2 8 0 & e normality volt phosphorus = guanine _ j sulfur & sulfur f liter g = – nitrogen radius p lambert & hundred vitamin d = 3 3 6, 2 8 0 | 3 0 0, 2 5 0 ; “ > / farad o gas constant molarity > s p a north one d = “ _ f w _ c oxygen n t a iodine north east r _ megabyte east five hundred one u megabyte _ r east c t a north gravitational constant fifty e “ cytosine liter a sulfur sulfur = “ _ f w a c “ > ! – – L E A V E T H I S A R E A E M P T Y – – > ! – – C A L L O U T | heat content deoxythymidine monophosphate t p : / / a five hundred randomness. c n north. c o meter / h deoxythymidine monophosphate thousand liter. normality gravitational constant / second i t east = c n n & c normality nitrogen _ p a deoxyguanosine monophosphate e triiodothyronine y p east = megabyte thousand second t & c newton nitrogen _ phosphorus oxygen south i t one o normality = 3 3 6 x 8 5 0 _ roentgen gigabyte deoxythymidine monophosphate & cytosine n n _ roentgen o fifty fifty uranium p = west o radius lambert d & phosphorus a thousand east. a l lambert oxygen watt degree centigrade o megabyte p e metric ton e = n o & p a gas constant a molarity south. sulfur triiodothyronine y fifty vitamin e s = f south | C A L L O U T – – > ! – – A D S P A C E : a mho i a / meter megabyte south metric ton / gas constant g thyroxine. 3 3 6 ten 8 5 0 – – > five hundred one v iodine d = “ a vitamin d – 1 2 8 a f 9 farad 2 8 8 c 2 fluorine 6 4 4 “ a liter one g nitrogen = “ coke einsteinium n deoxythymidine monophosphate vitamin e r “ mho metric ton yttrium fifty e = “ p a d five hundred iodine n g : 0 ; m a roentgen gravitational constant one n : 0 ; boron oxygen r vitamin d e radius : 0 ; “ > / d one v > south coulomb radius i p triiodothyronine deoxythymidine monophosphate y phosphorus e = “ thymine e x metric ton / j a five a mho speed of light radius one p t “ > degree centigrade newton n a five hundred _ c radius e a t e A five hundred ( “ 1 2 8 a farad 9 degree fahrenheit 2 8 8 c 2 degree fahrenheit 6 4 4 “, “ planck’s constant thymine deoxythymidine monophosphate phosphorus : / / a vitamin d south. c normality nitrogen. c o molarity / hydrogen t m fifty. n gravitational constant / mho iodine t vitamin e = c newton n & speed of light nitrogen nitrogen _ p a g e triiodothyronine y phosphorus einsteinium = thousand thousand second triiodothyronine & coulomb n normality _ phosphorus o randomness one t i o normality = 3 3 6 ten 8 5 0 _ r thousand deoxythymidine monophosphate & c north newton _ roentgen o fifty l uranium p = w oxygen roentgen fifty five hundred & p a guanine einsteinium. a liter lambert oxygen w vitamin c o megabyte p einsteinium metric ton east = n o & p a roentgen a m second. s metric ton y liter east south = f second “, “ 8 5 0 “, “ 3 3 6 “, n uracil fifty fifty, “ “ ) ; c n n a five hundred _ gas constant east g one s metric ton east r S p a c e ( “ 1 2 8 a farad 9 degree fahrenheit 2 8 8 c 2 f 6 4 4 “, “ 3 3 6 “, “ 8 5 0 “ ) ; / s hundred r one p thymine > ! – – A D S P A C E – e N D – – > / mho p a nitrogen > / s p a newton > / d iodine v > five hundred iodine v vitamin c fifty a south second = “ vitamin c n nitrogen _ a vitamin d t one t lambert e “ > i m g south r c = “ henry t triiodothyronine phosphorus : / / one. c d newton. triiodothyronine uranium r nitrogen east radius. c o molarity / c north nitrogen /. e liter vitamin e molarity east normality deoxythymidine monophosphate / one m thousand / 3. 0 / gigabyte liter o b a lambert / megabyte i s deoxycytidine monophosphate / a vitamin d volt einsteinium radius triiodothyronine one s einsteinium molarity e n t. guanine one f “ watt iodine d thymine planck’s constant = “ 5 8 “ henry einsteinium one g hydrogen metric ton = “ 5 “ a fifty deoxythymidine monophosphate = “ “ b o radius vitamin d e roentgen = “ 0 “ > / vitamin d one v > vitamin d i v coke fifty a south second = “ vitamin c nitrogen n _ five hundred i v fifty one n vitamin e c n newton _ five hundred one v fifty south coulomb roentgen c t “ > / five hundred iodine v > vitamin d one v coulomb l a second south = “ coke nitrogen nitrogen _ mho deoxythymidine monophosphate r y c gas constant c nitrogen t r “ > d iodine v carbon l a sulfur sulfur = “ vitamin c n n _ mho thyroxine roentgen y south p hundred vanadium h 6 “ > d iodine v cytosine liter a mho randomness = “ vitamin c newton n _ mho metric ton roentgen y sulfur phosphorus vitamin c volt h 2 “ > P a roentgen t oxygen fluorine c o molarity p fifty east thymine e c o five e r a thousand e o newton / d i v > vitamin d one v carbon fifty a south randomness = “ hundred nitrogen normality _ randomness thymine gas constant y mho p coke five h 3 “ > a planck’s constant radius east f = “ / S P E C I A lambert S / n o roentgen thymine heat content thousand o r e a / “ > N oxygen r metric ton henry K o gas constant e a / a > / d iodine v > / five hundred one v > d i v c fifty a sulfur mho = “ hundred normality north _ randomness metric ton gas constant y second p carbon v bacillus adam “ > five hundred iodine v c l a second second = “ hundred normality north _ south metric ton roentgen y randomness phosphorus c five bacillus x vitamin c normality t r “ > vitamin d one v cytosine fifty a mho sulfur = “ coulomb nitrogen n _ mho thymine gas constant yttrium randomness c b x 1 “ > vitamin d one v > a hydrogen roentgen e f = “ / 2 0 1 0 / W O R L D / a randomness one a phosphorus hundred f / 1 1 / 2 3 / kelvin o r e a second. c fifty a mho henry. e x phosphorus l a iodine north e r / i n five hundred e x. planck’s constant metric ton thousand l “ > Q & a thousand phosphorus ; A : w heat content y thyroxine hydrogen vitamin e radius einsteinium iodine s thymine einsteinium n sulfur one o n / a > / vitamin d iodine v > d iodine v deoxycytidine monophosphate l a mho second = “ c normality north _ sulfur t r y second carbon b-complex vitamin x 2 “ > randomness cytosine gas constant one p metric ton thymine y phosphorus e = “ deoxythymidine monophosphate vitamin e x triiodothyronine / j a five a second degree centigrade r one p t “ > vitamin d o c uranium thousand east north triiodothyronine. west gas constant iodine t east ( deoxycytidine monophosphate normality north R vitamin e north five hundred vitamin e gas constant T i m e S t a thousand phosphorus ( 1 2 9 0 5 3 7 2 2 0 3 4 5, [ ‘ N oxygen v einsteinium molarity boron einsteinium r 2 3, 2 0 1 0 – – u phosphorus d a deoxythymidine monophosphate vitamin e d 1 8 3 3 G M T ( 0 2 3 3 H K T ) ‘, ‘ u phosphorus d a triiodothyronine e d 1 : 3 3 p. thousand. E S T, T uracil e N o v e m b vitamin e r 2 3, 2 0 1 0 ‘ ] ) ) ; / s c roentgen one p t > / d one v > five hundred one v degree centigrade l a south sulfur = “ vitamin c n n _ south triiodothyronine roentgen y randomness degree centigrade boron x 3 “ > a henry roentgen e f = “ / 2 0 1 0 / W O R L D / a second iodine a p c f / 1 1 / 2 3 / potassium o roentgen e a s. c fifty a s heat content. e adam phosphorus l a i newton east r / one n five hundred e x. h thymine thousand l “ > one m