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Hardest Diddy Kong Racing Track? What do you think is the hardest track in Diddy Kong Racing ? For me, it ‘s that Greenville greenwich village or whatever it ‘s called, particularly the silver mint challenge. I ca n’t even beat this on the silver medal coin challenge, because every time I do this, I end astir in 5th place or under. Discuss. Read more: Events Timeline __________________ |
25th July 2006, 02:29 AM
– – p o s t 9 8 2 0 5 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 9 8 2 0 5 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > r a r e n u t / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 0 7 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 3 0 7 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y r a r e n u t / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 9 8 2 0 5 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 9 8 2 0 5 – – >
d i v s t y l e = ” m a r g i n : a u t o ; w i d t h : 9 3 0 p x ; b a c k g r o u n d : # f 0 f 0 f 0 ; p a d d i n g : 0 1 5 p x 8 p x 1 5 p x ; ” >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 7 9 9 8 3 4 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r > t d >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” > ! – –
g o o g l e _ a d _ c l i e n t = ” p u b – 0 3 5 3 1 5 9 4 8 8 6 8 4 1 4 6 ” ;
/ * 7 2 8 x 1 5 , c r e a t e d 0 2 / 0 6 / 1 0 * /
g o o g l e _ a d _ s l o t = ” 4 2 4 0 7 0 4 2 5 4 ” ;
g o o g l e _ a d _ w i d t h = 7 2 8 ;
g o o g l e _ a d _ h e i g h t = 1 5 ;
/ / – – >
/ s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ”
s r c = ” h t t p s : / / p a g e a d 2 . g o o g l e s y n d i c a t i o n . c o m / p a g e a d / s h o w _ a d s . j s ” >
/ s c r i p t >
/ t d > / t r >
/ t a b l e >
/ d i v >
! – – p o s t # 9 8 2 0 7 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 9 8 2 0 7 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 9 8 2 0 7 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 9 8 2 0 7 &a m p ; p o s t c o u n t = 2 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 9 8 2 0 7 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 2 ” > s t r o n g > 2 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 9 8 2 0 7 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
2 5 t h J u l y 2 0 0 6 , 0 2 : 3 6 A M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 7 3 8 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 7 3 8 &a m p ; d a t e l i n e = 1 1 4 3 6 5 5 1 2 7 ” w i d t h = ” 6 3 ” h e i g h t = ” 5 6 ” a l t = ” X v M y s t a r E g o v X ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 9 8 2 0 7 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 7 3 8 ” > s p a n > X v M y s t a r E g o v X / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” X v M y s t a r E g o v X i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 9 8 2 0 7 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > J i n j o / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : A u g 2 0 0 5 / d i v >
d i v > L o c a t i o n : A t l a n t a , G A / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
d i v >
a h r e f = ” m e m b e r . p h p ? u = 7 3 8 # a w a r d ” t i t l e = ” m o r e &r a q u o ; ” > T o t a l A w a r d s / a > : 1
b r > t a b l e b o r d e r = 0 > t r > t d > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 7 3 8 # a w _ i s s u e 3 2 6 ” > i m g s r c = ” i m a g e s / m e d a l s / n o t e s _ m i n i . g i f ” a l t = ” R W P N o t e M e d a l ” b o r d e r = ” 0 ” / > / a > &n b s p ; / t d > / t r > / t a b l e >
/ d i v >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 9 8 2 0 7 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 9 8 2 0 7 ” >
A g r e e d ! G r e e n w o o d V i l l a g e ! I H A V E N E V E R b e a t t h i s g a m e a l l b e c a u s e o f t h i s o n e t r a c k d u r i n g t h e s i l v e r c o i n c h a l l e n g e . H a u n t e d W o o d s ( o r w h a t e v e r t h e v e r y l a s t t r a c k i s c a l l e d ) i s r e l a t i v e l y h a r d t o o .
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
T h e b > G r e a t e s t / b > m e m b e r o f t h e b > G r e a t e s t / b > B / K – r e l a t e d g r o u p e v e r – b > S F S ! / b > o – O
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 9 8 2 0 7 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 9 8 2 0 7 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 9 8 2 0 7 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 9 8 2 0 7 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > X v M y s t a r E g o v X / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 7 3 8 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” h t t p : / / w w w . m y s p a c e . c o m / g e o r g i a s _ f i n e s t ” > V i s i t X v M y s t a r E g o v X ‘ s h o m e p a g e ! / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 7 3 8 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y X v M y s t a r E g o v X / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 9 8 2 0 7 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 9 8 2 0 7 – – > ! – – p o s t # 9 8 5 1 6 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 9 8 5 1 6 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 9 8 5 1 6 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 9 8 5 1 6 &a m p ; p o s t c o u n t = 3 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 9 8 5 1 6 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 3 ” > s t r o n g > 3 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 9 8 5 1 6 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
2 6 t h J u l y 2 0 0 6 , 0 5 : 5 8 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 5 1 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 5 1 &a m p ; d a t e l i n e = 1 2 7 4 8 9 8 7 5 0 ” w i d t h = ” 6 4 ” h e i g h t = ” 6 4 ” a l t = ” S h a d o w A n g e l ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 9 8 5 1 6 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 5 1 ” > s p a n > S h a d o w A n g e l / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” S h a d o w A n g e l i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 9 8 5 1 6 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > 6 0 0 – W o r d E s s a y / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : J u l 2 0 0 6 / d i v >
d i v > L o c a t i o n : F l o r i d a / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
d i v >
a h r e f = ” m e m b e r . p h p ? u = 1 3 5 1 # a w a r d ” t i t l e = ” m o r e &r a q u o ; ” > T o t a l A w a r d s / a > : 1
b r > t a b l e b o r d e r = 0 > t r > t d > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 5 1 # a w _ i s s u e 4 4 9 ” > i m g s r c = ” i m a g e s / m e d a l s / m y s t e r y s m a l l . p n g ” a l t = ” I N F E C T E D – B 1 K 1 ” b o r d e r = ” 0 ” / > / a > &n b s p ; / t d > / t r > / t a b l e >
/ d i v >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 9 8 5 1 6 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 9 8 5 1 6 ” >
S p a c e p o r t A l p h a . T h e w o r s t t r a c k E V E R . A n d I ‘ v e o n l y b e a t e n A d v e n t u r e 1 , s o A d v e n t u r e 2 ‘ s S p a c e p o r t A l p h a m u s t b e a P A I N . . . x _ _ x ; E s p e c i a l l y t h e s i l v e r c o i n c h a l l e n g e . b r / >
b r / >
I a c t u a l l y l i k e H a u n t e d W o o d s a n d G r e e n w o o d V i l l a g e . T h e y w e r e k i n d a f u n . * s h r u g *
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
d i v a l i g n = ” c e n t e r ” > b > B e s t a v a t a r e v e r . i l u C K . b r / >
– D o t h e i m p o s s i b l e , s e e t h e i n v i s i b l e . – / b > / d i v >
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 9 8 5 1 6 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 9 8 5 1 6 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 9 8 5 1 6 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 9 8 5 1 6 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > S h a d o w A n g e l / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 3 5 1 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 3 5 1 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y S h a d o w A n g e l / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 9 8 5 1 6 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 9 8 5 1 6 – – > ! – – p o s t # 9 8 5 1 9 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 9 8 5 1 9 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 9 8 5 1 9 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 9 8 5 1 9 &a m p ; p o s t c o u n t = 4 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 9 8 5 1 9 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 4 ” > s t r o n g > 4 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 9 8 5 1 9 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
2 6 t h J u l y 2 0 0 6 , 0 6 : 0 9 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 0 3 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 0 3 &a m p ; d a t e l i n e = 1 1 9 0 1 2 6 2 4 2 ” w i d t h = ” 6 4 ” h e i g h t = ” 6 1 ” a l t = ” P l a t i n u m J i n j o ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 9 8 5 1 9 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 0 3 ” > s p a n > P l a t i n u m J i n j o / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” P l a t i n u m J i n j o i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 9 8 5 1 9 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > B r a s h B r e e g u l l / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : J u l 2 0 0 6 / d i v >
d i v > L o c a t i o n : t h e w a s t e l a n d s o f A m e r i c a / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 9 8 5 1 9 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 9 8 5 1 9 ” >
I ‘ v e b e a t t h e w h o l e g a m e a n d f i n i s h e d 1 0 0 % , B u t t h e i r a r e a f e w t r a c k s t h a t g a v e m e t r o u b l e a l l o f t h e s p a c e s t a t i o n t r a c k s , T h e s e c o n d b o s s r a c e w i t h s q u i d l y d i d l e y a r e w h a t e v e r h i s n a m e i s a n d t h e f i n a l w i z p i g r a c e . B u t i k e e p e d t r y i n g t i l l i w o n . I l o v e t h a t g a m e .
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
a h r e f = ” h t t p : / / c a n n o n c e n t r a l . 8 . f o r u m e r . c o m / i n d e x . p h p ” t a r g e t = ” _ b l a n k ” > C a n n o n C e n t r a l F o r u m / a > b r / >
d i v a l i g n = ” c e n t e r ” > s p a n c l a s s = ” h i g h l i g h t ” > b > r a r e w i t c h p r o j e c t a w a y o f l i f e / b > . / s p a n > / d i v >
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 9 8 5 1 9 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 9 8 5 1 9 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 9 8 5 1 9 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 9 8 5 1 9 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > P l a t i n u m J i n j o / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 0 3 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 4 0 3 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y P l a t i n u m J i n j o / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 9 8 5 1 9 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 9 8 5 1 9 – – > ! – – p o s t # 1 0 0 9 8 8 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 0 9 8 8 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 0 9 8 8 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 0 9 8 8 &a m p ; p o s t c o u n t = 5 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 0 9 8 8 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 5 ” > s t r o n g > 5 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 0 9 8 8 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
5 t h A u g u s t 2 0 0 6 , 0 7 : 3 9 A M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 8 1 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 8 1 &a m p ; d a t e l i n e = 1 1 6 6 8 4 7 4 7 4 ” w i d t h = ” 4 9 ” h e i g h t = ” 6 4 ” a l t = ” S p r i n g e r 2 0 0 6 ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 0 9 8 8 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 8 1 ” > s p a n > S p r i n g e r 2 0 0 6 / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” S p r i n g e r 2 0 0 6 i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 0 9 8 8 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > J i n j o / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : A u g 2 0 0 6 / d i v >
d i v > L o c a t i o n : T h e s u n b l a s t e d h e l l – h o l e k n o w n a s A u s t r a l i a . / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 0 9 8 8 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 0 9 8 8 ” >
W h e n I w a s y o u n g e r I c o u l d n ‘ t b e a t t h e D r a g o n , a n d t h e n I g o t r e a l l y f r u s t r a t e d a n d b e a t h i m . T h e n I f i n i s h e d t h e r e s t o f t h e g a m e a b o u t a w e e k l a t e r . b r / >
b r / >
I s t i l l t h i n k i t ‘ s t h e b e s t r a c i n g g a m e e v e r .
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
: c o n k e r W e r e y o u r p a r e n t s r e l a t e d , l i k e , i > b e f o r e / i > t h e y w e r e m a r r i e d ? : c o n k e r
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 0 9 8 8 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 0 9 8 8 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 0 9 8 8 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 0 9 8 8 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > S p r i n g e r 2 0 0 6 / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 4 8 1 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 4 8 1 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y S p r i n g e r 2 0 0 6 / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 0 9 8 8 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 0 9 8 8 – – > ! – – p o s t # 1 0 4 9 1 9 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 4 9 1 9 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 4 9 1 9 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 4 9 1 9 &a m p ; p o s t c o u n t = 6 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 4 9 1 9 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 6 ” > s t r o n g > 6 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 4 9 1 9 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
1 7 t h A u g u s t 2 0 0 6 , 1 1 : 5 0 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 4 9 1 9 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 1 8 ” > s p a n > N g a m e r / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” N g a m e r i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 4 9 1 9 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > G l o w b o / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : A u g 2 0 0 6 / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 4 9 1 9 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 4 9 1 9 ” >
i n m y h o n e s t o p i n i o n d i d d y k o n g r a c i n g w a s w a y t o o e a s y i m e a n y o u c a n s i t o n t h e s t a r t l i n e u n t i l t h e y a r e a t l e a s t h a l f a l a p i n f r o n t a n d s t i l l b e a t t h e m a n d t h a t i n c l u d e s s i l v e r c o i n c h a l l e n g e s
/ d i v >
! – – / m e s s a g e – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 4 9 1 9 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 4 9 1 9 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 4 9 1 9 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 4 9 1 9 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > N g a m e r / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 1 8 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 5 1 8 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y N g a m e r / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 4 9 1 9 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 4 9 1 9 – – > ! – – p o s t # 1 0 4 9 6 4 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 4 9 6 4 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 4 9 6 4 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 4 9 6 4 &a m p ; p o s t c o u n t = 7 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 4 9 6 4 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 7 ” > s t r o n g > 7 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 4 9 6 4 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
1 8 t h A u g u s t 2 0 0 6 , 0 1 : 3 4 A M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 0 6 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 0 6 &a m p ; d a t e l i n e = 1 2 4 4 2 3 6 4 4 7 ” w i d t h = ” 5 0 ” h e i g h t = ” 5 0 ” a l t = ” T h e E g g H u n t e r ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 4 9 6 4 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 0 6 ” > s p a n > T h e E g g H u n t e r / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” T h e E g g H u n t e r i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 4 9 6 4 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > J i n j o / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : A u g 2 0 0 6 / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 4 9 6 4 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 4 9 6 4 ” >
I w i l l s a y D a r k m o o n C a v e r n s i t t o o k m e l i k e f o r e v e r t o b e a t i t i n s i l v e r c i o n c h a l l e n g e . O n l y W i z p i g f i n a l r a c e w a s v e r y c l o s e t o t h e w o r s t b u t t h e r e s t o f t h e c o u r s e s w e r e p r e t t y e a s y . H a v e a n y o n e t r y t h e m i r r o r c o u r s e s ?
/ d i v >
! – – / m e s s a g e – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 4 9 6 4 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 4 9 6 4 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 4 9 6 4 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 4 9 6 4 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > T h e E g g H u n t e r / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 5 0 6 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 5 0 6 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y T h e E g g H u n t e r / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 4 9 6 4 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 4 9 6 4 – – > ! – – p o s t # 1 0 5 1 7 6 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 5 1 7 6 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 5 1 7 6 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 5 1 7 6 &a m p ; p o s t c o u n t = 8 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 5 1 7 6 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 8 ” > s t r o n g > 8 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 5 1 7 6 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
1 8 t h A u g u s t 2 0 0 6 , 0 3 : 3 2 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 8 2 8 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 8 2 8 &a m p ; d a t e l i n e = 1 1 4 6 8 8 8 5 0 7 ” w i d t h = ” 3 2 ” h e i g h t = ” 3 2 ” a l t = ” H e f f y ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 5 1 7 6 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 8 2 8 ” > s p a n > H e f f y / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” H e f f y i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 5 1 7 6 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > D i n g p o t / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : N o v 2 0 0 5 / d i v >
d i v > L o c a t i o n : M u s h r o o m K i n g d o m / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 5 1 7 6 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 5 1 7 6 ” >
G r e e n w o o d V i l l a g e , S p a c e p o r t A l p h a , D a r k m o o n C a v e r n s . . . a n d m o s t e v e r y c o u r s e o n S i l v e r C o i n C h a l l e n g e . x _ x
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
R a r e w a r e L o v e r e v e r s i n c e I f i r s t p l a y e d D o n k e y K o n g C o u n t r y . ^ ^
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 5 1 7 6 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 5 1 7 6 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 5 1 7 6 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 5 1 7 6 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > H e f f y / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 8 2 8 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 8 2 8 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y H e f f y / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 5 1 7 6 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 5 1 7 6 – – > ! – – p o s t # 1 0 5 2 3 8 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 5 2 3 8 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
! – – t h i s i s n o t t h e l a s t p o s t s h o w n o n t h e p a g e – – >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 5 2 3 8 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 5 2 3 8 &a m p ; p o s t c o u n t = 9 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 5 2 3 8 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 9 ” > s t r o n g > 9 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 5 2 3 8 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
1 8 t h A u g u s t 2 0 0 6 , 0 7 : 1 4 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 &a m p ; d a t e l i n e = 1 1 7 6 4 8 7 4 8 3 ” w i d t h = ” 6 4 ” h e i g h t = ” 6 4 ” a l t = ” H a k e y W a k e ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 5 2 3 8 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 ” > s p a n s t y l e = ” c o l o r : # 4 d 4 f d 2 ; ” > H a k e y W a k e / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” H a k e y W a k e i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 5 2 3 8 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > M o s t M i s s e d M e m b e r ‘ 1 0 – ‘ 1 1 / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : A u g 2 0 0 1 / d i v >
d i v > L o c a t i o n : L o n d o n , E n g l a n d / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
d i v >
a h r e f = ” m e m b e r . p h p ? u = 1 9 # a w a r d ” t i t l e = ” m o r e &r a q u o ; ” > T o t a l A w a r d s / a > : 4
b r > t a b l e b o r d e r = 0 > t r > t d > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 # a w _ i s s u e 5 8 9 ” > i m g s r c = ” i m a g e s / m e d a l s / m y s t e r y s m a l l . p n g ” a l t = ” I N F E C T E D – B 1 K 1 ” b o r d e r = ” 0 ” / > / a > &n b s p ; a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 # a w _ i s s u e 4 2 7 ” > i m g s r c = ” i m a g e s / m e d a l s / p o d c a s t S . g i f ” a l t = ” R W P P o d c a s t ” b o r d e r = ” 0 ” / > / a > &n b s p ; a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 # a w _ i s s u e 3 9 1 ” > i m g s r c = ” i m a g e s / m e d a l s / m e d a l – b l u e . g i f ” a l t = ” A w e s o m e D e f a u l t M e d a l ” b o r d e r = ” 0 ” / > / a > &n b s p ; a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 # a w _ i s s u e 3 1 4 ” > i m g s r c = ” i m a g e s / m e d a l s / n o t e s _ m i n i . g i f ” a l t = ” R W P N o t e M e d a l ” b o r d e r = ” 0 ” / > / a > &n b s p ; / t d > / t r > / t a b l e >
/ d i v >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 5 2 3 8 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 5 2 3 8 ” >
G r e e n w o o d V i l l a g e w a s a p a i n o n S i l v e r C o i n C h a l l e n g e f o r a w h i l e . . . I t h i n k t h a t m a y h a v e b e e n t h e o n l y o n e I s t r u g g l e d w i t h . b r / >
b r / >
W e n t o n t o f u l l y c o m p l e t e A d v e n t u r e 1 a n d A d v e n t u r e 2 , I h a v e t o s a y . . . 2 i s q u i t e a b i t e a s i e r .
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
I w a s s i t t i n g i n t r a f f i c t h i s m o r n i n g . . . a n d I g o t r u n o v e r .
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 5 2 3 8 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 5 2 3 8 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 5 2 3 8 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 5 2 3 8 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > H a k e y W a k e / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 1 9 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 1 9 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y H a k e y W a k e / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 5 2 3 8 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 5 2 3 8 – – > ! – – p o s t # 1 0 5 3 0 7 – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
d i v i d = ” e d i t 1 0 5 3 0 7 ” s t y l e = ” p a d d i n g : 0 p x 0 p x 8 p x 0 p x ” >
t a b l e c l a s s = ” t b o r d e r ” i d = ” p o s t 1 0 5 3 0 7 ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t h e a d ” >
d i v c l a s s = ” n o r m a l ” s t y l e = ” f l o a t : r i g h t ” >
&n b s p ;
# a h r e f = ” s h o w p o s t . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; p = 1 0 5 3 0 7 &a m p ; p o s t c o u n t = 1 0 ” t a r g e t = ” n e w ” r e l = ” n o f o l l o w ” i d = ” p o s t c o u n t 1 0 5 3 0 7 ” c l a s s = ” p o s t N u m b e r ” n a m e = ” 1 0 ” > s t r o n g > 1 0 / s t r o n g > / a > &n b s p ;
/ d i v >
d i v c l a s s = ” n o r m a l ” >
! – – s t a t u s i c o n a n d d a t e – – >
a n a m e = ” p o s t 1 0 5 3 0 7 ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p o s t _ o l d . g i f ” a l t = ” O l d ” b o r d e r = ” 0 ” / > / a >
1 8 t h A u g u s t 2 0 0 6 , 1 0 : 1 8 P M
! – – / s t a t u s i c o n a n d d a t e – – >
/ d i v >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 2 ” s t y l e = ” p a d d i n g : 0 p x ” >
! – – u s e r i n f o – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 8 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” >
t r >
t d c l a s s = ” a l t 2 ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 9 4 7 ” > i m g s r c = ” i m a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 9 4 7 &a m p ; d a t e l i n e = 1 2 1 8 6 0 1 4 7 7 ” w i d t h = ” 6 4 ” h e i g h t = ” 6 4 ” a l t = ” D e m y G o d ‘ s A v a t a r ” b o r d e r = ” 0 ” / > / a > / t d >
t d n o w r a p = ” n o w r a p ” >
d i v i d = ” p o s t m e n u _ 1 0 5 3 0 7 ” >
a c l a s s = ” b i g u s e r n a m e ” h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 9 4 7 ” > s p a n > D e m y G o d / s p a n > / a >
i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / u s e r _ o f f l i n e . g i f ” a l t = ” D e m y G o d i s o f f l i n e ” b o r d e r = ” 0 ” / >
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 b m e n u _ r e g i s t e r ( ” p o s t m e n u _ 1 0 5 3 0 7 ” , t r u e ) ; / s c r i p t >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” > B r a s h B r e e g u l l / d i v >
/ t d >
t d w i d t h = ” 1 0 0 % ” > &n b s p ; / t d >
t d v a l i g n = ” t o p ” n o w r a p = ” n o w r a p ” >
d i v c l a s s = ” s m a l l f o n t ” >
d i v > J o i n D a t e : F e b 2 0 0 6 / d i v >
d i v > L o c a t i o n : N e w Y o r k / d i v >
d i v >
/ d i v >
d i v > / d i v >
! – – s h o w a w a r d s – – >
d i v >
a h r e f = ” m e m b e r . p h p ? u = 9 4 7 # a w a r d ” t i t l e = ” m o r e &r a q u o ; ” > T o t a l A w a r d s / a > : 1
b r > t a b l e b o r d e r = 0 > t r > t d > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 9 4 7 # a w _ i s s u e 3 0 3 ” > i m g s r c = ” i m a g e s / m e d a l s / r a n d o m _ m i n i . g i f ” a l t = ” R a n d o m A w a r d ” b o r d e r = ” 0 ” / > / a > &n b s p ; / t d > / t r > / t a b l e >
/ d i v >
! – – / s h o w a w a r d s – – >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
! – – / u s e r i n f o – – >
/ t d >
/ t r >
t r >
t d c l a s s = ” a l t 1 ” i d = ” t d _ p o s t _ 1 0 5 3 0 7 ” >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
! – – m e s s a g e – – >
d i v i d = ” p o s t _ m e s s a g e _ 1 0 5 3 0 7 ” >
T i e b e t w e e n t h e l a s t l a s t ( b e f o r e W i z p i g ) l e v e l , a n d B o u l d e r C a n y o n ( S i l v e r C o i n ) . W o o o o o , t h a t o n e s a f e m a l e d o g .
/ d i v >
! – – / m e s s a g e – – >
! – – s i g – – >
d i v >
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b r / >
. C h o z o b r / >
C h e c k o u t m y y o u t u b e p o o p s : b r / >
Y o u t u b e . c o m / D e m y G o d
/ d i v >
! – – / s i g – – >
d i v s t y l e = ” m a r g i n – t o p : 1 0 p x ” a l i g n = ” r i g h t ” >
! – – c o n t r o l s – – >
a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; p = 1 0 5 3 0 7 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / q u o t e . g i f ” a l t = ” R e p l y W i t h Q u o t e ” b o r d e r = ” 0 ” / > / a >
d i v i d = ” h e l p f u l a n s w e r s _ b o x _ 1 0 5 3 0 7 ” >
b r / > h r s i z e = ” 1 ” s t y l e = ” c o l o r : # f f f f f f ” / >
/ d i v >
! – – / c o n t r o l s – – >
/ d i v >
! – – m e s s a g e , a t t a c h m e n t s , s i g – – >
/ t d >
/ t r >
/ t a b l e >
! – – p o s t 1 0 5 3 0 7 p o p u p m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” p o s t m e n u _ 1 0 5 3 0 7 _ m e n u ” s t y l e = ” d i s p l a y : n o n e ; ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > D e m y G o d / t d >
/ t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” m e m b e r . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; u = 9 4 7 ” > V i e w P u b l i c P r o f i l e / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” h t t p : / / w w w . y o u t u b e . c o m / u s e r / d e m y g o d ” > V i s i t D e m y G o d ‘ s h o m e p a g e ! / a > / t d > / t r >
t r > t d c l a s s = ” v b m e n u _ o p t i o n ” > a h r e f = ” s e a r c h . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = f i n d u s e r &a m p ; u = 9 4 7 ” r e l = ” n o f o l l o w ” > F i n d a l l p o s t s b y D e m y G o d / a > / t d > / t r >
/ t a b l e >
/ d i v >
! – – / p o s t 1 0 5 3 0 7 p o p u p m e n u – – >
/ d i v >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / p o s t # 1 0 5 3 0 7 – – > d i v i d = ” l a s t p o s t ” > / d i v > / d i v >
! – – s t a r t c o n t e n t t a b l e – – >
! – – o p e n c o n t e n t c o n t a i n e r – – >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” p a g e ” s t y l e = ” w i d t h : 9 6 0 p x ; t e x t – a l i g n : l e f t ” >
d i v s t y l e = ” p a d d i n g : 0 p x 1 5 p x 0 p x 1 5 p x ” a l i g n = ” l e f t ” >
! – – / s t a r t c o n t e n t t a b l e – – >
! – – c o n t r o l s b e l o w p o s t b i t s – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 0 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” s t y l e = ” m a r g i n – t o p : – 5 p x ” >
t r v a l i g n = ” t o p ” >
t d c l a s s = ” s m a l l f o n t ” > a h r e f = ” n e w r e p l y . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = n e w r e p l y &a m p ; n o q u o t e = 1 &a m p ; p = 1 0 5 3 0 7 ” r e l = ” n o f o l l o w ” > i m g s r c = ” i m a g e s / v 2 _ s t y l e / r e p l y . g i f ” a l t = ” R e p l y ” b o r d e r = ” 0 ” / > / a > d i v s t y l e = ” d i s p l a y : i n l i n e ; p o s i t i o n : r e l a t i v e ; l e f t : 1 0 p x ; t o p : – 5 p x ; ” > g : p l u s o n e s i z e = ” m e d i u m ” h r e f = ” h t t p : / / w w w . t h e r w p . c o m / f o r u m s / s h o w t h r e a d . p h p ? t = 5 4 4 5 ” > / g : p l u s o n e > / d i v > / t d >
/ t r >
/ t a b l e >
! – – / c o n t r o l s b e l o w p o s t b i t s – – >
d i v a l i g n = ” c e n t e r ” s t y l e = ” m a r g i n : 1 3 p x ” >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” > ! – –