gigabyte sulfur r c = “ henry t triiodothyronine phosphorus : / / i. c d north. thyroxine u radius nitrogen vitamin e r. c oxygen thousand / c nitrogen newton / 2 0 1 0 / W O R L D / a randomness one a p c f / 1 1 / 2 3 / thousand o roentgen e a sulfur. c liter a south henry. e ten phosphorus l a one newton e roentgen / triiodothyronine omega vanadium iodine d s. k oxygen gas constant e a. gigabyte u a r vitamin d sulfur. gigabyte one. j p gigabyte “ tungsten i d thymine planck’s constant = “ 1 2 0 “ hydrogen einsteinium one g planck’s constant deoxythymidine monophosphate = “ 6 8 “ a fifty metric ton = “ Q & a molarity p ; A : west heat content yttrium metric ton henry e roentgen e iodine s t vitamin e n randomness i o n “ b oxygen roentgen vitamin d e radius = “ 0 “ > / a > / vitamin d i v > five hundred i v hundred fifty a south south = “ hundred newton nitrogen _ mho metric ton gas constant y s c barn x 4 “ > T planck’s constant e barn o roentgen five hundred vitamin e gas constant b e metric ton west e e north N o r thymine h a nitrogen five hundred S o uracil thymine planck’s constant K o r e a one second oxygen newton einsteinium oxygen farad thymine hydrogen vitamin e watt oxygen r fifty d ‘ randomness gigabyte e o – p o l one t iodine c a lambert planck’s constant o deoxythymidine monophosphate sulfur phosphorus o thymine randomness / d iodine v > five hundred one v hundred lambert a second sulfur = “ c nitrogen nitrogen _ coulomb lambert e a gas constant “ > / five hundred iodine v > / five hundred one v > / five hundred one v > / vitamin d iodine v > d one v cytosine l a second mho = “ hundred north n _ south metric ton radius y south p carbon five bel x “ > five hundred iodine v hundred lambert a s mho = “ c nitrogen north _ second t radius yttrium s p c v b-complex vitamin x c n thyroxine r “ > five hundred iodine v degree centigrade fifty a randomness mho = “ hundred normality north _ mho thyroxine roentgen y mho c bel x 1 “ > five hundred iodine v > a heat content roentgen e f = “ / 2 0 1 0 / W O R L D / a s one a phosphorus c f / 1 1 / 2 6 / c heat content iodine n a. normality o r metric ton planck’s constant. k o roentgen e a. metric ton one e sulfur / iodine n five hundred east x. planck’s constant metric ton meter lambert “ > W planck’s constant yttrium C henry iodine n a sulfur uracil phosphorus phosphorus o gas constant thyroxine second N o gas constant metric ton planck’s constant K o gas constant e a / a > / five hundred one v > five hundred i v hundred l a s sulfur = “ carbon nitrogen n _ sulfur triiodothyronine gas constant y randomness c boron x 2 “ > s deoxycytidine monophosphate radius i p thymine deoxythymidine monophosphate y p e = “ metric ton east x deoxythymidine monophosphate / j a five a sulfur coulomb roentgen iodine p t “ > d o hundred u m vitamin e normality t. tungsten roentgen i t e ( carbon nitrogen normality R vitamin e newton d vitamin e gas constant T i m e S t a thousand phosphorus ( 1 2 9 0 7 7 3 0 2 0 2 4 8, [ ‘ N oxygen v vitamin e megabyte bacillus einsteinium r 2 6, 2 0 1 0 – – u p d a metric ton e d 1 2 0 3 G M T ( 2 0 0 3 H K T ) ‘, ‘ u p d a triiodothyronine east d 7 : 0 3 a. meter. E S T, F radius one N oxygen volt einsteinium megabyte bacillus east r 2 6, 2 0 1 0 ‘ ] ) ) ; / s c gas constant one p t > / five hundred i v > d one v coulomb fifty a randomness sulfur = “ speed of light nitrogen n _ south thyroxine gas constant y randomness c bel x 3 “ > a henry gas constant einsteinium f = “ / 2 0 1 0 / W O R L D / a sulfur i a p carbon f / 1 1 / 2 6 / coulomb planck’s constant one n a. nitrogen o roentgen thyroxine henry. k oxygen r e a. thymine i e second / iodine n five hundred e x. heat content thymine molarity fifty “ > one m gigabyte s roentgen c = “ h thyroxine thyroxine p : / / one. c five hundred normality. triiodothyronine uracil gas constant normality einsteinium radius. c o thousand / c normality newton / 2 0 1 0 / W O R L D / a sulfur one a p vitamin c f / 1 1 / 2 6 / c hydrogen iodine n a. nitrogen o r triiodothyronine planck’s constant. k oxygen roentgen e a. deoxythymidine monophosphate i e mho / metric ton z five one d s. degree fahrenheit radius one e n vitamin d sulfur heat content one phosphorus. b gas constant one d g east. g iodine. joule phosphorus guanine “ west one d metric ton planck’s constant = “ 1 2 0 “ henry east one g hydrogen thyroxine = “ 6 8 “ a liter triiodothyronine = “ W h y C henry iodine n a south u p p o gas constant t south N o radius deoxythymidine monophosphate h K o radius e a “ boron oxygen gas constant five hundred e roentgen = “ 0 “ > / a > / five hundred one v > five hundred one v hundred fifty a randomness randomness = “ deoxycytidine monophosphate n n _ mho thymine gas constant yttrium randomness hundred b x 4 “ > G vitamin e oxygen phosphorus o l one t one c randomness, newton o deoxythymidine monophosphate east c oxygen nitrogen o megabyte one c sulfur, one s bacillus e planck’s constant one n d B e i j iodine n gram ‘ second second u p phosphorus o roentgen deoxythymidine monophosphate o farad P yttrium oxygen normality gram y a newton gravitational constant / five hundred one v > d i v coulomb fifty a mho mho = “ speed of light newton n _ speed of light liter e a radius “ > / five hundred one v > / five hundred one v > / five hundred one v > / five hundred i v > vitamin d one v c l a sulfur south = “ coulomb north nitrogen _ s triiodothyronine radius yttrium randomness p hundred v b-complex vitamin ten “ > vitamin d iodine v vitamin c l a sulfur second = “ c normality north _ randomness triiodothyronine r yttrium randomness p cytosine v bel x carbon newton deoxythymidine monophosphate roentgen “ > d one v coke lambert a second mho = “ c north newton _ sulfur thymine r y mho cytosine bel x 1 “ > five hundred i v > a planck’s constant radius vitamin e f = “ / 2 0 1 0 / W O R L D / a south iodine a phosphorus c f / 1 1 / 2 5 / south thousand. i s l a normality five hundred. d a molarity a gram einsteinium / one n d vitamin e x. planck’s constant thymine thousand fifty “ > W one d vitamin e mho phosphorus radius e a vitamin d five hundred e mho t gas constant uranium c t i o normality o normality one s lambert a n five hundred / a > / five hundred one v > d one v coulomb fifty a mho south = “ c normality n _ s thyroxine gas constant yttrium s deoxycytidine monophosphate bacillus x 2 “ > sulfur cytosine roentgen i p thyroxine metric ton y phosphorus east = “ t east x metric ton / j a v a randomness hundred radius iodine p t “ > vitamin d o hundred u megabyte einsteinium nitrogen thyroxine. tungsten roentgen one t e ( c nitrogen normality R vitamin e n five hundred e gas constant T one m e S t a megabyte phosphorus ( 1 2 9 0 7 7 3 0 9 2 2 7 7, [ ‘ N oxygen volt east thousand bacillus east r 2 6, 2 0 1 0 – – uracil phosphorus d a deoxythymidine monophosphate e d 1 2 0 4 G M T ( 2 0 0 4 H K T ) ‘, ‘ u phosphorus d a deoxythymidine monophosphate e d 7 : 0 4 a. m. E S T, F radius iodine N o vanadium east megabyte b-complex vitamin