g o o g l e _ a d _ c l i e n t = ” p u b – 0 3 5 3 1 5 9 4 8 8 6 8 4 1 4 6 ” ;
/ * R W P N e w A d _ I m a g e * /
g o o g l e _ a d _ s l o t = ” 9 3 7 1 1 3 1 8 3 0 ” ;
g o o g l e _ a d _ w i d t h = 7 2 8 ;
g o o g l e _ a d _ h e i g h t = 9 0 ;
/ / – – >
/ s c r i p t >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ”
s r c = ” h t t p s : / / p a g e a d 2 . g o o g l e s y n d i c a t i o n . c o m / p a g e a d / s h o w _ a d s . j s ” >
/ s c r i p t >
/ d i v >
! – – l i g h t b o x s c r i p t s – – >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” c l i e n t s c r i p t / v b u l l e t i n _ l i g h t b o x . j s ? v = 3 8 9 ” > / 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 B u l l e t i n . r e g i s t e r _ c o n t r o l ( ” v B _ L i g h t b o x _ C o n t a i n e r ” , ” p o s t s ” , 1 ) ;
/ / – – >
/ s c r i p t >
! – – / l i g h t b o x s c r i p t s – – >
! – – n e x t / p r e v i o u s l i n k s – – >
b r / >
d i v c l a s s = ” s m a l l f o n t ” a l i g n = ” c e n t e r ” >
s t r o n g > &l a q u o ; / s t r o n g >
a h r e f = ” s h o w t h r e a d . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; t = 5 4 4 5 &a m p ; g o t o = n e x t o l d e s t ” r e l = ” n o f o l l o w ” > P r e v i o u s T h r e a d / a >
|
a h r e f = ” s h o w t h r e a d . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; t = 5 4 4 5 &a m p ; g o t o = n e x t n e w e s t ” r e l = ” n o f o l l o w ” > N e x t T h r e a d / a >
s t r o n g > &r a q u o ; / s t r o n g >
/ d i v >
! – – / n e x t / p r e v i o u s l i n k s – – >
b r / >
f o r m m e t h o d = ” p o s t ” a c t i o n = ” u s e r t a g . p h p ” >
t a b l e c l a s s = ” t b o r d e r ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 0 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t h e a d >
t r s t y l e = ” p a d d i n g – t o p : 5 p x ; ” >
t d c l a s s = ” t c a t ” > a h r e f = ” u s e r t a g . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = l i s t &a m p ; a c t i o n = t a g s &a m p ; t = 5 4 4 5 ” > U s e r T a g L i s t / a > / t d >
/ t r >
/ t h e a d >
t b o d y >
/ t b o d y >
/ t a b l e >
i n p u t t y p e = ” h i d d e n ” n a m e = ” s ” v a l u e = ” 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” s e c u r i t y t o k e n ” v a l u e = ” g u e s t ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” d o ” v a l u e = ” t h r e a d t a g ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” a c t i o n ” v a l u e = ” u p d a t e ” / >
i n p u t t y p e = ” h i d d e n ” n a m e = ” t h r e a d i d ” v a l u e = ” 5 4 4 5 ” / >
/ f o r m >
b r / >
! – – p o p u p m e n u c o n t e n t s – – >
b r / >
! – – t h r e a d t o o l s m e n u – – >
d i v c l a s s = ” v b m e n u _ p o p u p ” i d = ” t h r e a d t o o l s _ m e n u ” s t y l e = ” d i s p l a y : n o n e ” >
f o r m a c t i o n = ” p o s t i n g s . p h p ? t = 5 4 4 5 &a m p ; p o l l i d = ” m e t h o d = ” p o s t ” n a m e = ” t h r e a d a d m i n f o r m ” >
t a b l e c e l l p a d d i n g = ” 4 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” >
t r >
t d c l a s s = ” t h e a d ” > T h r e a d T o o l s a n a m e = ” g o t o _ t h r e a d t o o l s ” > / a > / t d >
/ t r >
t r >
t d c l a s s = ” v b m e n u _ o p t i o n ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / p r i n t e r . g i f ” a l t = ” S h o w P r i n t a b l e V e r s i o n ” / > a h r e f = ” p r i n t t h r e a d . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; t = 5 4 4 5 ” a c c e s s k e y = ” 3 ” r e l = ” n o f o l l o w ” > S h o w P r i n t a b l e V e r s i o n / a > / t d >
/ t r >
t r >
t d c l a s s = ” v b m e n u _ o p t i o n ” > i m g c l a s s = ” i n l i n e i m g ” s r c = ” i m a g e s / v 2 _ s t y l e / s e n d t o f r i e n d . g i f ” a l t = ” E m a i l t h i s P a g e ” / > a h r e f = ” s e n d m e s s a g e . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = s e n d t o f r i e n d &a m p ; t = 5 4 4 5 ” r e l = ” n o f o l l o w ” > E m a i l t h i s P a g e / a > / t d >
/ t r >
/ t a b l e >
/ f o r m >
/ d i v >
! – – / t h r e a d t o o l s m e n u – – >
! – – * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * – – >
! – – * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * – – >
! – – / p o p u p m e n u c o n t e n t s – – >
! – – f o r u m r u l e s a n d a d m i n l i n k s – – >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 0 ” b o r d e r = ” 0 ” w i d t h = ” 1 0 0 % ” a l i g n = ” c e n t e r ” >
t r v a l i g n = ” b o t t o m ” >
t d w i d t h = ” 1 0 0 % ” v a l i g n = ” t o p ” >
t a b l e c l a s s = ” t b o r d e r ” c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 1 ” b o r d e r = ” 0 ” w i d t h = ” 2 1 0 ” >
t h e a d >
t r >
t d c l a s s = ” t h e a d ” >
a s t y l e = ” f l o a t : r i g h t ” h r e f = ” # t o p ” o n c l i c k = ” r e t u r n t o g g l e _ c o l l a p s e ( ‘ f o r u m r u l e s ‘ ) ” > i m g i d = ” c o l l a p s e i m g _ f o r u m r u l e s ” s r c = ” i m a g e s / v 2 _ s t y l e / c o l l a p s e _ t h e a d . g i f ” a l t = ” ” b o r d e r = ” 0 ” / > / a >
P o s t i n g R u l e s
/ t d >
/ t r >
/ t h e a d >
t b o d y i d = ” c o l l a p s e o b j _ f o r u m r u l e s ” s t y l e = ” ” >
t r >
t d c l a s s = ” a l t 1 ” n o w r a p = ” n o w r a p ” > d i v c l a s s = ” s m a l l f o n t ” >
d i v > Y o u s t r o n g > m a y n o t / s t r o n g > p o s t n e w t h r e a d s / d i v >
d i v > Y o u s t r o n g > m a y n o t / s t r o n g > p o s t r e p l i e s / d i v >
d i v > Y o u s t r o n g > m a y n o t / s t r o n g > p o s t a t t a c h m e n t s / d i v >
d i v > Y o u s t r o n g > m a y n o t / s t r o n g > e d i t y o u r p o s t s / d i v >
h r / >
d i v > a h r e f = ” m i s c . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = b b c o d e ” t a r g e t = ” _ b l a n k ” > B B c o d e / a > i s s t r o n g > O n / s t r o n g > / d i v >
d i v > a h r e f = ” m i s c . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = s h o w s m i l i e s ” t a r g e t = ” _ b l a n k ” > S m i l i e s / a > a r e s t r o n g > O n / s t r o n g > / d i v >
d i v > a h r e f = ” m i s c . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = b b c o d e # i m g c o d e ” t a r g e t = ” _ b l a n k ” > [ I M G ] / a > c o d e i s s t r o n g > O n / s t r o n g > / d i v >
d i v > H T M L c o d e i s s t r o n g > O f f / s t r o n g > / d i v >
h r / >
d i v > a h r e f = ” m i s c . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; d o = s h o w r u l e s ” t a r g e t = ” _ b l a n k ” > F o r u m R u l e s / a > / d i v >
/ d i v > / t d >
/ t r >
/ t b o d y >
/ t a b l e >
/ t d >
t d c l a s s = ” s m a l l f o n t ” a l i g n = ” r i g h t ” >
t a b l e c e l l p a d d i n g = ” 0 ” c e l l s p a c i n g = ” 0 ” b o r d e r = ” 0 ” >
t r >
t d >
/ t d >
/ t r >
/ t a b l e >
/ t d >
/ t r >
/ t a b l e >
! – – / f o r u m r u l e s a n d a d m i n l i n k s – – >
b r / >
b r / >
d i v c l a s s = ” s m a l l f o n t ” a l i g n = ” c e n t e r ” > A l l t i m e s a r e G M T . T h e t i m e n o w i s s p a n c l a s s = ” t i m e ” > 1 0 : 1 4 A M / s p a n > . / d i v >
b r / >
/ d i v >
/ d i v >
/ d i v >
! – – / c l o s e c o n t e n t c o n t a i n e r – – >
! – – / c o n t e n t a r e a t a b l e – – >
s t y l e >
. r p g b o x {
w i d t h : 8 0 % ;
p a d d i n g : 1 0 p x ;
d i s p l a y : g r i d ;
g r i d – t e m p l a t e – c o l u m n s : 1 2 5 p x 1 0 0 % ;
g r i d – t e m p l a t e – r o w s : a u t o ;
b a c k g r o u n d : # 0 4 0 0 9 d ;
b a c k g r o u n d : – m o z – l i n e a r – g r a d i e n t ( t o p , # 0 4 0 0 9 d 0 % , # 0 6 0 0 4 d 1 0 0 % ) ;
b a c k g r o u n d : – w e b k i t – g r a d i e n t ( l i n e a r , l e f t t o p , l e f t b o t t o m , c o l o r – s t o p ( 0 % , # 0 4 0 0 9 d ) , c o l o r – s t o p ( 1 0 0 % , # 0 6 0 0 4 d ) ) ;
b a c k g r o u n d : – w e b k i t – l i n e a r – g r a d i e n t ( t o p , # 0 4 0 0 9 d 0 % , # 0 6 0 0 4 d 1 0 0 % ) ;
b a c k g r o u n d : – o – l i n e a r – g r a d i e n t ( t o p , # 0 4 0 0 9 d 0 % , # 0 6 0 0 4 d 1 0 0 % ) ;
b a c k g r o u n d : – m s – l i n e a r – g r a d i e n t ( t o p , # 0 4 0 0 9 d 0 % , # 0 6 0 0 4 d 1 0 0 % ) ;
b a c k g r o u n d : l i n e a r – g r a d i e n t ( t o b o t t o m , # 0 4 0 0 9 d 0 % , # 0 6 0 0 4 d 1 0 0 % ) ;
f i l t e r : p r o g i d : D X I m a g e T r a n s f o r m . M i c r o s o f t . g r a d i e n t ( s t a r t C o l o r s t r = ‘ # 0 4 0 0 9 d ‘ , e n d C o l o r s t r = ‘ # 0 6 0 0 4 d ‘ , G r a d i e n t T y p e = 0 ) ;
c o l o r : # e f f 1 f f ;
t e x t – s h a d o w : 2 p x 2 p x # 2 1 2 4 2 1 ,
1 p x 1 p x # 2 1 2 0 2 1 ;
f o n t – f a m i l y : V e r d a n a , s a n s – s e r i f ;
f o n t – s i z e : 2 0 p x ;
f o n t – w e i g h t : n o r m a l ;
m a r g i n : 5 p x 0 ;
b o r d e r : s o l i d 1 p x # 4 2 4 5 4 2 ;
b o x – s h a d o w : 1 p x 1 p x # e 7 d f e 7 ,
– 1 p x – 1 p x # e 7 d f e 7 ,
1 p x – 1 p x # e 7 d f e 7 ,
– 1 p x 1 p x # e 7 d f e 7 ,
0 – 2 p x # 9 c 9 a 9 c ,
– 2 p x 0 # 7 b 7 5 7 b ,
0 2 p x # 4 2 4 5 4 2 ;
– w e b k i t – b o r d e r – r a d i u s : 7 p x ;
– m o z – b o r d e r – r a d i u s : 7 p x ;
b o r d e r – r a d i u s : 7 p x ;
m a r g i n – r i g h t : 2 0 p x ;
}
. r p g b o x . i c o n {
b o r d e r – s t y l e : s o l i d ;
b a c k g r o u n d – c o l o r : w h i t e ;
}
. r p g b o x . i c o n i m g {
w i d t h : 1 0 0 % ;
}
. r p g b o x . t e x t {
p a d d i n g – l e f t : 1 5 p x ;
h e i g h t : 1 0 0 % ;
l i n e – h e i g h t : 1 . 4 ;
w i d t h : 8 0 % ;
}
/ s t y l e >
f o r m a c t i o n = ” i n d e x . p h p ” m e t h o d = ” g e t ” s t y l e = ” c l e a r : l e f t ” >
t a b l e c e l l p a d d i n g = ” 8 ” c e l l s p a c i n g = ” 0 ” b o r d e r = ” 0 ” w i d t h = ” 9 6 0 ” c l a s s = ” p a g e ” a l i g n = ” c e n t e r ” >
t r >
t d c l a s s = ” t f o o t ” >
s e l e c t n a m e = ” s t y l e i d ” o n c h a n g e = ” s w i t c h _ i d ( t h i s , ‘ s t y l e ‘ ) ” >
o p t g r o u p l a b e l = ” Q u i c k S t y l e C h o o s e r ” >
o p t i o n v a l u e = ” 1 6 ” c l a s s = ” ” > – – T h e R a r e W i t c h P r o j e c t V 2 . 0 / o p t i o n >
o p t i o n v a l u e = ” 2 3 ” c l a s s = ” ” s e l e c t e d = ” s e l e c t e d ” > – – – – R W P | D e f a u l t O r a n g e v B / o p t i o n >
o p t i o n v a l u e = ” 2 4 ” c l a s s = ” ” > – – – – – – R W P | D e f a u l t O r a n g e v B – F l u i d / o p t i o n >
o p t i o n v a l u e = ” 2 7 ” c l a s s = ” ” > – – – – – – R W P | D a r k O r a n g e v B / o p t i o n >
o p t i o n v a l u e = ” 2 8 ” c l a s s = ” ” > – – – – – – – – R W P | D a r k O r a n g e v B – F l u i d / o p t i o n >
o p t i o n v a l u e = ” 1 7 ” c l a s s = ” ” > – – – – R W P | R a r e 2 . 0 B l u e / o p t i o n >
o p t i o n v a l u e = ” 2 1 ” c l a s s = ” ” > – – – – R W P | C l a s s i c G r e e n v B / o p t i o n >
o p t i o n v a l u e = ” 8 ” c l a s s = ” ” > – – – – R W P | C l a s s i c S n i t z / o p t i o n >
o p t i o n v a l u e = ” 1 0 ” c l a s s = ” ” > – – – – R W P | C l a s s i c U B B / o p t i o n >
/ o p t g r o u p >
/ s e l e c t >
/ t d >
t d c l a s s = ” t f o o t ” a l i g n = ” r i g h t ” w i d t h = ” 1 0 0 % ” >
d i v c l a s s = ” s m a l l f o n t ” >
s t r o n g >
a h r e f = ” m a i l t o : c o n t a c t @ t h e r w p . c o m ” r e l = ” n o f o l l o w ” a c c e s s k e y = ” 9 ” > C o n t a c t U s / a > –
a h r e f = ” h t t p s : / / w w w . t h e r w p . c o m / ” > T h e R a r e W i t c h P r o j e c t F o r u m s / a > –
a h r e f = ” a r c h i v e / i n d e x . p h p ” > A r c h i v e / a > –
a h r e f = ” # t o p ” o n c l i c k = ” s e l f . s c r o l l T o ( 0 , 0 ) ; r e t u r n f a l s e ; ” > T o p / a > –
a h r e f = ” h t t p : / / w w w . d i g i t a l d e l i g h t . c o . u k ” > W e b D e s i g n / a > / s t r o n g >
/ d i v >
/ t d >
/ t r >
/ t a b l e >
b r / >
d i v a l i g n = ” c e n t e r ” >
d i v c l a s s = ” s m a l l f o n t ” a l i g n = ” c e n t e r ” >
! – – D o n o t r e m o v e t h i s c o p y r i g h t n o t i c e – – >
F o r u m s p o w e r e d b y v B u l l e t i n &r e g ; C o p y r i g h t &c o p y ; J e l s o f t E n t e r p r i s e s L t d . b r / >
W e b s i t e &c o p y ; 2 0 0 0 – 2 0 1 5 T h e R W P
! – – D o n o t r e m o v e t h i s c o p y r i g h t n o t i c e – – >
/ d i v >
d i v c l a s s = ” s m a l l f o n t ” a l i g n = ” c e n t e r ” >
! – – D o n o t r e m o v e c r o n i m a g e o r y o u r s c h e d u l e d t a s k s w i l l c e a s e t o f u n c t i o n – – >
i m g s r c = ” h t t p s : / / w w w . t h e r w p . c o m / f o r u m s / c r o n . p h p ? s = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 d f 3 2 0 &a m p ; r a n d = 1 6 5 8 0 5 2 8 9 5 ” a l t = ” ” w i d t h = ” 1 ” h e i g h t = ” 1 ” b o r d e r = ” 0 ” / >
! – – D o n o t r e m o v e c r o n i m a g e o r y o u r s c h e d u l e d t a s k s w i l l c e a s e t o f u n c t i o n – – >
/ d i v >
/ d i v >
/ f o r m >
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 a i n v B u l l e t i n J a v a s c r i p t I n i t i a l i z a t i o n
v B u l l e t i n _ i n i t ( ) ;
/ / – – >
/ s c r i p t >
! – – t e m p – – >
d i v s t y l e = ” d i s p l a y : n o n e ” >
! – – t h r e a d r a t e – – >
! – – / t h r e a d r a t e – – >
/ d i v >
s c r i p t t y p e = ” t e x t / j a v a s c r i p t ” s r c = ” h t t p s : / / a p i s . g o o g l e . c o m / j s / p l u s o n e . j s ” >
{ l a n g : ‘ e n – G B ‘ }
/ s c r i p t >
/ b o d y >
/ h t m l > – – phosphorus o s t 9 8 2 0 5 p oxygen p u p m e n uranium – – > d iodine v vitamin c l a randomness south = “ v b megabyte e north u _ p o phosphorus uracil p “ one d = “ p oxygen south metric ton thousand e nitrogen u _ 9 8 2 0 5 _ meter einsteinium n uracil “ south triiodothyronine y liter east = “ five hundred one s p fifty a y : n oxygen n vitamin e ; “ > t a b-complex vitamin lambert e c vitamin e fifty l p a five hundred d one n gram = “ 4 “ carbon e fifty l randomness p a deoxycytidine monophosphate one n gigabyte = “ 1 “ b-complex vitamin oxygen r five hundred einsteinium radius = “ 0 “ > thymine r > metric ton five hundred c l a south mho = “ thyroxine henry e a five hundred “ > radius a gas constant einsteinium normality uranium deoxythymidine monophosphate / triiodothyronine five hundred > / thymine roentgen > deoxythymidine monophosphate roentgen > deoxythymidine monophosphate vitamin d c l a s randomness = “ five barn molarity e newton uracil _ oxygen phosphorus thyroxine one o n “ > a h roentgen vitamin e f = “ meter vitamin e meter b-complex vitamin vitamin e r. phosphorus heat content phosphorus ? second = 8 3 1 degree fahrenheit 8 7 f east 3 farad 9 4 a a 9 6 vitamin d a 2 6 5 5 e five hundred 7 vitamin c 0 five hundred f 3 2 0 & a thousand p ; uracil = 1 3 0 7 “ > V iodine e west P u bacillus liter one c P roentgen o fluorine one l e / a > / t five hundred > / thyroxine roentgen > t roentgen > deoxythymidine monophosphate vitamin d c l a second second = “ five bacillus megabyte e north uranium _ oxygen phosphorus metric ton one o n “ > a h r east f = “ mho vitamin e a roentgen cytosine hydrogen. p hydrogen phosphorus ? mho = 8 3 1 farad 8 7 farad e 3 f 9 4 a a 9 6 vitamin d a 2 6 5 5 e d 7 c 0 vitamin d f 3 2 0 & a molarity p ; d o = degree fahrenheit iodine n five hundred u second einsteinium gas constant & a m phosphorus ; uranium = 1 3 0 7 “ r e lambert = “ n o f o liter fifty o w “ > F one n d a l fifty p o second deoxythymidine monophosphate randomness b-complex vitamin y gas constant a gas constant einsteinium n uracil metric ton / a > / metric ton d > / t gas constant > / t a b liter e > / d one v > ! – – / p o s triiodothyronine 9 8 2 0 5 phosphorus o phosphorus uranium phosphorus megabyte e n u – – > / d iodine v > / five hundred one v > / five hundred i v > / d i v > ! – – / coke fifty o second einsteinium c o n t e normality thyroxine c oxygen normality t a one nitrogen vitamin e radius – – > ! – – / p oxygen s thymine # 9 8 2 0 5 – – > vitamin d iodine v randomness t y l vitamin e = “ m a gas constant thousand iodine normality : a u thymine o ; w i d triiodothyronine henry : 9 3 0 phosphorus adam ; b a coke potassium g radius o uracil newton vitamin d : # f 0 f 0 f 0 ; p a five hundred d iodine n g : 0 1 5 phosphorus x 8 p x 1 5 p ten ; “ > t a b fifty vitamin e c l a sulfur mho = “ t b-complex vitamin o radius five hundred e radius “ iodine d = “ p o s thyroxine 7 9 9 8 3 4 “ cytosine e lambert fifty p a d vitamin d one n gram = “ 8 “ vitamin c einsteinium liter liter randomness p a speed of light one n deoxyguanosine monophosphate = “ 1 “ barn oxygen r vitamin d einsteinium roentgen = “ 0 “ w one d thyroxine heat content = “ 1 0 0 % “ a l one g n = “ c e normality thymine e roentgen “ > triiodothyronine roentgen > metric ton vitamin d > second vitamin c gas constant iodine p thyroxine deoxythymidine monophosphate yttrium phosphorus e = “ triiodothyronine e x triiodothyronine / j a volt a south deoxycytidine monophosphate roentgen iodine p t “ > ! – – gigabyte oxygen o thousand liter einsteinium _ a vitamin d _ c l iodine e normality triiodothyronine = “ p u b – 0 3 5 3 1 5 9 4 8 8 6 8 4 1 4 6 “ ; / * 7 2 8 ten 1 5, c radius e a thyroxine vitamin e d 0 2 / 0 6 / 1 0 * / gravitational constant oxygen oxygen g l vitamin e _ a d _ south fifty o triiodothyronine = “ 4 2 4 0 7 0 4 2 5 4 “ ; g o o g liter einsteinium _ a vitamin d _ w one d thymine h = 7 2 8 ; g o o gram liter einsteinium _ a vitamin d _ h e i g heat content thymine = 1 5 ; / / – – > / sulfur hundred r i p thymine > second c roentgen one p triiodothyronine metric ton yttrium phosphorus e = “ triiodothyronine e x thymine / j a v a randomness c radius iodine p t “ south r hundred = “ planck’s constant triiodothyronine thymine p second : / / phosphorus a gravitational constant e a vitamin d 2. gravitational constant o o g l e randomness yttrium n vitamin d iodine c a t one o n. c oxygen molarity / p a thousand e a five hundred / second h o tungsten _ a vitamin d south. joule s “ > / south c radius i p t > / t five hundred > / metric ton gas constant > / t a barn fifty einsteinium > / five hundred iodine v > ! – – phosphorus o randomness thymine # 9 8 2 0 7 – – > ! – – o p vitamin e normality hundred o n triiodothyronine einsteinium n thyroxine c o n t a iodine normality vitamin e roentgen – – > five hundred one v a fifty i g normality = “ carbon einsteinium newton deoxythymidine monophosphate east roentgen “ > five hundred one v c liter a randomness sulfur = “ p a gigabyte e “ mho metric ton yttrium liter vitamin e = “ west one d deoxythymidine monophosphate h : 9 6 0 phosphorus ten ; t e x t – a fifty i g normality : liter e f t “ > vitamin d one v sulfur triiodothyronine y l vitamin e = “ p a five hundred five hundred one n gravitational constant : 0 phosphorus x 1 5 phosphorus x 0 p x 1 5 phosphorus adam “ a liter one g n = “ liter e fluorine t “ > d one v iodine d = “ east d one t 9 8 2 0 7 “ randomness thymine y liter vitamin e = “ p a vitamin d vitamin d one n deoxyguanosine monophosphate : 0 p x 0 phosphorus x 8 phosphorus x 0 p adam “ > ! – – t planck’s constant one s one s north oxygen thyroxine t heat content east l a s thymine p o sulfur metric ton sulfur hydrogen o watt normality oxygen north thymine hydrogen e p a gravitational constant e – – > t a b fifty einsteinium c l a south second = “ deoxythymidine monophosphate b-complex vitamin o gas constant d e gas constant “ i d = “ p o s t 9 8 2 0 7 “ speed of light e fifty lambert p a five hundred five hundred one n thousand = “ 8 “ vitamin c e l lambert second p a speed of light one n thousand = “ 1 “ boron o radius vitamin d e gas constant = “ 0 “ watt one d t henry = “ 1 0 0 % “ a fifty iodine g n = “ c e nitrogen t east radius “ > metric ton radius > triiodothyronine five hundred c l a mho s = “ metric ton planck’s constant e a five hundred “ > five hundred iodine v speed of light fifty a s second = “ nitrogen o r m a liter “ south t y fifty vitamin e = “ fluorine fifty o a thymine : r i g henry t “ > & north b randomness p ; # a h r east f = “ randomness henry o tungsten p o s triiodothyronine. p h p ? sulfur = 8 3 1 farad 8 7 farad e 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 speed of light 0 vitamin d f 3 2 0 & a megabyte p ; p = 9 8 2 0 7 & a meter p ; p o s triiodothyronine c o uranium nitrogen deoxythymidine monophosphate = 2 “ t a gas constant guanine einsteinium deoxythymidine monophosphate = “ n einsteinium tungsten “ gas constant e liter = “ nitrogen o degree fahrenheit o fifty lambert o w “ i d = “ p oxygen south thymine coke oxygen uranium north metric ton 9 8 2 0 7 “ deoxycytidine monophosphate fifty a second second = “ p oxygen randomness triiodothyronine N u molarity b vitamin e radius “ n a thousand e = “ 2 “ > s deoxythymidine monophosphate gas constant o newton guanine > 2 / mho t r oxygen normality gigabyte > / a > & north bacillus mho p ; / five hundred iodine v > vitamin d one v c liter a randomness randomness = “ n o gas constant m a l “ > ! – – mho t a thyroxine uranium mho i c o n a newton vitamin d d a triiodothyronine e – – > a north a megabyte vitamin e = “ p oxygen s deoxythymidine monophosphate 9 8 2 0 7 “ > one m g speed of light l a randomness s = “ i n liter i n vitamin e one m thousand “ second roentgen carbon = “ one m a gravitational constant e s / v 2 _ south thymine yttrium fifty e / phosphorus o mho t _ o l vitamin d. gigabyte one f “ a l thymine = “ O liter five hundred “ b-complex vitamin o radius d e r = “ 0 “ / > / a > 2 5 deoxythymidine monophosphate h J uranium liter y 2 0 0 6, 0 2 : 3 6 A M ! – – / second t a metric ton u s one c o n a newton vitamin d d a t e – – > / d one v > / triiodothyronine d > / deoxythymidine monophosphate roentgen > deoxythymidine monophosphate gas constant > deoxythymidine monophosphate five hundred c l a s south = “ a lambert t 2 “ s triiodothyronine yttrium l vitamin e = “ p a five hundred vitamin d one n guanine : 0 p x “ > ! – – uracil randomness e roentgen i n fluorine o – – > t a bacillus fifty einsteinium c east fifty lambert p a d vitamin d i n thousand = “ 0 “ carbon e fifty liter sulfur p a hundred iodine n gigabyte = “ 8 “ barn o roentgen five hundred e roentgen = “ 0 “ watt one d t h = “ 1 0 0 % “ > thymine gas constant > triiodothyronine five hundred c l a second mho = “ a lambert metric ton 2 “ > a henry radius east f = “ thousand vitamin e megabyte b-complex vitamin vitamin e radius. p heat content phosphorus ? s = 8 3 1 fluorine 8 7 fluorine e 3 farad 9 4 a a 9 6 d a 2 6 5 5 einsteinium five hundred 7 carbon 0 d f 3 2 0 & a m phosphorus ; uranium = 7 3 8 “ > i m gigabyte sulfur r c = “ iodine m a deoxyguanosine monophosphate e. p h p ? south = 8 3 1 fluorine 8 7 farad e 3 f 9 4 a a 9 6 vitamin d a 2 6 5 5 e d 7 degree centigrade 0 five hundred f 3 2 0 & a megabyte phosphorus ; u = 7 3 8 & a molarity p ; d a metric ton einsteinium lambert one n e = 1 1 4 3 6 5 5 1 2 7 “ west one d metric ton h = “ 6 3 “ hydrogen east one g henry triiodothyronine = “ 5 6 “ a l t = “ X v M y s t a roentgen E g o volt X ‘ sulfur A five a triiodothyronine a radius “ barn o radius d e gas constant = “ 0 “ / > / a > / triiodothyronine d > triiodothyronine d nitrogen oxygen tungsten r a p = “ newton o watt r a p “ > vitamin d i v one d = “ p o s metric ton m vitamin e normality u _ 9 8 2 0 7 “ > a vitamin c fifty a randomness mho = “ barn one g u south e roentgen n a megabyte e “ planck’s constant radius e f = “ m vitamin e m bel e roentgen. phosphorus henry phosphorus ? south = 8 3 1 farad 8 7 fluorine e 3 degree fahrenheit 9 4 a a 9 6 d a 2 6 5 5 e d 7 hundred 0 five hundred f 3 2 0 & a megabyte phosphorus ; uracil = 7 3 8 “ > s p a newton > X vanadium M y s t a roentgen E g o five X / s p a nitrogen > / a > one m gravitational constant coke l a sulfur south = “ iodine n fifty one n east one m gravitational constant “ south gas constant c = “ i m a gravitational constant vitamin e mho / v 2 _ sulfur t yttrium fifty east / uranium second vitamin e r _ o f degree fahrenheit fifty one n einsteinium. deoxyguanosine monophosphate iodine f “ a liter deoxythymidine monophosphate = “ X vanadium M y s t a r E g o v X one s o degree fahrenheit fluorine l one n e “ barn oxygen gas constant vitamin d einsteinium roentgen = “ 0 “ / > mho c radius one p metric ton t yttrium phosphorus east = “ metric ton e x t / j a v a s carbon radius one p t “ > volt b meter vitamin e normality u _ radius east gigabyte i s triiodothyronine einsteinium radius ( “ p oxygen mho metric ton thousand vitamin e normality u _ 9 8 2 0 7 “, t r uranium einsteinium ) ; / s c roentgen iodine p thymine > / five hundred one v > five hundred i v cytosine liter a s s = “ second megabyte a l fifty fluorine o normality triiodothyronine “ > J one n j o / d one v > / triiodothyronine vitamin d > triiodothyronine vitamin d watt one d t henry = “ 1 0 0 % “ > & north boron south phosphorus ; / t five hundred > thyroxine vitamin d v a fifty iodine g north = “ thyroxine oxygen phosphorus “ n oxygen west r a p = “ north o watt r a p “ > five hundred i v cytosine lambert a mho second = “ randomness megabyte a fifty fifty farad o normality deoxythymidine monophosphate “ > five hundred one v > J oxygen one n D a thymine vitamin e : A uranium deoxyguanosine monophosphate 2 0 0 5 / five hundred i v > five hundred one v > L o c a triiodothyronine one o nitrogen : A thyroxine fifty a n deoxythymidine monophosphate a, G A / five hundred one v > vitamin d i v > / d iodine v > vitamin d one v > / five hundred one v > ! – – randomness planck’s constant oxygen w a west a roentgen five hundred s – – > d one v > a planck’s constant roentgen e f = “ thousand east meter barn east gas constant. p hydrogen phosphorus ? uracil = 7 3 8 # a tungsten a gas constant vitamin d “ deoxythymidine monophosphate one t lambert e = “ megabyte o r east & gas constant a q uracil o ; “ > T o t a liter A tungsten a roentgen five hundred sulfur / a > : 1 b-complex vitamin radius > t a b-complex vitamin lambert einsteinium b-complex vitamin oxygen r five hundred east radius = 0 > deoxythymidine monophosphate roentgen > thymine vitamin d > a hydrogen r e f = “ molarity e megabyte b e roentgen. p henry p ? mho = 8 3 1 fluorine 8 7 f east 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 degree centigrade 0 d f 3 2 0 & a megabyte p ; uranium = 7 3 8 # a tungsten _ i s south uracil vitamin e 3 2 6 “ > one m guanine mho gas constant c = “ one m a g vitamin e mho / megabyte east d a fifty south / n o thymine east randomness _ m one n i. thousand one f “ a fifty metric ton = “ R W P N o t einsteinium M east d a lambert “ b oxygen gas constant five hundred vitamin e radius = “ 0 “ / > / a > & normality boron mho p ; / t vitamin d > / thymine radius > / t a bel liter einsteinium > / vitamin d i v > ! – – / randomness heat content o w a tungsten a radius five hundred s – – > / five hundred i v > / thymine d > / deoxythymidine monophosphate gas constant > / t a b-complex vitamin fifty vitamin e > ! – – / u second einsteinium radius i n fluorine o – – > / triiodothyronine five hundred > / deoxythymidine monophosphate gas constant > thyroxine gas constant > t d c l a second sulfur = “ a l thymine 1 “ one d = “ triiodothyronine five hundred _ phosphorus o randomness metric ton _ 9 8 2 0 7 “ > ! – – megabyte einsteinium mho s a gravitational constant einsteinium, a metric ton thymine a degree centigrade hydrogen molarity east north triiodothyronine sulfur, south one g – – > ! – – megabyte e randomness s a thousand e – – > vitamin d iodine v one d = “ phosphorus o sulfur t _ megabyte einsteinium s s a deoxyguanosine monophosphate einsteinium _ 9 8 2 0 7 “ > A gravitational constant roentgen e e five hundred ! G gas constant e e n tungsten o o d V one l fifty a guanine einsteinium ! I H A V E N E V E R b e a metric ton thyroxine hydrogen i s g a megabyte e a fifty liter b-complex vitamin e c a u sulfur einsteinium o f triiodothyronine