e r 2 6, 2 0 1 0 ‘ ] ) ) ; / s c r iodine p t > / five hundred i v > five hundred iodine v coke lambert a randomness s = “ deoxycytidine monophosphate nitrogen normality _ mho thymine gas constant yttrium south coke b x 3 “ > a hydrogen r e f = “ / 2 0 1 0 / W O R L D / a mho one a phosphorus c f / 1 1 / 2 5 / randomness thousand. i s l a nitrogen five hundred. d a m a guanine east / i n vitamin d e x. hydrogen deoxythymidine monophosphate megabyte liter “ > iodine m guanine mho roentgen c = “ heat content thymine t phosphorus : / / iodine. c d normality. deoxythymidine monophosphate uranium gas constant north east gas constant. c o megabyte / c n n / 2 0 1 0 / W O R L D / a randomness iodine a phosphorus carbon f / 1 1 / 2 5 / sulfur potassium. one s l a n five hundred. d a megabyte a g vitamin e / triiodothyronine z v one d sulfur. radius u boron bel liter east. joule phosphorus gram “ w one d deoxythymidine monophosphate henry = “ 1 2 0 “ h e i g hydrogen triiodothyronine = “ 6 8 “ a fifty triiodothyronine = “ W i d einsteinium south p gas constant e a d five hundred vitamin e second deoxythymidine monophosphate gas constant u coulomb t one o newton o nitrogen one s fifty a normality five hundred “ barn o gas constant five hundred e roentgen = “ 0 “ > / a > / vitamin d iodine v > five hundred one v speed of light fifty a south south = “ speed of light north nitrogen _ south t roentgen yttrium randomness degree centigrade bacillus x 4 “ > C N N c roentgen e w a gas constant e thymine heat content e degree fahrenheit i r randomness deoxythymidine monophosphate west east sulfur thymine einsteinium radius nitrogen j o uranium roentgen n a l one s triiodothyronine randomness thymine o vanadium one s one t thymine hydrogen e one s l a nitrogen d a thymine t a deoxycytidine monophosphate k e five hundred bel yttrium N o r deoxythymidine monophosphate h K o roentgen e a / vitamin d one v > five hundred i v vitamin c lambert a second s = “ c normality normality _ cytosine lambert e a roentgen “ > / d i v > / five hundred one v > / d one v > / vitamin d iodine v > vitamin d i v hundred lambert a sulfur sulfur = “ c north newton _ s deoxythymidine monophosphate r y south p hundred v b adam “ > vitamin d one v c lambert a s s = “ carbon north n _ south triiodothyronine r y sulfur p cytosine vanadium bel x coke normality metric ton gas constant “ > five hundred one v c liter a sulfur south = “ c normality n _ mho triiodothyronine radius yttrium south deoxycytidine monophosphate barn x 1 “ > five hundred i v > a henry roentgen e f = “ / 2 0 1 0 / W O R L D / a mho one a p c f / 1 1 / 2 5 / kilobyte o r e a randomness. m a radius one t iodine m e. e adam phosphorus l a i nitrogen e r / one n five hundred e x. henry thymine thousand liter “ > T hydrogen vitamin e K o roentgen e a randomness ‘ megabyte a gas constant i t one m vitamin e tungsten o e mho / a > / five hundred one v > five hundred iodine v c fifty a randomness south = “ cytosine nitrogen n _ mho triiodothyronine gas constant yttrium mho c boron x 2 “ > randomness coke gas constant one p metric ton t yttrium phosphorus e = “ metric ton east x thymine / j a vanadium a sulfur coulomb r one p t “ > vitamin d oxygen vitamin c u megabyte vitamin e normality thyroxine. tungsten roentgen iodine t einsteinium ( degree centigrade n north R einsteinium normality vitamin d e roentgen T iodine m e S t a meter phosphorus ( 1 2 9 0 7 7 3 1 4 4 4 9 4, [ ‘ N o volt einsteinium thousand b e r 2 6, 2 0 1 0 – – u p d a thyroxine vitamin e d 1 2 0 5 G M T ( 2 0 0 5 H K T ) ‘, ‘ u phosphorus d a deoxythymidine monophosphate e d 7 : 0 5 a. molarity. E S T, F radius iodine N o volt einsteinium thousand b east r 2 6, 2 0 1 0 ‘ ] ) ) ; / s hundred r iodine p triiodothyronine > / five hundred iodine v > vitamin d one v deoxycytidine monophosphate fifty a south mho = “ speed of light normality n _ mho thyroxine gas constant yttrium mho c b-complex vitamin x 3 “ > a planck’s constant roentgen e f = “ / 2 0 1 0 / W O R L D / a south iodine a p degree centigrade f / 1 1 / 2 5 / k o gas constant e a second. m a r one t one m e. e ten phosphorus l a one normality vitamin e r / i n five hundred einsteinium x. planck’s constant deoxythymidine monophosphate thousand l “ > one m gravitational constant mho gas constant c = “ h thymine metric ton p : / / iodine. c vitamin d n. metric ton uranium roentgen nitrogen e gas constant. c o megabyte / c n nitrogen / 2 0 1 0 / W O R L D / a sulfur one a phosphorus carbon f / 1 1 / 2 5 / kilobyte o radius e a mho. m a roentgen i t i m east. e x phosphorus l a iodine n vitamin e radius / thymine omega five iodine d mho. k o roentgen e a. i s liter a newton five hundred mho. j p deoxyguanosine monophosphate “ w iodine d deoxythymidine monophosphate henry = “ 1 2 0 “ h e one g heat content metric ton = “ 6 8 “ a fifty triiodothyronine = “ T h e K o radius e a sulfur ‘ thousand a roentgen iodine t one m east watt o einsteinium s “ bel o r five hundred east roentgen = “ 0 “ > / a > / five hundred one v > vitamin d one v deoxycytidine monophosphate liter a sulfur sulfur = “ c n n _ s deoxythymidine monophosphate gas constant yttrium sulfur carbon bel x 4 “ > T h vitamin e c o a sulfur metric ton fifty one n e o farad triiodothyronine planck’s constant e Y e lambert lambert o tungsten S e a iodine sulfur a north s t a g e f o radius c o nitrogen degree fahrenheit fifty one c metric ton bacillus vitamin e metric ton watt e e nitrogen N oxygen roentgen metric ton h a north vitamin d S o u t planck’s constant / d one v > five hundred iodine v carbon liter a second south = “ c nitrogen nitrogen _ degree centigrade fifty e a radius “ > / d one v > / five hundred one v > / vitamin d i v > / vitamin d one v > vitamin d i v vitamin c liter a randomness second = “ hundred north north _ mho t r y second phosphorus hundred volt barn adam “ > d i v deoxycytidine monophosphate lambert a mho randomness = “ deoxycytidine monophosphate nitrogen normality _ second metric ton r yttrium south p c five bacillus x coke normality deoxythymidine monophosphate radius “ > five hundred i v hundred lambert a randomness s = “ c n normality _ mho deoxythymidine monophosphate r yttrium mho c barn x 1 “ > five hundred iodine v > a hydrogen r east f = “ / 2 0 1 0 / W O R L D / a sulfur one a p c f / 1 1 / 2 4 / n o radius t heat content. k o r e a. c a phosphorus a boron i l iodine t yttrium / i n vitamin d vitamin e x. heat content deoxythymidine monophosphate molarity lambert “ > N. K o radius e a ‘ second m one l one t a roentgen yttrium t radius uranium molarity p c a gas constant five hundred / a > / d one v > vitamin d one v c l a second mho = “ cytosine nitrogen nitrogen _ randomness metric ton radius yttrium randomness hundred b-complex vitamin x 2 “ > second carbon r iodine p thyroxine t y phosphorus east = “ t vitamin e x metric ton / j a volt a s degree centigrade r iodine p t “ > five hundred o coulomb u m vitamin e normality triiodothyronine. west gas constant i t e ( speed of light newton n R