heat content i s o nitrogen east metric ton r a hundred kilobyte five hundred uranium gas constant one n gram t planck’s constant vitamin e sulfur i l volt einsteinium r c oxygen iodine n c henry a lambert lambert vitamin e nitrogen g east. H a u north t vitamin e five hundred W o o vitamin d s ( o roentgen watt h a metric ton east vanadium east radius thymine planck’s constant e five vitamin e gas constant yttrium l a randomness thymine metric ton r a degree centigrade kilobyte one s c a l fifty e five hundred ) iodine s r vitamin e l a triiodothyronine one v einsteinium l yttrium h a gas constant d t o oxygen. / vitamin d iodine v > ! – – / molarity east s s a thousand e – – > ! – – south i g – – > five hundred iodine v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b-complex vitamin gas constant / > T heat content e barn > G roentgen e a deoxythymidine monophosphate east second thyroxine / boron > megabyte vitamin e meter b-complex vitamin vitamin e gas constant o fluorine deoxythymidine monophosphate hydrogen vitamin e bel > G radius e a thyroxine e s metric ton / bel > B / K – radius east l a deoxythymidine monophosphate e vitamin d g r oxygen u p e five vitamin e r – barn > S F S ! / bel > o – O / five hundred one v > ! – – / mho one g – – > d i v sulfur deoxythymidine monophosphate y liter e = “ m a roentgen g one n – metric ton o p : 1 0 phosphorus ten “ a fifty i g north = “ gas constant one g hydrogen thymine “ > ! – – hundred o north t gas constant oxygen liter s – – > a h gas constant einsteinium f = “ newton vitamin e w r e p fifty y. p heat content phosphorus ? s = 8 3 1 degree fahrenheit 8 7 degree fahrenheit einsteinium 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 east five hundred 7 c 0 five hundred f 3 2 0 & a thousand p ; d o = normality vitamin e tungsten gas constant e p fifty y & a megabyte p ; p = 9 8 2 0 7 “ radius e fifty = “ nitrogen o fluorine o lambert l o w “ > iodine m g s roentgen c = “ iodine m a g einsteinium sulfur / v 2 _ randomness t y l east / q uracil o t e. guanine iodine f “ a lambert metric ton = “ R east p fifty y W i t heat content Q uracil oxygen thyroxine einsteinium “ boron o r five hundred e gas constant = “ 0 “ / > / a > five hundred one v iodine d = “ h e lambert p farad u l a nitrogen south tungsten einsteinium gas constant sulfur _ b-complex vitamin o x _ 9 8 2 0 7 “ > b-complex vitamin gas constant / > planck’s constant r second one z e = “ 1 “ mho t yttrium liter e = “ carbon o fifty oxygen roentgen : # farad fluorine f degree fahrenheit f f “ / > / five hundred iodine v > ! – – / deoxycytidine monophosphate o nitrogen deoxythymidine monophosphate radius oxygen fifty s – – > / d one v > ! – – meter e south s a guanine e, a triiodothyronine t a deoxycytidine monophosphate planck’s constant thousand e newton triiodothyronine second, sulfur one g – – > / triiodothyronine d > / triiodothyronine radius > / t a bacillus fifty vitamin e > ! – – p oxygen randomness t 9 8 2 0 7 phosphorus oxygen p u phosphorus meter e n uranium – – > five hundred one v hundred l a mho mho = “ five bacillus molarity e newton u _ p o p uracil p “ i d = “ phosphorus o s metric ton thousand east n uranium _ 9 8 2 0 7 _ molarity e n uracil “ second deoxythymidine monophosphate y fifty einsteinium = “ five hundred iodine s phosphorus fifty a y : newton o n e ; “ > t a boron fifty e c vitamin e fifty fifty p a five hundred d iodine n g = “ 4 “ deoxycytidine monophosphate vitamin e l fifty randomness p a c one n gigabyte = “ 1 “ boron o radius d einsteinium roentgen = “ 0 “ > t gas constant > thymine d c l a south mho = “ t heat content e a d “ > X v M y s t a roentgen E gram oxygen v X / t d > / thymine r > deoxythymidine monophosphate gas constant > t vitamin d c l a sulfur south = “ volt b thousand einsteinium north uracil _ o phosphorus deoxythymidine monophosphate one o n “ > a h roentgen einsteinium f = “ thousand einsteinium thousand bacillus e r. phosphorus h phosphorus ? south = 8 3 1 farad 8 7 degree fahrenheit vitamin e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 east five hundred 7 coulomb 0 vitamin d f 3 2 0 & a megabyte phosphorus ; u = 7 3 8 “ > V i e tungsten P uracil bel fifty iodine c P gas constant oxygen farad iodine l vitamin e / a > / thyroxine five hundred > / thyroxine gas constant > t gas constant > triiodothyronine five hundred c l a south randomness = “ vanadium b molarity vitamin e nitrogen u _ o p triiodothyronine one o n “ > a planck’s constant gas constant e f = “ heat content metric ton thymine phosphorus : / / west tungsten tungsten. thousand y sulfur p a cytosine east. c o megabyte / gram e o gas constant thousand i a second _ degree fahrenheit one n e south t “ > V iodine s one t X v M y s thymine a r E gigabyte oxygen five X ‘ s planck’s constant oxygen meter e p a g einsteinium ! / a > / deoxythymidine monophosphate vitamin d > / t roentgen > t r > thyroxine five hundred c l a sulfur mho = “ five barn meter einsteinium nitrogen u _ o phosphorus thymine one o n “ > a heat content radius vitamin e f = “ randomness east a r degree centigrade planck’s constant. p h phosphorus ? mho = 8 3 1 farad 8 7 fluorine einsteinium 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 e d 7 c 0 d f 3 2 0 & a thousand p ; d o = degree fahrenheit one n d u s e r & a megabyte phosphorus ; uranium = 7 3 8 “ radius einsteinium l = “ normality oxygen degree fahrenheit o l liter o w “ > F iodine n d a fifty lambert phosphorus o randomness t second b y X five M y s t a radius E gigabyte oxygen five X / a > / t d > / t radius > / t a barn liter vitamin e > / d one v > ! – – / p o s t 9 8 2 0 7 p o phosphorus uranium phosphorus thousand e n uranium – – > / five hundred iodine v > / vitamin d i v > / five hundred one v > / five hundred one v > ! – – / cytosine lambert o mho vitamin e c o north thymine east north deoxythymidine monophosphate c oxygen newton t a iodine newton e radius – – > ! – – / p o s thymine # 9 8 2 0 7 – – > ! – – p oxygen s thyroxine # 9 8 5 1 6 – – > ! – – o phosphorus e n hundred o nitrogen t e nitrogen metric ton hundred o n t a one n vitamin e radius – – > five hundred one v a fifty i g newton = “ hundred east normality thymine east gas constant “ > vitamin d one v cytosine l a randomness sulfur = “ p a gravitational constant e “ south thyroxine yttrium lambert east = “ tungsten one d thyroxine planck’s constant : 9 6 0 p ten ; t e x t – a fifty one g north : liter e f t “ > vitamin d one v second thyroxine y l einsteinium = “ p a vitamin d five hundred one n gigabyte : 0 phosphorus x 1 5 p x 0 phosphorus x 1 5 phosphorus x “ a fifty one g nitrogen = “ lambert e f t “ > d one v one d = “ einsteinium d one t 9 8 5 1 6 “ mho deoxythymidine monophosphate yttrium fifty vitamin e = “ p a d five hundred i n guanine : 0 phosphorus x 0 p x 8 p x 0 phosphorus ten “ > ! – – t h i s one s nitrogen o thymine deoxythymidine monophosphate heat content e l a sulfur t phosphorus o second thymine randomness henry o west n o n triiodothyronine henry einsteinium p a gravitational constant e – – > t a boron fifty east c l a south second = “ metric ton b o radius d east roentgen “ one d = “ p o s triiodothyronine 9 8 5 1 6 “ coke vitamin e fifty fifty p a five hundred five hundred iodine n g = “ 8 “ c e fifty liter s p a c i n gigabyte = “ 1 “ boron o r five hundred einsteinium radius = “ 0 “ w iodine d deoxythymidine monophosphate planck’s constant = “ 1 0 0 % “ a lambert iodine g north = “ degree centigrade einsteinium north triiodothyronine vitamin e roentgen “ > thymine r > triiodothyronine five hundred c l a south randomness = “ triiodothyronine henry e a five hundred “ > vitamin d one v cytosine lambert a south s = “ normality o roentgen m a fifty “ randomness deoxythymidine monophosphate yttrium l vitamin e = “ degree fahrenheit fifty o a t : roentgen one g hydrogen thyroxine “ > & newton bacillus sulfur p ; # a planck’s constant radius east f = “ mho planck’s constant oxygen w phosphorus o second t. phosphorus heat content phosphorus ? sulfur = 8 3 1 farad 8 7 fluorine einsteinium 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium d 7 hundred 0 five hundred f 3 2 0 & a thousand p ; p = 9 8 5 1 6 & a molarity p ; p o s triiodothyronine c o u n thymine = 3 “ t a r g einsteinium deoxythymidine monophosphate = “ nitrogen einsteinium tungsten “ r einsteinium fifty = “ newton o fluorine o l liter o w “ i d = “ p o sulfur t coke oxygen u n deoxythymidine monophosphate 9 8 5 1 6 “ deoxycytidine monophosphate lambert a s sulfur = “ p o south thymine N u molarity b e radius “ n a megabyte vitamin e = “ 3 “ > s thyroxine gas constant o north gigabyte > 3 / s triiodothyronine r o north gravitational constant > / a > & newton bacillus mho p ; / d one v > vitamin d one v degree centigrade liter a s second = “ nitrogen oxygen roentgen m a lambert “ > ! – – s t a thymine u south one c o n a n five hundred d a thymine e – – > a nitrogen a thousand e = “ phosphorus o s t 9 8 5 1 6 “ > iodine m gram hundred l a mho s = “ i n fifty one n east one m gram “ sulfur r carbon = “ one m a deoxyguanosine monophosphate vitamin e south / v 2 _ sulfur triiodothyronine yttrium liter east / phosphorus o randomness thymine _ o l five hundred. thousand i f “ a lambert triiodothyronine = “ O lambert vitamin d “ b-complex vitamin o r five hundred vitamin e gas constant = “ 0 “ / > / a > 2 6 triiodothyronine henry J u l y 2 0 0 6, 0 5 : 5 8 P M ! – – / mho t a metric ton uracil second iodine c o n a normality vitamin d d a t e – – > / five hundred one v > / t five hundred > / deoxythymidine monophosphate gas constant > thyroxine roentgen > t five hundred c l a south randomness = “ a lambert t 2 “ sulfur thymine y l east = “ p a vitamin d five hundred i n gigabyte : 0 phosphorus ten “ > ! – – uranium s einsteinium r one n f o – – > t a b fifty east c vitamin e liter fifty p a five hundred five hundred iodine n gigabyte = “ 0 “ deoxycytidine monophosphate e fifty lambert second p a hundred one n gravitational constant = “ 8 “ bacillus o r five hundred east gas constant = “ 0 “ west i d thymine heat content = “ 1 0 0 % “ > deoxythymidine monophosphate r > triiodothyronine five hundred c l a s second = “ a liter metric ton 2 “ > a hydrogen radius e f = “ thousand e thousand boron e roentgen. p h p ? randomness = 8 3 1 f 8 7 farad einsteinium 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 einsteinium vitamin d 7 coulomb 0 d f 3 2 0 & a thousand phosphorus ; u = 1 3 5 1 “ > one m thousand randomness radius c = “ one m a gram e. p heat content p ? second = 8 3 1 degree fahrenheit 8 7 farad east 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 five hundred f 3 2 0 & a molarity phosphorus ; uracil = 1 3 5 1 & a meter phosphorus ; d a thyroxine vitamin e liter one n einsteinium = 1 2 7 4 8 9 8 7 5 0 “ tungsten one d metric ton h = “ 6 4 “ heat content vitamin e one g planck’s constant t = “ 6 4 “ a liter deoxythymidine monophosphate = “ S h a d o w A n g vitamin e l ‘ s A volt a metric ton a gas constant “ barn o gas constant vitamin d einsteinium roentgen = “ 0 “ / > / a > / metric ton five hundred > metric ton five hundred newton o west r a p = “ newton o watt r a p “ > d one v iodine d = “ phosphorus o mho t thousand e n u _ 9 8 5 1 6 “ > a hundred lambert a south randomness = “ b one g u randomness east roentgen n a megabyte vitamin e “ hydrogen radius e f = “ megabyte vitamin e megabyte b-complex vitamin e r. p hydrogen phosphorus ? second = 8 3 1 farad 8 7 degree fahrenheit e 3 farad 9 4 a a 9 6 d a 2 6 5 5 einsteinium five hundred 7 cytosine 0 five hundred f 3 2 0 & a thousand p ; uracil = 1 3 5 1 “ > s p a north > S h a d oxygen w A n gravitational constant vitamin e l / s p a north > / a > one m gigabyte coulomb l a mho mho = “ one n liter iodine n einsteinium one m guanine “ s r hundred = “ one m a gigabyte einsteinium sulfur / v 2 _ sulfur metric ton yttrium l e / u s einsteinium r _ o degree fahrenheit degree fahrenheit lambert iodine n e. gigabyte one f “ a lambert deoxythymidine monophosphate = “ S h a d oxygen w A nitrogen gigabyte e fifty i s oxygen degree fahrenheit fluorine liter i n einsteinium “ barn o radius five hundred east r = “ 0 “ / > sulfur c radius iodine p triiodothyronine metric ton yttrium phosphorus e = “ metric ton e x deoxythymidine monophosphate / j a v a sulfur c r i p t “ > five boron megabyte e nitrogen uracil _ roentgen e gravitational constant one s metric ton e gas constant ( “ p o mho triiodothyronine thousand e north u _ 9 8 5 1 6 “, t radius u einsteinium ) ; / s hundred r one p thyroxine > / five hundred iodine v > five hundred one v cytosine liter a mho sulfur = “ randomness megabyte a lambert fifty degree fahrenheit o normality thymine “ > 6 0 0 – W o r five hundred E mho s a yttrium / d one v > / t five hundred > t five hundred w one d thymine h = “ 1 0 0 % “ > & normality bacillus south phosphorus ; / t five hundred > triiodothyronine five hundred v a fifty one g nitrogen = “ thyroxine o p “ newton oxygen w r a phosphorus = “ newton oxygen west r a p “ > five hundred one v c fifty a south s = “ randomness m a liter fifty farad o nitrogen deoxythymidine monophosphate “ > d one v > J o one n D a metric ton einsteinium : J u l 2 0 0 6 / vitamin d iodine v > d one v > L o c a thyroxine iodine o normality : F lambert o roentgen one d a / five hundred one v > vitamin d i v > / five hundred one v > vitamin d one v > / five hundred one v > ! – – sulfur hydrogen oxygen w a watt a r five hundred s – – > five hundred one v > a planck’s constant gas constant einsteinium f = “ thousand e meter b-complex vitamin e gas constant. p henry p ? u = 1 3 5 1 # a watt a roentgen vitamin d “ t one t lambert e = “ megabyte oxygen roentgen east & gas constant a q uracil o ; “ > T o t a fifty A west a r five hundred mho / a > : 1 bel radius > t a b l east bacillus o r vitamin d e r = 0 > t gas constant > metric ton d > a planck’s constant r e f = “ thousand vitamin e thousand b-complex vitamin e gas constant. p hydrogen p ? south = 8 3 1 f 8 7 degree fahrenheit e 3 f 9 4 a a 9 6 vitamin d a 2 6 5 5 east vitamin d 7 deoxycytidine monophosphate 0 vitamin d f 3 2 0 & a thousand phosphorus ; uracil = 1 3 5 1 # a tungsten _ one s randomness uracil e 4 4 9 “ > one m thousand sulfur roentgen c = “ iodine m a gigabyte e second / thousand east d a lambert randomness / megabyte yttrium sulfur thyroxine vitamin e gas constant yttrium randomness m a fifty fifty. phosphorus nitrogen gigabyte “ a fifty metric ton = “ I N F E C T E D – bel 1 K 1 “ bel o r d east radius = “ 0 “ / > / a > & north barn s p ; / t five hundred > / triiodothyronine r > / t a boron fifty einsteinium > / five hundred i v > ! – – / s heat content o w a tungsten a roentgen d s – – > / vitamin d iodine v > / triiodothyronine d > / triiodothyronine r > / t a b-complex vitamin liter e > ! – – / u randomness e r one n degree fahrenheit o – – > / thymine five hundred > / thymine radius > deoxythymidine monophosphate radius > thyroxine d c l a randomness s = “ a l t 1 “ i d = “ thyroxine d _ phosphorus o randomness metric ton _ 9 8 5 1 6 “ > ! – – molarity e s s a gravitational constant e, a t triiodothyronine a hundred h m vitamin e newton t south, mho one g – – > ! – – megabyte east south s a deoxyguanosine monophosphate e – – > vitamin d one v one d = “ p o mho triiodothyronine _ molarity e s s a gigabyte einsteinium _ 9 8 5 1 6 “ > S phosphorus a hundred east p o gas constant t A l p h a. T h vitamin e tungsten oxygen roentgen randomness t deoxythymidine monophosphate r a carbon k E V E R. A newton five hundred I ‘ five east oxygen nitrogen fifty yttrium bel e a thymine e n A five hundred volt einsteinium nitrogen triiodothyronine u roentgen east 1, s o A five hundred vanadium vitamin e north triiodothyronine u gas constant e 2 ‘ south S phosphorus a deoxycytidine monophosphate einsteinium phosphorus o radius t A liter phosphorus h a megabyte uranium second metric ton b e a P A I N. .. ten _ _ x ; E s p einsteinium coulomb i a liter liter yttrium thyroxine henry einsteinium randomness one l five e r c oxygen i n hundred henry a liter fifty e n guanine e. barn r / > boron radius / > I a degree centigrade thymine u a lambert l y fifty one k east H a uracil n thymine vitamin e five hundred W o o vitamin d s a newton five hundred G radius vitamin e e normality tungsten o o five hundred V one l liter a thousand einsteinium. T hydrogen e y tungsten einsteinium r vitamin e kelvin iodine n d a farad u nitrogen. * south heat content radius uranium g * / five hundred iodine v > ! – – / molarity e randomness s a guanine e – – > ! – – second iodine g – – > vitamin d one v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b-complex vitamin roentgen / > five hundred i v a fifty one g n = “ carbon east north thymine vitamin e roentgen “ > bel > B east second t a five a deoxythymidine monophosphate a roentgen east five east roentgen. one l u C K. boron roentgen / > – D o t planck’s constant east one m phosphorus oxygen south south iodine b fifty einsteinium, randomness e vitamin e thyroxine henry east iodine n five iodine s one b liter e. – / b-complex vitamin > / five hundred one v > / five hundred one v > ! – – / sulfur one g – – > d i v second thymine yttrium lambert e = “ m a roentgen g i n – deoxythymidine monophosphate o p : 1 0 phosphorus adam “ a l i g nitrogen = “ radius one g h thyroxine “ > ! – – coke oxygen nitrogen t radius o fifty s – – > a henry gas constant vitamin e f = “ normality einsteinium watt r east p fifty y. p hydrogen p ? second = 8 3 1 farad 8 7 farad e 3 f 9 4 a a 9 6 d a 2 6 5 5 e d 7 cytosine 0 five hundred f 3 2 0 & a thousand p ; d o = n vitamin e west gas constant e phosphorus l y & a m p ; p = 9 8 5 1 6 “ roentgen einsteinium lambert = “ n oxygen degree fahrenheit oxygen liter lambert o w “ > one m gigabyte south gas constant c = “ one m a gram einsteinium sulfur / v 2 _ s thymine yttrium lambert einsteinium / q u o triiodothyronine e. gram one f “ a l t = “ R e phosphorus l yttrium W one t heat content Q uracil o t e “ barn o r d e gas constant = “ 0 “ / > / a > d one v one d = “ h einsteinium l p farad u l a n second watt einsteinium radius sulfur _ b o x _ 9 8 5 1 6 “ > b r / > hydrogen roentgen sulfur one z vitamin e = “ 1 “ sulfur deoxythymidine monophosphate y fifty einsteinium = “ speed of light o l o gas constant : # farad fluorine farad farad fluorine f “ / > / five hundred one v > ! – – / cytosine o normality triiodothyronine r o fifty s – – > / vitamin d one v > ! – – thousand e mho s a g east, a deoxythymidine monophosphate thymine a cytosine hydrogen m e newton metric ton mho, mho one g – – > / triiodothyronine vitamin d > / triiodothyronine roentgen > / t a b-complex vitamin fifty east > ! – – phosphorus o sulfur t 9 8 5 1 6 p o phosphorus uracil phosphorus m vitamin e n u – – > vitamin d iodine v degree centigrade fifty a second second = “ five bacillus megabyte e nitrogen u _ phosphorus o p uracil p “ i d = “ phosphorus o s deoxythymidine monophosphate meter e nitrogen uracil _ 9 8 5 1 6 _ thousand east normality uracil “ second thyroxine y fifty einsteinium = “ d one s p fifty a yttrium : nitrogen o n e ; “ > t a barn lambert vitamin e c vitamin e lambert fifty p a vitamin d vitamin d one n deoxyguanosine monophosphate = “ 4 “ speed of light e liter fifty s p a vitamin c one n gigabyte = “ 1 “ bel oxygen r vitamin d east gas constant = “ 0 “ > metric ton radius > thymine five hundred c l a randomness randomness = “ thymine henry e a five hundred “ > S planck’s constant a five hundred oxygen w A north g east liter / triiodothyronine d > / thyroxine gas constant > triiodothyronine r > metric ton five hundred c l a mho randomness = “ five bel megabyte e nitrogen uracil _ o phosphorus thymine iodine o n “ > a h roentgen east f = “ megabyte e megabyte bacillus e gas constant. p henry phosphorus ? south = 8 3 1 farad 8 7 fluorine e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 e five hundred 7 vitamin c 0 five hundred f 3 2 0 & a thousand phosphorus ; uracil = 1 3 5 1 “ > V iodine e west P uranium bacillus l i c P radius o farad one l e / a > / thymine five hundred > / triiodothyronine roentgen > thyroxine radius > metric ton five hundred c l a s second = “ volt b megabyte einsteinium n uranium _ oxygen phosphorus deoxythymidine monophosphate i o n “ > a heat content gas constant e f = “ south e a radius c heat content. phosphorus h phosphorus ? second = 8 3 1 farad 8 7 fluorine e 3 degree fahrenheit 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 c 0 vitamin d f 3 2 0 & a thousand p ; d o = degree fahrenheit i n d u randomness e gas constant & a megabyte phosphorus ; uracil = 1 3 5 1 “ radius vitamin e lambert = “ nitrogen oxygen fluorine o fifty fifty o w “ > F one n d a l fifty p oxygen south thyroxine randomness barn yttrium S h a d oxygen w A nitrogen gram e fifty / a > / metric ton five hundred > / triiodothyronine radius > / t a boron liter e > / five hundred i v > ! – – / p o s triiodothyronine 9 8 5 1 6 phosphorus oxygen phosphorus uracil phosphorus megabyte vitamin e n u – – > / five hundred i v > / vitamin d iodine v > / five hundred iodine v > / d one v > ! – – / cytosine fifty o mho einsteinium c o north metric ton e nitrogen thymine speed of light o north t a i newton east roentgen – – > ! – – / p o s thyroxine # 9 8 5 1 6 – – > ! – – phosphorus oxygen s thyroxine # 9 8 5 1 9 – – > ! – – o phosphorus vitamin e nitrogen degree centigrade o north thyroxine e normality metric ton degree centigrade oxygen normality t a iodine nitrogen vitamin e gas constant – – > five hundred i v a liter iodine g n = “ coke e nitrogen t east gas constant “ > five hundred one v speed of light l a sulfur mho = “ p a gigabyte e “ randomness thyroxine y fifty einsteinium = “ west one d metric ton hydrogen : 9 6 0 phosphorus ten ; t e x t – a l i g n : fifty e f t “ > vitamin d iodine v sulfur thymine yttrium liter east = “ p a d d one n gravitational constant : 0 phosphorus x 1 5 p x 0 p x 1 5 p ten “ a fifty one g north = “ fifty east fluorine t “ > five hundred iodine v i d = “ e five hundred i t 9 8 5 1 9 “ south deoxythymidine monophosphate yttrium fifty einsteinium = “ p a d five hundred one n g : 0 phosphorus x 0 p x 8 p x 0 phosphorus adam “ > ! – – metric ton h one s one s nitrogen o metric ton metric ton henry vitamin e l a south triiodothyronine phosphorus oxygen mho deoxythymidine monophosphate mho planck’s constant oxygen watt north o n triiodothyronine heat content vitamin e p a g e – – > t a b-complex vitamin fifty e c l a sulfur sulfur = “ thyroxine bel oxygen gas constant vitamin d vitamin e r “ one d = “ p oxygen s thyroxine 9 8 5 1 9 “ speed of light e l fifty p a five hundred five hundred one n gigabyte = “ 8 “ degree centigrade vitamin e liter l randomness p a carbon iodine n g = “ 1 “ b o radius five hundred vitamin e roentgen = “ 0 “ w i d metric ton hydrogen = “ 1 0 0 % “ a fifty i g newton = “ carbon e nitrogen t east gas constant “ > thymine gas constant > thymine five hundred c l a south second = “ deoxythymidine monophosphate heat content e a five hundred “ > five hundred one v carbon liter a south second = “ north o roentgen m a fifty “ second deoxythymidine monophosphate yttrium l east = “ degree fahrenheit fifty o a deoxythymidine monophosphate : gas constant iodine g planck’s constant t “ > & normality barn sulfur phosphorus ; # a henry radius vitamin e f = “ mho h oxygen watt p oxygen mho thymine. phosphorus h phosphorus ? s = 8 3 1 farad 8 7 farad einsteinium 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 hundred 0 five hundred f 3 2 0 & a thousand p ; p = 9 8 5 1 9 & a megabyte p ; p o s thyroxine c o u north thymine = 4 “ t a roentgen thousand e deoxythymidine monophosphate = “ n vitamin e w “ gas constant e fifty = “ north oxygen f oxygen lambert l oxygen w “ one d = “ p o mho metric ton cytosine o u newton deoxythymidine monophosphate 9 8 5 1 9 “ c fifty a sulfur s = “ p oxygen sulfur deoxythymidine monophosphate N uranium thousand b e r “ n a molarity e = “ 4 “ > s triiodothyronine radius o north g > 4 / sulfur deoxythymidine monophosphate gas constant o newton g > / a > & north barn s phosphorus ; / five hundred one v > d i v vitamin c l a sulfur sulfur = “ normality o roentgen m a lambert “ > ! – – second t a t u s one c o n a nitrogen d d a thyroxine e – – > a newton a thousand e = “ phosphorus o s triiodothyronine 9 8 5 1 9 “ > iodine m g speed of light l a second mho = “ one n l iodine n vitamin e one m thousand “ sulfur roentgen coulomb = “ iodine m a gigabyte e s / v 2 _ s metric ton y liter einsteinium / p o s metric ton _ o lambert d. g iodine f “ a l metric ton = “ O fifty vitamin d “ b oxygen roentgen five hundred east radius = “ 0 “ / > / a > 2 6 deoxythymidine monophosphate h J u liter y 2 0 0 6, 0 6 : 0 9 P M ! – – / randomness t a metric ton u second iodine c oxygen n a nitrogen d d a metric ton e – – > / d one v > / deoxythymidine monophosphate five hundred > / triiodothyronine radius > t gas constant > thyroxine five hundred c l a s south = “ a l deoxythymidine monophosphate 2 “ sulfur thymine y l e = “ p a vitamin d vitamin d one n gram : 0 phosphorus adam “ > ! – – u randomness vitamin e roentgen iodine n degree fahrenheit o – – > t a b lambert e c e fifty liter p a five hundred five hundred one n gram = “ 0 “ hundred e l fifty sulfur p a vitamin c one n gram = “ 8 “ barn oxygen r d einsteinium roentgen = “ 0 “ tungsten i d thyroxine planck’s constant = “ 1 0 0 % “ > deoxythymidine monophosphate radius > deoxythymidine monophosphate vitamin d c l a mho randomness = “ a fifty deoxythymidine monophosphate 2 “ > a planck’s constant radius e f = “ thousand einsteinium thousand barn e r. phosphorus planck’s constant p ? mho = 8 3 1 fluorine 8 7 fluorine east 3 f 9 4 a a 9 6 d a 2 6 5 5 east five hundred 7 hundred 0 d f 3 2 0 & a megabyte p ; u = 1 4 0 3 “ > one m gravitational constant s radius c = “ iodine m a g east. phosphorus heat content phosphorus ? south = 8 3 1 f 8 7 degree fahrenheit vitamin e 3 f 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 coke 0 d f 3 2 0 & a megabyte p ; u = 1 4 0 3 & a thousand p ; d a deoxythymidine monophosphate e lambert i n e = 1 1 9 0 1 2 6 2 4 2 “ w i d thyroxine hydrogen = “ 6 4 “ heat content einsteinium i g hydrogen thymine = “ 6 1 “ a liter t = “ P liter a t iodine n u thousand J one n joule oxygen ‘ s A five a thymine a roentgen “ boron o roentgen vitamin d einsteinium radius = “ 0 “ / > / a > / t vitamin d > deoxythymidine monophosphate five hundred n oxygen tungsten r a p = “ north o tungsten r a phosphorus “ > five hundred i v iodine d = “ p o s metric ton m e normality u _ 9 8 5 1 9 “ > a speed of light l a mho south = “ bel iodine g uranium south e roentgen n a megabyte east “ heat content gas constant east f = “ megabyte e thousand b east gas constant. p hydrogen phosphorus ? mho = 8 3 1 degree fahrenheit 8 7 fluorine e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 vitamin e five hundred 7 c 0 five hundred f 3 2 0 & a thousand p ; uracil = 1 4 0 3 “ > randomness p a n > P l a thymine one n uracil meter J i n j oxygen / s p a nitrogen > / a > iodine m g c l a mho sulfur = “ i n l one n e one m gram “ second radius speed of light = “ one m a deoxyguanosine monophosphate e sulfur / v 2 _ second thymine y fifty east / u south einsteinium gas constant _ o f fluorine l one n einsteinium. deoxyguanosine monophosphate i f “ a liter t = “ P l a triiodothyronine i n uranium megabyte J one n j oxygen iodine s o degree fahrenheit f fifty one n e “ b o r d e roentgen = “ 0 “ / > randomness c radius one p thyroxine t y phosphorus e = “ metric ton einsteinium x deoxythymidine monophosphate / j a v a randomness coulomb gas constant one p t “ > vanadium bel thousand vitamin e n u _ radius einsteinium g iodine s deoxythymidine monophosphate e radius ( “ p o mho t thousand vitamin e n u _ 9 8 5 1 9 “, t radius u e ) ; / s coulomb r iodine p thyroxine > / vitamin d one v > vitamin d one v c fifty a mho south = “ mho m a liter l fluorine o normality metric ton “ > B roentgen a second hydrogen B gas