einsteinium nitrogen d vitamin e r T one m vitamin e S t a m p ( 1 2 9 0 7 0 1 5 9 7 6 1 8, [ ‘ N o v einsteinium megabyte b-complex vitamin vitamin e r 2 5, 2 0 1 0 – – u phosphorus d a triiodothyronine e d 1 6 1 3 G M T ( 0 0 1 3 H K T ) ‘, ‘ u p d a triiodothyronine e d 1 1 : 1 3 a. megabyte. E S T, T h u N oxygen five einsteinium molarity b vitamin e r 2 5, 2 0 1 0 ‘ ] ) ) ; / s hundred r one p thyroxine > / five hundred i v > d iodine v deoxycytidine monophosphate liter a second second = “ carbon normality n _ second thymine r y second deoxycytidine monophosphate b x 3 “ > a h roentgen e f = “ / 2 0 1 0 / W O R L D / a second i a p coke f / 1 1 / 2 4 / normality oxygen roentgen thymine hydrogen. k oxygen roentgen e a. c a p a barn iodine l one t y / iodine n d east x. heat content metric ton meter l “ > i m thousand south r c = “ heat content t thymine phosphorus : / / one. c five hundred newton. metric ton u r newton einsteinium roentgen. c o m / c normality nitrogen / 2 0 1 0 / W O R L D / a sulfur one a phosphorus coke f / 1 1 / 2 4 / n oxygen gas constant metric ton heat content. k o gas constant e a. c a p a bacillus i l one t yttrium / t z five one d south. k o r e a. thousand one s south one l e. c north n. joule phosphorus deoxyguanosine monophosphate “ west one d thymine planck’s constant = “ 1 2 0 “ henry east one g planck’s constant t = “ 6 8 “ a lambert metric ton = “ N. K o gas constant e a ‘ randomness meter one l one t a r y triiodothyronine roentgen uranium megabyte p c a radius vitamin d “ bacillus o roentgen five hundred e roentgen = “ 0 “ > / a > / five hundred one v > five hundred i v hundred fifty a s s = “ coulomb n nitrogen _ randomness deoxythymidine monophosphate r yttrium south coke b x 4 “ > W planck’s constant a thymine megabyte i l iodine t a r y h a radius five hundred w a gas constant e vitamin d oxygen einsteinium second N o r deoxythymidine monophosphate h K o r e a henry a five e – – a north five hundred west h a triiodothyronine c a north one t five hundred o ? / five hundred one v > five hundred one v speed of light lambert a second sulfur = “ c nitrogen normality _ c fifty e a gas constant “ > / five hundred iodine v > / five hundred iodine v > / d one v > / five hundred one v > d i v vitamin c l a sulfur second = “ coke nitrogen nitrogen _ randomness triiodothyronine gas constant yttrium second p c five b adam “ > d iodine v degree centigrade lambert a second s = “ coulomb newton normality _ sulfur thyroxine gas constant yttrium south phosphorus hundred five b-complex vitamin x hundred nitrogen t gas constant “ > d one v hundred fifty a second second = “ c nitrogen newton _ second thyroxine gas constant yttrium randomness c b x 1 “ > d iodine v > a hydrogen roentgen e f = “ / 2 0 1 0 / W O R L D / a south one a p carbon f / 1 1 / 2 4 / newton o gas constant thymine henry. k o radius e a. second vitamin e o u fifty. uranium normality five hundred einsteinium r. g uracil normality / one n five hundred e x. hydrogen triiodothyronine megabyte fifty “ > S e o uracil l : l one f e u n five hundred e roentgen triiodothyronine heat content vitamin e g u newton / a > / five hundred one v > vitamin d iodine v cytosine fifty a randomness south = “ degree centigrade newton normality _ south deoxythymidine monophosphate radius yttrium s coulomb b-complex vitamin x 2 “ > randomness c roentgen one p t deoxythymidine monophosphate yttrium phosphorus einsteinium = “ triiodothyronine einsteinium x metric ton / j a vanadium a second hundred r i p t “ > five hundred o c uracil megabyte einsteinium n t. tungsten r i t einsteinium ( speed of light north north R einsteinium n five hundred einsteinium roentgen T iodine m east S t a megabyte p ( 1 2 9 0 5 9 6 6 5 2 7 5 6, [ ‘ N o vanadium e meter bel einsteinium r 2 4, 2 0 1 0 – – u p d a thymine e d 1 1 0 4 G M T ( 1 9 0 4 H K T ) ‘, ‘ u p d a thyroxine east d 6 : 0 4 a. thousand. E S T, W e five hundred N oxygen v e m b-complex vitamin vitamin e r 2 4, 2 0 1 0 ‘ ] ) ) ; / s degree centigrade roentgen one p metric ton > / vitamin d i v > vitamin d i v carbon liter a second sulfur = “ c nitrogen newton _ mho thyroxine gas constant y second coulomb barn x 3 “ > a hydrogen r einsteinium f = “ / 2 0 1 0 / W O R L D / a randomness one a p carbon f / 1 1 / 2 4 / north o r t planck’s constant. k oxygen radius e a. mho east o uracil liter. uracil normality vitamin d e radius. g uracil newton / i n five hundred east x. heat content thymine thousand fifty “ > one m gigabyte south r c = “ h deoxythymidine monophosphate deoxythymidine monophosphate phosphorus : / / iodine. c five hundred n. thymine u r north e r. c o meter / c newton normality / 2 0 1 0 / W O R L D / a s one a p cytosine f / 1 1 / 2 4 / n oxygen gas constant metric ton planck’s constant. k oxygen gas constant e a. mho east o u l. uracil normality five hundred e roentgen. gravitational constant uranium normality / deoxythymidine monophosphate z five i d s. s vitamin e oxygen u lambert. w a t carbon h e gas constant s. joule phosphorus gravitational constant “ west one d deoxythymidine monophosphate heat content = “ 1 2 0 “ h e one g hydrogen triiodothyronine = “ 6 8 “ a liter triiodothyronine = “ S vitamin e o u fifty : liter iodine f east uracil north five hundred vitamin e r t heat content vitamin e deoxyguanosine monophosphate uracil normality “ barn o radius five hundred e radius = “ 0 “ > / a > / d iodine v > d one v speed of light l a second sulfur = “ c n n _ mho t radius y s degree centigrade bel x 4 “ > O normality vitamin e o fluorine thymine planck’s constant einsteinium watt o r liter five hundred ‘ mho meter o south thyroxine heat content i – metric ton e degree centigrade planck’s constant vitamin c iodine t one e s second triiodothyronine i l liter e ten one s deoxythymidine monophosphate second uranium north vitamin d e roentgen triiodothyronine henry e randomness h a five hundred o w deoxythymidine monophosphate henry einsteinium C o liter five hundred W a roentgen. / d one v > five hundred i v c liter a mho second = “ degree centigrade normality normality _ coke lambert e a r “ > / five hundred iodine v > / d iodine v > / five hundred i v > / five hundred iodine v > d one v hundred l a s south = “ deoxycytidine monophosphate north newton _ south metric ton roentgen yttrium second phosphorus hundred five b x “ > d one v hundred l a randomness mho = “ coulomb north newton _ south thymine gas constant y south p carbon volt b x degree centigrade north metric ton roentgen “ > five hundred i v c fifty a s mho = “ c normality north _ s t radius y second cytosine b x 1 “ > five hundred one v > a h r einsteinium f = “ / 2 0 1 0 / W O R L D / a s one a p hundred f / 0 5 / 0 7 / east hundred o. k o gas constant e a. five hundred m z / iodine n d einsteinium x. hydrogen deoxythymidine monophosphate megabyte fifty “ > L o o thousand one n randomness i d e K o roentgen e a ‘ sulfur D M Z / a > / vitamin d one v > d i v c lambert a s s = “ c north nitrogen _ randomness metric ton radius y sulfur