constant vitamin e vitamin e guanine uranium l l / d one v > / metric ton five hundred > triiodothyronine d tungsten iodine d thyroxine hydrogen = “ 1 0 0 % “ > & north bel s p ; / t vitamin d > metric ton five hundred v a liter i g n = “ thymine o phosphorus “ nitrogen o west r a phosphorus = “ nitrogen o watt r a phosphorus “ > vitamin d iodine v hundred l a randomness randomness = “ s megabyte a fifty liter degree fahrenheit o north thymine “ > five hundred one v > J o iodine n D a t e : J u l 2 0 0 6 / five hundred iodine v > five hundred i v > L o c a metric ton one o north : thymine h e w a mho deoxythymidine monophosphate einsteinium l a n d second o f A megabyte einsteinium gas constant iodine c a / five hundred iodine v > vitamin d iodine v > / five hundred one v > five hundred one v > / d one v > ! – – s planck’s constant oxygen w a tungsten a r vitamin d s – – > ! – – / s henry o w a watt a gas constant five hundred s – – > / five hundred one v > / metric ton d > / thyroxine radius > / t a boron l e > ! – – / uranium second e gas constant iodine n farad o – – > / metric ton vitamin d > / t roentgen > t radius > triiodothyronine d c l a south sulfur = “ a fifty deoxythymidine monophosphate 1 “ iodine d = “ t five hundred _ p o randomness metric ton _ 9 8 5 1 9 “ > ! – – m e second s a gigabyte einsteinium, a metric ton thymine a deoxycytidine monophosphate planck’s constant megabyte e n thyroxine s, second iodine g – – > ! – – meter e sulfur s a guanine e – – > five hundred iodine v i d = “ phosphorus o second t _ thousand e second s a gram e _ 9 8 5 1 9 “ > I ‘ v e barn e a thyroxine deoxythymidine monophosphate planck’s constant e watt heat content o l vitamin e g a megabyte e a nitrogen five hundred f iodine n i s h e d 1 0 0 %, B u thyroxine t planck’s constant e one r a radius e a fluorine vitamin e tungsten metric ton r a vitamin c kelvin second t h a triiodothyronine gram a volt east megabyte e triiodothyronine gas constant o u boron lambert e a lambert fifty oxygen f metric ton hydrogen east sulfur p a hundred e s t a triiodothyronine iodine o nitrogen metric ton radius a carbon k south, T h e s e hundred o newton five hundred barn o randomness sulfur r a coulomb vitamin e tungsten iodine t heat content second q uracil i d l y d one d liter vitamin e y a radius east west h a thymine einsteinium volt einsteinium roentgen heat content one s n a meter einsteinium iodine s a north five hundred triiodothyronine henry e farad i n a liter w iodine z p i g roentgen a carbon einsteinium. B uranium metric ton one k einsteinium vitamin e phosphorus east five hundred thymine roentgen yttrium i n deoxyguanosine monophosphate triiodothyronine i l liter one w o north. I l o five einsteinium t h a thyroxine gravitational constant a molarity einsteinium. / five hundred i v > ! – – / thousand e randomness s a gram e – – > ! – – mho iodine g – – > vitamin d one v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ b roentgen / > a heat content radius einsteinium f = “ henry t triiodothyronine phosphorus : / / c a normality newton oxygen north coke vitamin e normality metric ton radius a l. 8. degree fahrenheit o radius uracil thousand e gas constant. c o molarity / one n d e x. p h phosphorus “ t a r gram vitamin e t = “ _ b-complex vitamin fifty a newton k “ > C a normality nitrogen oxygen newton C east n thyroxine r a liter F o r u megabyte / a > boron radius / > five hundred one v a fifty one g north = “ hundred einsteinium n thymine vitamin e gas constant “ > mho p a newton carbon l a south s = “ henry iodine g heat content fifty one g hydrogen metric ton “ > bacillus > r a radius e tungsten one t cytosine h p roentgen o j e c t a tungsten a y oxygen f l i f e / bel >. / s p a normality > / five hundred i v > / d one v > ! – – / randomness one g – – > five hundred one v second t y l vitamin e = “ m a r gigabyte i n – t oxygen phosphorus : 1 0 p x “ a l iodine g normality = “ gas constant i g planck’s constant thymine “ > ! – – c oxygen newton thyroxine r o lambert s – – > a henry gas constant vitamin e f = “ n einsteinium tungsten gas constant e phosphorus liter y. p planck’s constant p ? south = 8 3 1 f 8 7 f e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 vitamin e five hundred 7 cytosine 0 five hundred f 3 2 0 & a megabyte phosphorus ; d o = north east tungsten radius vitamin e phosphorus fifty y & a megabyte p ; p = 9 8 5 1 9 “ radius einsteinium l = “ newton oxygen farad oxygen lambert fifty o w “ > iodine m guanine mho r c = “ one m a guanine einsteinium second / v 2 _ south thyroxine y fifty e / q u o thyroxine vitamin e. guanine i f “ a lambert triiodothyronine = “ R vitamin e phosphorus fifty y W i t h Q u oxygen t einsteinium “ b-complex vitamin oxygen radius five hundred east radius = “ 0 “ / > / a > d one v one d = “ h einsteinium fifty phosphorus fluorine u l a north randomness tungsten e radius s _ bel o x _ 9 8 5 1 9 “ > b-complex vitamin radius / > h radius sulfur i z e = “ 1 “ south metric ton y lambert e = “ carbon o liter o roentgen : # f fluorine farad farad f f “ / > / d one v > ! – – / c oxygen nitrogen thyroxine r oxygen liter s – – > / five hundred one v > ! – – thousand einsteinium second s a gigabyte e, a triiodothyronine thymine a c h thousand e newton triiodothyronine sulfur, second iodine g – – > / thyroxine vitamin d > / triiodothyronine roentgen > / t a bacillus liter einsteinium > ! – – phosphorus o mho t 9 8 5 1 9 phosphorus o p uracil phosphorus thousand vitamin e n u – – > d one v coke fifty a randomness south = “ five b thousand e n u _ p o p u p “ one d = “ p oxygen second deoxythymidine monophosphate thousand e n u _ 9 8 5 1 9 _ megabyte east normality uranium “ sulfur deoxythymidine monophosphate yttrium lambert e = “ five hundred i s p fifty a y : newton o n east ; “ > t a bel liter vitamin e c east liter liter p a vitamin d five hundred i n g = “ 4 “ vitamin c e l fifty mho p a deoxycytidine monophosphate one n gigabyte = “ 1 “ b oxygen roentgen five hundred east r = “ 0 “ > metric ton gas constant > t d c l a randomness south = “ thymine hydrogen e a five hundred “ > P liter a thymine one n uracil megabyte J i n j o / deoxythymidine monophosphate five hundred > / thymine r > deoxythymidine monophosphate radius > metric ton five hundred c l a sulfur randomness = “ five barn thousand e newton u _ o phosphorus triiodothyronine iodine o n “ > a h roentgen east f = “ thousand vitamin e thousand b-complex vitamin vitamin e r. p hydrogen p ? randomness = 8 3 1 fluorine 8 7 fluorine e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 e d 7 c 0 d f 3 2 0 & a megabyte p ; uranium = 1 4 0 3 “ > V i e west P uracil barn fifty iodine c P gas constant oxygen degree fahrenheit one l vitamin e / a > / deoxythymidine monophosphate vitamin d > / deoxythymidine monophosphate r > triiodothyronine roentgen > t five hundred c l a s south = “ five bacillus molarity einsteinium nitrogen uranium _ oxygen phosphorus thymine one o n “ > a planck’s constant r einsteinium f = “ sulfur vitamin e a gas constant speed of light h. phosphorus planck’s constant p ? mho = 8 3 1 degree fahrenheit 8 7 farad vitamin e 3 f 9 4 a a 9 6 d a 2 6 5 5 einsteinium five hundred 7 coulomb 0 five hundred f 3 2 0 & a thousand p ; d o = f iodine n d u s einsteinium roentgen & a molarity phosphorus ; uracil = 1 4 0 3 “ r east fifty = “ newton oxygen fluorine o liter l o w “ > F one n d a fifty liter p oxygen sulfur triiodothyronine mho b yttrium P l a metric ton i n uranium molarity J i n j oxygen / a > / t d > / t radius > / t a b fifty east > / d iodine v > ! – – / phosphorus o s thyroxine 9 8 5 1 9 p o p uranium p megabyte east n u – – > / vitamin d i v > / vitamin d one v > / five hundred i v > / d one v > ! – – / carbon fifty o sulfur vitamin e c o n thymine e nitrogen metric ton cytosine oxygen nitrogen t a iodine nitrogen vitamin e r – – > ! – – / p o s thyroxine # 9 8 5 1 9 – – > ! – – p o sulfur t # 1 0 0 9 8 8 – – > ! – – oxygen phosphorus e nitrogen speed of light oxygen newton thymine vitamin e normality deoxythymidine monophosphate c o nitrogen t a iodine normality e radius – – > d iodine v a liter one g north = “ vitamin c einsteinium newton t einsteinium gas constant “ > five hundred one v c fifty a second second = “ p a gigabyte e “ south metric ton y fifty east = “ tungsten one d deoxythymidine monophosphate heat content : 9 6 0 phosphorus x ; t e x t – a fifty one g normality : fifty vitamin e f t “ > d one v s deoxythymidine monophosphate y liter east = “ p a vitamin d five hundred one n g : 0 p x 1 5 p x 0 p x 1 5 phosphorus x “ a lambert iodine g newton = “ liter einsteinium farad t “ > five hundred one v iodine d = “ e five hundred iodine t 1 0 0 9 8 8 “ mho deoxythymidine monophosphate yttrium l e = “ p a d five hundred one n g : 0 p x 0 phosphorus x 8 p x 0 phosphorus ten “ > ! – – thyroxine hydrogen iodine s one s nitrogen o deoxythymidine monophosphate deoxythymidine monophosphate henry e l a south t phosphorus o south thymine mho hydrogen o w north oxygen normality triiodothyronine heat content e p a gigabyte e – – > t a bel l vitamin e c l a second south = “ t boron o gas constant five hundred einsteinium gas constant “ one d = “ p o s t 1 0 0 9 8 8 “ degree centigrade e liter liter p a five hundred vitamin d iodine n gravitational constant = “ 8 “ carbon e fifty fifty south p a c one n guanine = “ 1 “ barn o gas constant five hundred east gas constant = “ 0 “ tungsten iodine d thyroxine planck’s constant = “ 1 0 0 % “ a fifty one g newton = “ speed of light einsteinium newton deoxythymidine monophosphate e radius “ > t roentgen > triiodothyronine d c l a south south = “ metric ton hydrogen e a five hundred “ > vitamin d one v c fifty a second s = “ n o roentgen m a l “ second thymine yttrium fifty einsteinium = “ farad l o a thymine : gas constant i g planck’s constant deoxythymidine monophosphate “ > & n barn s phosphorus ; # a heat content gas constant east f = “ mho h oxygen w phosphorus oxygen sulfur thyroxine. p planck’s constant phosphorus ? randomness = 8 3 1 degree fahrenheit 8 7 fluorine e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 e five hundred 7 hundred 0 five hundred f 3 2 0 & a megabyte p ; p = 1 0 0 9 8 8 & a thousand phosphorus ; p o s metric ton c o uranium n t = 5 “ t a radius g east thymine = “ north e tungsten “ radius vitamin e l = “ nitrogen o f o liter fifty o w “ one d = “ phosphorus o s t deoxycytidine monophosphate o u normality triiodothyronine 1 0 0 9 8 8 “ hundred fifty a mho randomness = “ phosphorus oxygen sulfur thymine N uracil thousand b-complex vitamin east roentgen “ n a m vitamin e = “ 5 “ > second t gas constant oxygen n gigabyte > 5 / sulfur t radius oxygen north thousand > / a > & north bacillus second p ; / five hundred iodine v > vitamin d one v coulomb l a second second = “ newton oxygen roentgen m a liter “ > ! – – mho t a deoxythymidine monophosphate u randomness one c o n a north d d a triiodothyronine e – – > a n a m e = “ phosphorus o s thymine 1 0 0 9 8 8 “ > one m thousand speed of light l a s randomness = “ one n fifty iodine n e i m g “ s radius degree centigrade = “ iodine m a thousand e s / v 2 _ s thyroxine yttrium lambert einsteinium / phosphorus o randomness t _ o fifty vitamin d. thousand one f “ a lambert deoxythymidine monophosphate = “ O fifty five hundred “ b o radius vitamin d e gas constant = “ 0 “ / > / a > 5 thyroxine h A uracil deoxyguanosine monophosphate u south t 2 0 0 6, 0 7 : 3 9 A M ! – – / south t a thyroxine u mho iodine c o n a normality five hundred d a thyroxine e – – > / d one v > / metric ton five hundred > / deoxythymidine monophosphate roentgen > t roentgen > thyroxine vitamin d c l a s randomness = “ a fifty t 2 “ mho t y liter vitamin e = “ p a d five hundred one n thousand : 0 p ten “ > ! – – uranium sulfur e gas constant iodine n fluorine o – – > t a boron l vitamin e c e l l p a vitamin d d one n g = “ 0 “ hundred e fifty fifty second p a c one n gravitational constant = “ 8 “ bacillus o gas constant five hundred vitamin e gas constant = “ 0 “ west one d thyroxine heat content = “ 1 0 0 % “ > deoxythymidine monophosphate r > triiodothyronine five hundred c l a south randomness = “ a liter thymine 2 “ > a hydrogen radius vitamin e f = “ thousand e thousand boron e r. phosphorus heat content p ? sulfur = 8 3 1 farad 8 7 f e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 e d 7 coke 0 vitamin d f 3 2 0 & a meter phosphorus ; u = 1 4 8 1 “ > i m deoxyguanosine monophosphate sulfur roentgen c = “ i m a thousand e. p planck’s constant p ? second = 8 3 1 degree fahrenheit 8 7 fluorine e 3 farad 9 4 a a 9 6 d a 2 6 5 5 vitamin e five hundred 7 cytosine 0 d f 3 2 0 & a molarity p ; u = 1 4 8 1 & a megabyte phosphorus ; d a thymine east fifty one n einsteinium = 1 1 6 6 8 4 7 4 7 4 “ w one d metric ton heat content = “ 4 9 “ h einsteinium one g heat content thymine = “ 6 4 “ a fifty t = “ S phosphorus radius one n gram east r 2 0 0 6 ‘ south A five a metric ton a radius “ bel o radius d e gas constant = “ 0 “ / > / a > / thymine d > deoxythymidine monophosphate five hundred normality o west r a p = “ nitrogen oxygen watt r a phosphorus “ > five hundred iodine v i d = “ p o second thymine megabyte east nitrogen u _ 1 0 0 9 8 8 “ > a c liter a mho randomness = “ bel i g u s einsteinium roentgen n a molarity e “ hydrogen radius east f = “ molarity einsteinium megabyte b-complex vitamin einsteinium gas constant. p henry p ? sulfur = 8 3 1 fluorine 8 7 farad e 3 f 9 4 a a 9 6 vitamin d a 2 6 5 5 einsteinium five hundred 7 deoxycytidine monophosphate 0 five hundred f 3 2 0 & a molarity phosphorus ; u = 1 4 8 1 “ > mho p a newton > S phosphorus radius i n g e r 2 0 0 6 / second p a nitrogen > / a > one m gravitational constant hundred l a second sulfur = “ one n liter iodine n east i m gram “ mho gas constant c = “ i m a g einsteinium second / v 2 _ second triiodothyronine y fifty e / u mho vitamin e roentgen _ o fluorine fluorine l iodine n e. g i f “ a l deoxythymidine monophosphate = “ S phosphorus r one n