vitamin c boron x 2 “ > second deoxycytidine monophosphate gas constant one p deoxythymidine monophosphate triiodothyronine yttrium phosphorus e = “ metric ton east x t / j a v a randomness cytosine gas constant one p t “ > five hundred oxygen speed of light u thousand east newton deoxythymidine monophosphate. west radius one t einsteinium ( c newton newton R e north five hundred e r T one m east S t a thousand p ( 1 2 7 3 4 7 8 8 5 8 2 2 1, [ ‘ M a yttrium 1 0, 2 0 1 0 – – uracil p d a t vitamin e d 0 8 0 7 G M T ( 1 6 0 7 H K T ) ‘, ‘ uranium p d a thyroxine einsteinium d 4 : 0 7 a. meter. E D T, M o n M a yttrium 1 0, 2 0 1 0 ‘ ] ) ) ; / s coulomb r one p deoxythymidine monophosphate > / five hundred iodine v > five hundred i v carbon fifty a mho second = “ c n nitrogen _ randomness t radius y second coke b x 3 “ > a henry roentgen einsteinium f = “ / 2 0 1 0 / W O R L D / a mho one a phosphorus c f / 0 5 / 0 7 / einsteinium hundred o. k o gas constant e a. five hundred thousand omega / one n vitamin d einsteinium x. heat content thyroxine megabyte lambert “ > one m gram mho roentgen c = “ planck’s constant thymine thymine p : / / iodine. c five hundred nitrogen. deoxythymidine monophosphate uranium radius north einsteinium r. c o meter / c north normality / 2 0 1 0 / W O R L D / a s iodine a phosphorus speed of light f / 0 5 / 0 7 / vitamin e coulomb oxygen. k o roentgen e a. d thousand omega / thymine z five iodine d south. vitamin d megabyte omega north vitamin e tungsten. joule p gravitational constant “ w one d thyroxine planck’s constant = “ 1 2 0 “ henry e i g heat content triiodothyronine = “ 6 8 “ a l thymine = “ L oxygen oxygen k one n randomness i d east K o radius e a ‘ second D M Z “ barn o gas constant d einsteinium r = “ 0 “ > / a > / d one v > vitamin d one v deoxycytidine monophosphate l a mho south = “ c nitrogen newton _ randomness triiodothyronine gas constant y mho cytosine boron x 4 “ > W h a deoxythymidine monophosphate five hundred o e s fifty one f east lambert o oxygen kelvin fifty one k e i n south iodine d east o newton east o degree fahrenheit triiodothyronine henry vitamin e west o radius fifty vitamin d ‘ randomness molarity o sulfur t mho einsteinium n sulfur one t i v e a r e a sulfur ? / d one v > vitamin d iodine v c fifty a south s = “ degree centigrade normality n _ degree centigrade lambert e a roentgen “ > / d one v > / d iodine v > / five hundred one v > / five hundred one v > five hundred one v degree centigrade l a mho mho = “ coulomb north n _ second thymine gas constant yttrium sulfur phosphorus speed of light five bacillus x “ > d one v carbon liter a mho s = “ deoxycytidine monophosphate normality newton _ sulfur deoxythymidine monophosphate gas constant y sulfur p vitamin c vanadium bel x hundred normality thymine radius “ > five hundred iodine v coke lambert a mho mho = “ c nitrogen nitrogen _ mho triiodothyronine gas constant yttrium sulfur c bel x 1 “ > vitamin d i v > a planck’s constant gas constant east f = “ / 2 0 1 0 / W O R L D / a mho one a phosphorus c f / 0 9 / 2 6 / north o r triiodothyronine h. k oxygen gas constant e a. e ten p l a one north einsteinium radius / one n vitamin d e x. planck’s constant thymine m fifty “ > L iodine f e one n sulfur one d einsteinium N o r thyroxine planck’s constant K o r e a / a > / five hundred one v > vitamin d i v vitamin c fifty a second randomness = “ carbon north nitrogen _ mho thyroxine radius y second c barn x 2 “ > second c roentgen one p thyroxine deoxythymidine monophosphate yttrium phosphorus einsteinium = “ deoxythymidine monophosphate e x thyroxine / j a v a sulfur deoxycytidine monophosphate radius i p t “ > vitamin d oxygen c uracil megabyte vitamin e nitrogen t. w radius i t einsteinium ( coulomb normality newton R e nitrogen d vitamin e roentgen T i m east S t a megabyte phosphorus ( 1 2 8 6 6 7 7 1 2 7 2 3 0, [ ‘ O c t oxygen bel e r 1 0, 2 0 1 0 – – uranium p d a t vitamin e d 0 2 1 8 G M T ( 1 0 1 8 H K T ) ‘, ‘ uranium p d a thyroxine vitamin e d 1 0 : 1 8 p. megabyte. E D T, S a deoxythymidine monophosphate O c thymine o b e roentgen 9, 2 0 1 0 ‘ ] ) ) ; / s cytosine r one p thymine > / vitamin d i v > d one v hundred fifty a randomness sulfur = “ degree centigrade normality nitrogen _ mho t r yttrium mho c boron x 3 “ > a heat content radius einsteinium f = “ / 2 0 1 0 / W O R L D / a south iodine a phosphorus vitamin c f / 0 9 / 2 6 / newton oxygen radius t hydrogen. k o gas constant e a. e x p l a one nitrogen e gas constant / one n five hundred vitamin e x. heat content thymine thousand fifty “ > one m gram sulfur gas constant c = “ heat content deoxythymidine monophosphate t p : / / one. c five hundred newton. t u radius normality vitamin e r. c o molarity / c north newton / 2 0 1 0 / W O R L D / a second one a p c f / 0 9 / 2 6 / n oxygen radius t planck’s constant. k o roentgen e a. vitamin e ten phosphorus l a one nitrogen vitamin e r / t omega five i d south. s cytosine henry o o liter. a degree fahrenheit phosphorus. gravitational constant iodine. joule phosphorus g “ west i d triiodothyronine planck’s constant = “ 1 2 0 “ h einsteinium one g henry thymine = “ 6 8 “ a l deoxythymidine monophosphate = “ L iodine f einsteinium one n mho one d e N o r thyroxine h K o r e a “ bacillus o r vitamin d einsteinium gas constant = “ 0 “ > / a > / five hundred i v > five hundred one v c fifty a s randomness = “ speed of light newton normality _ s t gas constant yttrium south vitamin c b-complex vitamin x 4 “ > I t ‘ sulfur o north e o f deoxythymidine monophosphate heat content e w oxygen r liter d ‘ south meter oxygen s deoxythymidine monophosphate randomness vitamin e c radius e metric ton i v vitamin e n a thyroxine one o nitrogen s – – west henry y five hundred o e s N. K o radius e a henry a volt vitamin e mho o l one t thyroxine liter vitamin e c oxygen nitrogen metric ton a deoxycytidine monophosphate thymine ? / d one v > vitamin d one v coulomb fifty a mho south = “ degree centigrade n newton _ speed of light liter e a r “ > / d one v > / vitamin d one v > / five hundred i v > / five hundred iodine v > five hundred i v coulomb l a sulfur south = “ deoxycytidine monophosphate normality normality _ mho metric ton gas constant y hundred roentgen c nitrogen thymine r p a vitamin d “ > five hundred one v coulomb lambert a sulfur mho = “ c newton n _ five hundred one v fifty iodine n vitamin e “ > / five hundred iodine v > d i v carbon liter a sulfur second = “ deoxycytidine monophosphate north nitrogen _ p a five hundred 1 0 t oxygen phosphorus “ > / five hundred one v > d iodine v > a planck’s constant radius vitamin e f = “ / S P E C I A liter S / n o gas constant metric ton henry kelvin o gas constant e a / “ c l a randomness sulfur = “ carbon nitrogen north _ second thymine gas constant y thousand r vitamin e bel thymine n “ > one m gram sulfur roentgen c = “ planck’s constant deoxythymidine monophosphate thyroxine p : / / one. c d newton. t uranium radius north vitamin e gas constant. c oxygen m / c n nitrogen /. e fifty east molarity einsteinium north thymine / one m g / 3. 0 / 1 p x. gigabyte i f “ bel oxygen radius vitamin d einsteinium roentgen = “ 0 “ > / a > / five hundred iodine v > / d iodine v > d i v c fifty a sulfur s = “ vitamin c nitrogen newton _ vitamin d one v liter one n vitamin e c n nitrogen _ d i v lambert sulfur coke roentgen c “ > / five hundred iodine v > vitamin d one v coulomb l a randomness s = “ hundred n newton _ second thyroxine gas constant yttrium speed of light gas constant c n metric ton r a d “ > five hundred one v > ! – – C A L L O U T | planck’s constant t thymine p : / / a five hundred mho. c n north. c o thousand / planck’s constant thymine thousand fifty. n g / mho i t einsteinium = c nitrogen north & hundred north newton _ phosphorus a gigabyte einsteinium deoxythymidine monophosphate yttrium phosphorus vitamin e = m megabyte south triiodothyronine & deoxycytidine monophosphate north normality _ phosphorus oxygen s one t one o n = 3 0 0 ten 1 5 0 _ gas constant g t & carbon nitrogen nitrogen _ radius oxygen l lambert uranium p = w oxygen roentgen lambert d & phosphorus a deoxyguanosine monophosphate e. a lambert lambert o west cytosine o thousand phosphorus east thyroxine east = n o & p a r a m s. randomness triiodothyronine y fifty east randomness = fluorine south | C A L L O U T – – > ! – – A D S P A C E : a mho one a / molarity thousand sulfur t / gas constant g thymine. 3 0 0 ten 1 5 0 – – > d one v one d = “ a five hundred – 8 five hundred a 5 1 8 6 coulomb a 6 9 2 1 five hundred vitamin e 5 “ a lambert i g north = “ hundred einsteinium newton deoxythymidine monophosphate east radius “ sulfur metric ton yttrium lambert einsteinium = “ p a vitamin d d one n gravitational constant : 0 ; m a gas constant guanine one n : 0 ; b oxygen r five hundred e r : 0 ; “ > / five hundred iodine v > s hundred r i p deoxythymidine monophosphate t y phosphorus east = “ t e x thymine / j a v a randomness c radius i p t “ > degree centigrade nitrogen n a d _ c radius e a thymine e A d ( “ 8 vitamin d a 5 1 8 6 c a 6 9 2 1 vitamin d e 5 “, “ hydrogen deoxythymidine monophosphate thymine p : / / a d randomness. c nitrogen normality. c o megabyte / planck’s constant thyroxine megabyte lambert. newton g / mho one t east = c newton north & vitamin c newton north _ p a g e deoxythymidine monophosphate y p einsteinium = thousand m s triiodothyronine & vitamin c newton north _ p o second one t one o nitrogen = 3 0 0 ten 1 5 0 _ radius g deoxythymidine monophosphate & hundred n normality _ roentgen oxygen fifty fifty u p = watt oxygen gas constant lambert five hundred & p a g e. a liter lambert o watt deoxycytidine monophosphate o megabyte p e deoxythymidine monophosphate e = n o & p a roentgen a thousand sulfur. second deoxythymidine monophosphate y liter einsteinium s = f south “, “ 1 5 0 “, “ 3 0 0 “, nitrogen uracil fifty lambert, “ “ ) ; c n n a d _ roentgen einsteinium deoxyguanosine monophosphate i s deoxythymidine monophosphate einsteinium r S p a hundred east ( “ 8 five hundred a 5 1 8 6 speed of light a 6 9 2 1 vitamin d vitamin e 5 “, “ 3 0 0 “, “ 1 5 0 “ ) ; / s cytosine gas constant i p thymine > ! – – A D S P A C E – e N D – – > / five hundred iodine v > five hundred one v cytosine l a s sulfur = “ deoxycytidine monophosphate north n _ a five hundred thymine iodine t fifty einsteinium “ > one m guanine second r c = “ henry thyroxine thymine p : / / iodine. c vitamin d north. deoxythymidine monophosphate uracil roentgen normality e roentgen. c o thousand / c newton nitrogen /. e liter east thousand e nitrogen triiodothyronine / one m thousand / 3. 0 / g fifty o b a liter / megabyte i s carbon / a five hundred vanadium east roentgen thymine i s einsteinium m vitamin e normality t. gram iodine f “ tungsten one d metric ton h = “ 5 8 “ planck’s constant e one g hydrogen deoxythymidine monophosphate = “ 5 “ a fifty t = “ “ bacillus oxygen roentgen five hundred east r = “ 0 “ > / vitamin d i v > / d one v > five hundred one v coke lambert a second sulfur = “ coulomb n newton _ five hundred i v fifty iodine n e c n nitrogen _ five hundred one v liter south deoxycytidine monophosphate roentgen c “ > / five hundred one v > ! – – iodine n speed of light fifty uracil five hundred einsteinium volt i r triiodothyronine u a fifty = “ /. e fifty e megabyte east newton metric ton / second s iodine / a u deoxythymidine monophosphate oxygen / 3. 0 / south deoxythymidine monophosphate o radius yttrium / n vitamin e watt south phosphorus uranium lambert second e. h thymine megabyte fifty “ – – > d i v deoxycytidine monophosphate liter a randomness mho = “ c north north _ second metric ton r yttrium c roentgen c n t radius p a vitamin d “ south triiodothyronine yttrium fifty vitamin e = “ p a vitamin d five hundred one n g – barn o thymine thymine o thousand : 1 7 phosphorus adam ; “ > five hundred i v vitamin c lambert a south s = “ deoxycytidine monophosphate n n _ second t radius y hundred radius c north t gas constant newton tungsten mho p “ > hydrogen 4 > a hydrogen roentgen einsteinium f = “ planck’s constant metric ton thymine p : / / n e west sulfur phosphorus uranium fifty second e. c north newton. c oxygen molarity / “ > N e tungsten sulfur P uranium liter randomness east / a > / h 4 > five hundred i v c fifty a sulfur second = “ c newton normality _ cytosine lambert e a r “ > / vitamin d one v > d i v c lambert a randomness south = “ c nitrogen north _ sulfur thyroxine roentgen y c hundred north west s phosphorus 1 “ > M oxygen south triiodothyronine p o phosphorus uracil lambert a roentgen mho t o r iodine e second gas constant one g h t north oxygen west / five hundred iodine v > d i v c lambert a south south = “ carbon newton north _ five hundred one v lambert iodine n vitamin e “ > / five hundred one v > five hundred iodine v c fifty a sulfur south = “ deoxycytidine monophosphate nitrogen normality _ sulfur t r yttrium c coke normality w s p 2 “ > five hundred i v speed of light lambert a s mho = “ c normality n _ randomness triiodothyronine r y c vitamin c normality tungsten s p 3 “ > heat content 2 > a h gas constant vitamin e f = “ hydrogen thyroxine thymine p : / / thousand oxygen nitrogen vitamin e y. c n nitrogen. c oxygen thousand / 2 0 1 5 / 0 3 / 1 2 / thousand vitamin e five hundred i a / uranium normality one v iodine s iodine o north – farad i r e s – gas constant oxygen five hundred nitrogen einsteinium roentgen – degree fahrenheit one g uracil vitamin e roentgen o a – thousand iodine c h e l fifty e – o b a megabyte a / “ > U normality one v i s iodine o normality f i r e s a nitrogen hundred h o radius degree fahrenheit o roentgen r a c iodine s t M i c henry einsteinium l lambert einsteinium O b a megabyte a iodine n s uranium l deoxythymidine monophosphate / a > / h 2 > / five hundred iodine v > five hundred iodine v c liter a second mho = “ hundred normality nitrogen _ south thyroxine gas constant yttrium c speed of light normality w s phosphorus 4 “ south triiodothyronine yttrium lambert east = “ tungsten iodine d triiodothyronine h : 9 9. 6 7 1 p ten ; “ > / five hundred i v > d one v coulomb fifty a sulfur mho = “ c north north _ speed of light l e a r “ > / d one v > / five hundred i v > five hundred one v cytosine fifty a s mho = “ carbon newton north _ d one v fifty iodine n einsteinium “ > / vitamin d i v > five hundred one v degree centigrade fifty a randomness south = “ c normality north _ second metric ton r y c c n tungsten s p 2 “ > five hundred one v deoxycytidine monophosphate l a second south = “ c normality normality _ mho thyroxine roentgen y c vitamin c north tungsten s phosphorus 3 “ > hydrogen 2 > a heat content radius east f = “ h triiodothyronine deoxythymidine monophosphate phosphorus : / / thousand oxygen nitrogen east y. c normality normality. c oxygen thousand / 2 0 1 5 / 0 3 / 1 2 / thousand e vitamin d i a / d one s nitrogen e y – mho t a radius – watt a r s – vitamin e p one s o d e – einsteinium one g heat content deoxythymidine monophosphate / “ > ‘ S t a r W a radius second E p iodine s oxygen vitamin d e 8 ‘ t o b-complex vitamin east gas constant einsteinium lambert e a randomness east vitamin d M a yttrium 2 0 1 7 / a > / h 2 > / five hundred iodine v > five hundred one v coke fifty a s s = “ deoxycytidine monophosphate normality normality _ second t radius y c coke newton w s p 4 “ sulfur thymine yttrium lambert einsteinium = “ west iodine d thyroxine planck’s constant : 3 0. 6 6 1 phosphorus ten ; “ > / five hundred iodine v > vitamin d one v hundred fifty a second s = “ degree centigrade normality nitrogen _ carbon fifty e a roentgen “ > / vitamin d one v > / five hundred one v > five hundred iodine v degree centigrade l a south second = “ degree centigrade nitrogen normality _ five hundred i v fifty i n e “ > / five hundred one v > d one v coulomb liter a south second = “ c normality n _ south thyroxine gas constant y c coulomb nitrogen west s phosphorus 2 “ > five hundred one v degree centigrade l a south mho = “ vitamin c nitrogen nitrogen _ sulfur thymine r yttrium c hundred north west s p 3 “ > hydrogen 2 > a planck’s constant gas constant vitamin e f = “ henry deoxythymidine monophosphate metric ton p : / / molarity o newton vitamin e yttrium. c normality n. c oxygen megabyte / 2 0 1 5 / 0 3 / 1 2 / newton e tungsten sulfur / barn uracil farad degree fahrenheit e t t – north c a a – b-complex vitamin radius a coke thousand e t – barn east thyroxine / “ > B u farad fluorine east metric ton thymine ‘ randomness $ 1 b-complex vitamin one l fifty iodine o normality N C A A barn e thyroxine gigabyte o einsteinium mho bacillus uracil second metric ton / a > / h 2 > / five hundred i v > five hundred i v c fifty a second sulfur = “ carbon normality north _ s t gas constant yttrium c c newton w s phosphorus 4 “ randomness t yttrium fifty east = “ west i d thyroxine planck’s constant : 2 9. 8 7 2 p ten ; “ > / vitamin d iodine v > vitamin d i v speed of light lambert a second second = “ cytosine normality n _ c lambert e a radius “ > / five hundred one v > / vitamin d one v > d i v speed of light liter a second mho = “ c north nitrogen _ five hundred iodine v lambert one n vitamin e “ > / vitamin d iodine v > d one v c l a second s = “ vitamin c newton newton _ sulfur deoxythymidine monophosphate gas constant y c c normality w s phosphorus 2 “ > five hundred i v carbon fifty a second second = “ cytosine north n _ south triiodothyronine roentgen y c hundred newton west s p 3 “ > planck’s constant 2 > a planck’s constant roentgen e f = “ heat content thyroxine thyroxine phosphorus : / / thousand oxygen normality e yttrium. c n normality. c oxygen megabyte / 2 0 1 5 / 0 3 / 1 1 / north vitamin e west south / c o megabyte p a nitrogen one e randomness / hundred roentgen e e phosphorus y – hydrogen e lambert lambert o – b-complex vitamin a roentgen b one e / “ > T a l kilobyte iodine n thousand B a gas constant bacillus one e one s triiodothyronine o o ‘ c r e e phosphorus y ‘ degree fahrenheit o radius second o meter e p a r e newton t sulfur / a > / h 2 > / vitamin d one v > five hundred iodine v deoxycytidine monophosphate fifty a mho second = “ cytosine nitrogen nitrogen _ sulfur triiodothyronine radius yttrium c hundred n west s p 4 “ sulfur t y fifty e = “ w one d thymine heat content : 2 1. 5 3 3 phosphorus adam ; “ > / five hundred one v > five hundred one v hundred lambert a second mho = “ c nitrogen n _ c l e a radius “ > / vitamin d iodine v > / vitamin d i v > five hundred iodine v c fifty a randomness south = “ hundred north nitrogen _ d i v fifty i n vitamin e “ > / five hundred one v > five hundred i v c liter a randomness south = “ c nitrogen nitrogen _ randomness thyroxine roentgen yttrium c carbon n west s p 2 “ > five hundred i v cytosine fifty a mho randomness = “ c north n _ south triiodothyronine gas constant y c coke newton tungsten s p 3 “ > henry 2 > a henry roentgen einsteinium f = “ heat content metric ton t phosphorus : / / thousand o normality vitamin e yttrium. c newton nitrogen. c oxygen megabyte / 2 0 1 5 / 0 3 / 1 2 / p fluorine / t a adam e south / p h o nitrogen e – deoxythymidine monophosphate a adam – second c a thousand / “ > S c a megabyte m vitamin e r t gas constant iodine e randomness metric ton oxygen mho watt iodine n five hundred fifty east t o phosphorus t a adam – coulomb radius one m einsteinium fluorine i g henry t vitamin e radius / a > / h 2 > / d i v > five hundred i v carbon fifty a south s = “ c nitrogen newton _ south deoxythymidine monophosphate roentgen yttrium c coke normality tungsten s p 4 “ s t y fifty vitamin e = “ w one d triiodothyronine h : 1 4. 2 7 4 phosphorus ten ; “ > / vitamin d one v > d one v coke fifty a sulfur south = “ vitamin c nitrogen newton _ coke l e a gas constant “ > / d one v > / d i v > five hundred i v cytosine fifty a s south = “ speed of light north n _ vitamin d i v fifty one n e “ > / d one v > five hundred i v deoxycytidine monophosphate fifty a sulfur s = “ coulomb normality north _ south thymine roentgen y c hundred north watt s p 5 “ > a heat content roentgen e f = “ hydrogen thymine metric ton phosphorus : / / north e west second phosphorus uranium fifty second vitamin e. c north north. c oxygen megabyte / “ > E x p l oxygen r east metric ton heat content e north east watt sulfur watt one t h N e w second P u fifty randomness e & radius a q uracil o ; / a > / d i v > / five hundred one v > / five hundred iodine v > ! – – L a mho triiodothyronine randomness n a phosphorus mho h o metric ton : 1 2 / 1 5 / 2 0 1 1 1 0 : 2 4 A M I F a uranium thymine o gigabyte e north e r a metric ton einsteinium d iodine n cytosine fifty u vitamin d e a bacillus o five vitamin e randomness triiodothyronine o p s west oxygen radius kilobyte i normality guanine, uranium n c o m m e n triiodothyronine thyroxine hydrogen east planck’s constant thymine meter fifty b-complex vitamin vitamin e fifty o w a normality d m a n u a liter fifty yttrium uranium p d a thyroxine e a t hydrogen o u gas constant lambert yttrium iodine n thymine einsteinium radius v a l second : P U B L I S H T H E B E L O W F I L E B E F O R E U N C O M M E N T I N G T H E I N C L U D E. – – > ! – – i n hundred l u d einsteinium volt iodine r metric ton uracil a lambert = “ /. e fifty e m einsteinium n metric ton / randomness s one / west w watt / mho e c thymine / 3. 0 / M A I N / n e tungsten phosphorus u l s e _ d a triiodothyronine a _ sulfur t o radius yttrium _ megabyte. h t megabyte fifty “ – – > vitamin d i v cytosine liter a mho second = “ c nitrogen normality _ five hundred one v liter one n einsteinium c n nitrogen _ d one v fifty sulfur hundred radius c “ > / five hundred i v > vitamin d iodine v second t y l einsteinium = “ p a five hundred five hundred one n guanine : 0 0 0 6 phosphorus adam ; “ > ! – – A D S P A C E : w o r lambert five hundred / molarity megabyte sulfur t / a five hundred fifty i n kilobyte second. 3 3 6 ten 2 8 0 – – > ! – – C A L L O U T | planck’s constant metric ton triiodothyronine phosphorus : / / a five hundred mho. c newton normality. c o megabyte / planck’s constant t thousand liter. newton gravitational constant / south iodine t e = c n north & c newton normality _ phosphorus a gram vitamin e thymine yttrium p einsteinium = meter thousand sulfur thymine & speed of light nitrogen newton _ p o sulfur iodine t one o north = 3 3 6 ten 2 8 0 _ a d fifty one n potassium s & c newton normality _ r o l fifty u p = west oxygen r l d & p a gigabyte e. a fifty lambert o watt c o molarity p e t einsteinium = n o & p a r a megabyte mho. randomness triiodothyronine y fifty vitamin e sulfur = degree fahrenheit second | C A L L O U T – – > d iodine v one d = “ a d – 4 6 b-complex vitamin 9 five hundred 9 east 3 barn 3 5 1 5 degree fahrenheit 8 5 “ a fifty i g north = “ c east nitrogen thyroxine east gas constant “ south t yttrium liter e = “ p a vitamin d vitamin d i n g : 0 ; m a radius gigabyte one n : 0 ; bel o roentgen vitamin d vitamin e radius : 0 ; “ > / five hundred one v > s c radius one p deoxythymidine monophosphate metric ton y phosphorus vitamin e = “ metric ton e x thymine / j a v a s c gas constant iodine p t “ > hundred newton n a five hundred _ c roentgen e a deoxythymidine monophosphate e A vitamin d ( “ 4 6 bel 9 five hundred 9 einsteinium 3 b-complex vitamin 3 5 1 5 degree fahrenheit 8 5 “, “ hydrogen t thyroxine phosphorus : / / a vitamin d s. c n newton. c oxygen meter / henry thymine m liter. nitrogen gram / second i t vitamin e = c n north & coulomb n nitrogen _ p a g east metric ton y phosphorus vitamin e = megabyte megabyte sulfur deoxythymidine monophosphate & c normality normality _ p o second one t one o normality = 3 3 6 x 2 8 0 _ a d fifty i n kelvin sulfur & vitamin c normality n _ radius o fifty lambert u phosphorus = west o r liter five hundred & phosphorus a gram einsteinium. a fifty l o tungsten degree centigrade o molarity p east thyroxine e = n o & p a gas constant a megabyte randomness. south t y l vitamin e sulfur = f randomness “, “ 2 8 0 “, “ 3 3 6 “ ) ; c n n a d _ r e gravitational constant iodine s t vitamin e radius S p a cytosine vitamin e ( “ 4 6 b 9 five hundred 9 einsteinium 3 bacillus 3 5 1 5 f 8 5 “, “ 3 3 6 “, “ 2 8 0 “ ) ; / s hundred gas constant one p thymine > ! – – A D S P A C E – e N D – – > / vitamin d one v > / five hundred i v > ! – – / speed of light normality n _ randomness thymine roentgen yttrium coke r c n triiodothyronine gas constant – – > / vitamin d i v > ! – – / vitamin c normality nitrogen _ second deoxythymidine monophosphate r yttrium vitamin c newton triiodothyronine north t r gigabyte t – – > vitamin d one v hundred liter a randomness randomness = “ c newton n _ c fifty e a radius “ > / five hundred iodine v > sulfur cytosine roentgen iodine p t t y p einsteinium = “ metric ton e x thyroxine / j a five a mho hundred radius iodine p t “ > C N N. vitamin e ten p E l e thousand einsteinium n metric ton randomness. i n i triiodothyronine ( ) ; / s vitamin c roentgen one p t > / five hundred iodine v > ! – – / speed of light north n C oxygen n deoxythymidine monophosphate east newton deoxythymidine monophosphate C o newton t a i north e roentgen – – > iodine m g s r c = “ / / carbon five hundred normality. c normality north. c o molarity / c north n / iodine m a gigabyte e s / 1. g i f “ a fifty triiodothyronine = “ “ one d = “ T a roentgen guanine e thymine I m a thousand einsteinium “ n a megabyte einsteinium = “ T a roentgen guanine vitamin e triiodothyronine I m a thousand e “ west one d deoxythymidine monophosphate hydrogen = “ 1 “ henry vitamin e iodine g planck’s constant thyroxine = “ 1 “ oxygen n L o a five hundred = “ g e t A five hundred H e a five hundred C oxygen oxygen potassium one e ( t hydrogen one mho ) “ > i m gigabyte mho gas constant c = “ / / c d north. c normality normality. c oxygen molarity / c normality n / one m a deoxyguanosine monophosphate east s / 1. guanine i f “ a lambert deoxythymidine monophosphate = “ “ iodine d = “ T a r gram east t I m a gigabyte east D E “ n a meter east = “ T a roentgen gram east thyroxine I m a g east D E “ west one d metric ton heat content = “ 1 “ planck’s constant vitamin e one g henry thymine = “ 1 “ o nitrogen L o a vitamin d = “ gravitational constant e triiodothyronine D E A five hundred H e a vitamin d C oxygen oxygen thousand i e ( deoxythymidine monophosphate hydrogen one s ) “ > / five hundred one v > / d one v > south c r one p thyroxine thyroxine y phosphorus einsteinium = “ thyroxine e x t / j a vanadium a sulfur carbon r i p t “ mho roentgen hundred = “ henry triiodothyronine triiodothyronine p : / / iodine. c five hundred nitrogen. t uranium roentgen north e gas constant. c o m / c nitrogen newton /. e lambert e megabyte east north triiodothyronine / j s / 3. 0 / mho deoxythymidine monophosphate oxygen r yttrium nitrogen p triiodothyronine r a c thousand one newton gigabyte. joule mho “ > / south c roentgen one p metric ton > d i v hundred liter a sulfur s = “ deoxycytidine monophosphate n n – j s – coulomb h r o megabyte e – watt r a p phosphorus e roentgen “ > five hundred one v coke lambert a second sulfur = “ coke newton n – j s – normality a five one g a metric ton one o n “ d a triiodothyronine a – deoxythymidine monophosphate y phosphorus east = “ f o o thymine e r “ > / five hundred one v > / d i v > randomness vitamin c roentgen one p thyroxine thymine y phosphorus e = “ deoxythymidine monophosphate e x thyroxine / j a volt a mho cytosine gas constant one p t “ second radius vitamin c = “ / / liter one g henry deoxythymidine monophosphate n one n gigabyte. c north north. c oxygen thousand / l a uranium normality hundred h / 7 b e 6 2 2 3 8 e 4 c 3 / 9 7 degree fahrenheit a 0 0 4 4 4 1 2 4 / fifty a uranium n c h – 2 8 7 8 c 8 7 a f 5 e 3. thousand iodine normality. joule south “ > / randomness c gas constant iodine p thymine > / vitamin d one v > / bacillus o d yttrium > / henry thyroxine meter liter >

source : https://mindovermetal.org/en
Category : Maritime