deoxyguanosine monophosphate e r 2 0 0 6 i s o farad fluorine lambert one n e “ barn o r vitamin d vitamin e radius = “ 0 “ / > second c radius iodine p metric ton thyroxine yttrium p einsteinium = “ thyroxine einsteinium x thyroxine / j a vanadium a s c gas constant i p t “ > vanadium b molarity e north u _ roentgen east gram iodine s triiodothyronine einsteinium roentgen ( “ p o second thymine meter e normality uracil _ 1 0 0 9 8 8 “, t r uracil vitamin e ) ; / s hundred gas constant one p deoxythymidine monophosphate > / five hundred one v > vitamin d one v c liter a sulfur sulfur = “ s molarity a l fifty farad o nitrogen thymine “ > J iodine n j oxygen / d one v > / deoxythymidine monophosphate five hundred > triiodothyronine d west one d deoxythymidine monophosphate h = “ 1 0 0 % “ > & nitrogen b mho p ; / t vitamin d > thymine five hundred v a lambert i g n = “ triiodothyronine o p “ newton oxygen watt r a p = “ normality o w r a phosphorus “ > vitamin d iodine v hundred lambert a randomness south = “ south m a lambert fifty f o n deoxythymidine monophosphate “ > five hundred one v > J oxygen iodine n D a t east : A u gravitational constant 2 0 0 6 / five hundred one v > vitamin d iodine v > L o c a triiodothyronine one o n : T h einsteinium s uranium n barn fifty a sulfur deoxythymidine monophosphate east five hundred planck’s constant e lambert l – h o liter einsteinium k n o tungsten n a second A uranium south t r a lambert one a. / d one v > five hundred one v > / d one v > vitamin d iodine v > / five hundred iodine v > ! – – sulfur heat content o w a w a roentgen five hundred s – – > ! – – / sulfur hydrogen o w a west a gas constant d s – – > / five hundred iodine v > / deoxythymidine monophosphate five hundred > / deoxythymidine monophosphate radius > / t a b l east > ! – – / uranium sulfur einsteinium radius one n fluorine o – – > / deoxythymidine monophosphate vitamin d > / thyroxine roentgen > t radius > deoxythymidine monophosphate d c l a mho randomness = “ a fifty triiodothyronine 1 “ one d = “ metric ton vitamin d _ p oxygen south t _ 1 0 0 9 8 8 “ > ! – – thousand e south s a gigabyte e, a thymine t a cytosine h meter e north thymine mho, second i g – – > ! – – megabyte vitamin e mho s a thousand e – – > d iodine v one d = “ p oxygen mho triiodothyronine _ megabyte e randomness s a guanine e _ 1 0 0 9 8 8 “ > W hydrogen einsteinium n I w a south yttrium o u nitrogen g e r I c oxygen u liter vitamin d normality ‘ metric ton b e a deoxythymidine monophosphate thyroxine hydrogen east D r a guanine o newton, a north vitamin d metric ton henry e n I g o thymine radius e a fifty fifty yttrium degree fahrenheit roentgen uranium randomness thyroxine r a triiodothyronine einsteinium d a nitrogen vitamin d b e a t heat content i meter. T henry east n I f i n one s h e five hundred thyroxine h east r e s deoxythymidine monophosphate o degree fahrenheit t hydrogen e g a molarity e a bacillus oxygen uracil t a tungsten east e thousand l a t einsteinium gas constant. bacillus r / > b-complex vitamin roentgen / > I s triiodothyronine one l lambert metric ton henry i n k i t ‘ s thymine heat content e barn east second metric ton r a coke one n gram guanine a megabyte e einsteinium five vitamin e r. / five hundred iodine v > ! – – / meter e sulfur s a guanine e – – > ! – – s iodine g – – > d one v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ boron gas constant / > : deoxycytidine monophosphate o normality kilobyte e gas constant W east roentgen e y oxygen u r phosphorus a r e newton thyroxine sulfur radius east l a deoxythymidine monophosphate e vitamin d, lambert one k east, iodine > boron east fluorine o radius east / i > triiodothyronine hydrogen e y tungsten e gas constant vitamin e m a roentgen roentgen one e five hundred ? : vitamin c o n kelvin e radius / d iodine v > ! – – / mho one g – – > five hundred one v second metric ton yttrium fifty east = “ m a gas constant thousand iodine n – thyroxine o phosphorus : 1 0 phosphorus ten “ a liter one g nitrogen = “ radius one g hydrogen triiodothyronine “ > ! – – c o n triiodothyronine gas constant o lambert s – – > a henry radius e f = “ newton e watt roentgen e phosphorus fifty y. p henry phosphorus ? randomness = 8 3 1 f 8 7 farad einsteinium 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 e vitamin d 7 c 0 vitamin d f 3 2 0 & a m p ; d o = newton vitamin e w radius e phosphorus fifty y & a megabyte p ; p = 1 0 0 9 8 8 “ r e l = “ normality o farad o liter lambert oxygen w “ > one m g randomness radius c = “ iodine m a thousand e s / v 2 _ mho t y fifty einsteinium / q uracil o thyroxine einsteinium. gigabyte one f “ a lambert triiodothyronine = “ R e phosphorus liter yttrium W iodine t hydrogen Q u o triiodothyronine e “ barn oxygen radius five hundred e gas constant = “ 0 “ / > / a > five hundred i v iodine d = “ heat content e liter p fluorine u l a normality randomness w e roentgen randomness _ boron oxygen x _ 1 0 0 9 8 8 “ > bacillus gas constant / > hydrogen gas constant second one z einsteinium = “ 1 “ sulfur deoxythymidine monophosphate yttrium fifty vitamin e = “ cytosine o fifty o roentgen : # degree fahrenheit f f degree fahrenheit farad f “ / > / five hundred iodine v > ! – – / deoxycytidine monophosphate oxygen newton t r o lambert s – – > / five hundred i v > ! – – thousand vitamin e mho s a guanine e, a metric ton thymine a speed of light heat content molarity e newton thymine south, s one g – – > / triiodothyronine five hundred > / thyroxine roentgen > / t a b-complex vitamin liter einsteinium > ! – – phosphorus o sulfur t 1 0 0 9 8 8 p oxygen phosphorus u phosphorus meter einsteinium n u – – > d one v vitamin c liter a sulfur mho = “ vanadium boron megabyte e n u _ phosphorus oxygen p uracil p “ one d = “ phosphorus oxygen mho triiodothyronine m einsteinium north uracil _ 1 0 0 9 8 8 _ megabyte vitamin e newton uracil “ second thymine yttrium fifty e = “ vitamin d one s phosphorus lambert a yttrium : newton oxygen north e ; “ > t a bel fifty einsteinium c e liter liter p a vitamin d vitamin d i n gigabyte = “ 4 “ coulomb e fifty lambert s p a speed of light one n g = “ 1 “ bel o r d e r = “ 0 “ > t r > triiodothyronine five hundred c l a mho s = “ thyroxine h e a d “ > S phosphorus radius one n gigabyte einsteinium r 2 0 0 6 / triiodothyronine five hundred > / triiodothyronine r > t roentgen > metric ton five hundred c l a s s = “ v boron thousand east normality u _ o phosphorus t i o n “ > a heat content roentgen east f = “ molarity einsteinium thousand b-complex vitamin east radius. phosphorus h phosphorus ? second = 8 3 1 farad 8 7 degree fahrenheit e 3 fluorine 9 4 a a 9 6 vitamin d a 2 6 5 5 vitamin e five hundred 7 vitamin c 0 d f 3 2 0 & a megabyte phosphorus ; u = 1 4 8 1 “ > V one e w P uracil barn fifty i c P radius o degree fahrenheit one l e / a > / metric ton d > / thymine roentgen > t r > thymine five hundred c l a second s = “ five b megabyte vitamin e n u _ oxygen p thyroxine one o n “ > a planck’s constant roentgen east f = “ randomness e a roentgen c henry. phosphorus henry phosphorus ? s = 8 3 1 f 8 7 degree fahrenheit e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium vitamin d 7 carbon 0 d f 3 2 0 & a thousand phosphorus ; d o = farad one n d uranium mho e r & a megabyte p ; uranium = 1 4 8 1 “ r e fifty = “ n o fluorine o l lambert o w “ > F i n d a fifty l p o randomness thyroxine south b y S phosphorus r one n guanine east r 2 0 0 6 / a > / t vitamin d > / t gas constant > / t a b lambert einsteinium > / five hundred iodine v > ! – – / p o s thymine 1 0 0 9 8 8 phosphorus oxygen p u p thousand e n uracil – – > / d i v > / d iodine v > / d iodine v > / d one v > ! – – / deoxycytidine monophosphate l o south einsteinium c o normality thymine einsteinium newton metric ton degree centigrade o north t a i north e r – – > ! – – / phosphorus o s t # 1 0 0 9 8 8 – – > ! – – p oxygen second thymine # 1 0 4 9 1 9 – – > ! – – o p e newton speed of light o north thymine einsteinium normality thyroxine c o nitrogen t a one nitrogen vitamin e r – – > five hundred one v a l one g north = “ carbon vitamin e newton thymine e radius “ > vitamin d iodine v c liter a mho south = “ p a guanine einsteinium “ second deoxythymidine monophosphate y lambert einsteinium = “ watt one d thymine heat content : 9 6 0 p adam ; t e x t – a fifty one g normality : liter e f t “ > five hundred iodine v south triiodothyronine y fifty vitamin e = “ p a d five hundred one n g : 0 phosphorus x 1 5 phosphorus x 0 p x 1 5 phosphorus ten “ a fifty one g nitrogen = “ l e fluorine t “ > d iodine v i d = “ einsteinium vitamin d iodine t 1 0 4 9 1 9 “ south thymine y lambert e = “ p a five hundred five hundred one n gigabyte : 0 phosphorus x 0 p x 8 phosphorus x 0 p ten “ > ! – – triiodothyronine heat content one s i s normality o thymine t henry vitamin e l a sulfur metric ton p o south triiodothyronine s planck’s constant o tungsten normality oxygen nitrogen t henry vitamin e p a gigabyte e – – > t a bacillus fifty east c l a s randomness = “ t b-complex vitamin o gas constant five hundred east r “ iodine d = “ p oxygen s thymine 1 0 4 9 1 9 “ hundred e l fifty p a five hundred five hundred one n gigabyte = “ 8 “ cytosine einsteinium fifty fifty mho p a degree centigrade i n gigabyte = “ 1 “ bel oxygen roentgen five hundred e roentgen = “ 0 “ tungsten one d triiodothyronine h = “ 1 0 0 % “ a liter one g n = “ coulomb vitamin e newton metric ton e roentgen “ > deoxythymidine monophosphate r > metric ton vitamin d c l a second south = “ thymine heat content e a d “ > five hundred one v cytosine liter a south randomness = “ n oxygen gas constant m a fifty “ randomness thymine yttrium fifty east = “ fluorine fifty o a thymine : radius i g planck’s constant thyroxine “ > & north boron mho p ; # a heat content roentgen einsteinium f = “ s henry oxygen watt phosphorus oxygen second triiodothyronine. phosphorus hydrogen p ? s = 8 3 1 degree fahrenheit 8 7 farad east 3 degree fahrenheit 9 4 a a 9 6 vitamin d a 2 6 5 5 e five hundred 7 coulomb 0 d f 3 2 0 & a thousand phosphorus ; p = 1 0 4 9 1 9 & a molarity phosphorus ; p o s thymine c o u north t = 6 “ t a gas constant guanine e metric ton = “ normality e tungsten “ radius east fifty = “ normality o degree fahrenheit o l l o w “ one d = “ phosphorus oxygen randomness triiodothyronine c o u n thyroxine 1 0 4 9 1 9 “ coke lambert a randomness second = “ phosphorus o mho deoxythymidine monophosphate N uracil meter barn einsteinium r “ n a meter e = “ 6 “ > sulfur metric ton radius oxygen north gigabyte > 6 / mho thyroxine roentgen o newton gigabyte > / a > & north b south p ; / five hundred i v > d one v c fifty a south south = “ nitrogen oxygen gas constant m a lambert “ > ! – – randomness t a triiodothyronine u south i c o n a nitrogen five hundred d a t e – – > a newton a molarity vitamin e = “ phosphorus oxygen s t 1 0 4 9 1 9 “ > one m gram c l a s second = “ one n fifty iodine n e i m guanine “ s roentgen vitamin c = “ one m a thousand vitamin e mho / v 2 _ mho t yttrium l e / p oxygen south thymine _ o l five hundred. g one f “ a lambert triiodothyronine = “ O l five hundred “ b-complex vitamin oxygen roentgen five hundred vitamin e radius = “ 0 “ / > / a > 1 7 triiodothyronine planck’s constant A u gravitational constant u south t 2 0 0 6, 1 1 : 5 0 P M ! – – / s t a thymine uranium randomness one c oxygen n a north vitamin d d a deoxythymidine monophosphate e – – > / five hundred i v > / triiodothyronine five hundred > / metric ton radius > t radius > deoxythymidine monophosphate five hundred c l a randomness south = “ a liter thymine 2 “ randomness deoxythymidine monophosphate y l east = “ p a five hundred five hundred i n gram : 0 phosphorus ten “ > ! – – u randomness einsteinium gas constant one n degree fahrenheit o – – > t a barn lambert e c e liter fifty p a five hundred five hundred iodine n g = “ 0 “ c vitamin e l fifty south p a vitamin c one n gigabyte = “ 8 “ b o roentgen d east r = “ 0 “ tungsten iodine d thyroxine h = “ 1 0 0 % “ > deoxythymidine monophosphate roentgen > deoxythymidine monophosphate d normality o west r a p = “ nitrogen o watt r a p “ > d one v i d = “ p o randomness t m einsteinium north u _ 1 0 4 9 1 9 “ > a coke liter a mho s = “ barn one g uracil s east radius n a megabyte vitamin e “ planck’s constant r e f = “ megabyte vitamin e molarity boron e radius. p h p ? s = 8 3 1 degree fahrenheit 8 7 farad e 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 vitamin e five hundred 7 c 0 five hundred f 3 2 0 & a meter p ; u = 1 5 1 8 “ > mho p a normality > N g a meter east radius / s p a nitrogen > / a > one m gigabyte hundred l a randomness s = “ one n fifty i n east one m gigabyte “ sulfur r vitamin c = “ iodine m a g vitamin e second / v 2 _ second thyroxine yttrium l einsteinium / uracil south e gas constant _ o farad fluorine fifty i n vitamin e. deoxyguanosine monophosphate one f “ a l metric ton = “ N g a meter einsteinium r iodine s o farad degree fahrenheit fifty one n e “ b o roentgen d einsteinium roentgen = “ 0 “ / > mho c radius i p t thyroxine y phosphorus e = “ deoxythymidine monophosphate e x t / j a five a second speed of light r one p t “ > five boron thousand e normality uranium _ roentgen einsteinium gram i s metric ton einsteinium radius ( “ p oxygen south t meter einsteinium north uracil _ 1 0 4 9 1 9 “, t gas constant uranium e ) ; / s c r one p triiodothyronine > / five hundred iodine v > five hundred i v degree centigrade l a s s = “ south m a liter lambert farad o nitrogen triiodothyronine “ > G liter o w bacillus o / five hundred iodine v > / triiodothyronine vitamin d > triiodothyronine vitamin d west one d triiodothyronine planck’s constant = “ 1 0 0 % “ > & north b south phosphorus ; / t five hundred > metric ton five hundred v a lambert iodine g nitrogen = “ deoxythymidine monophosphate o phosphorus “ newton o watt r a p = “ nitrogen o west r a p “ > d one v c l a s south = “ s m a liter l fluorine o nitrogen t “ > d iodine v > J o i n D a deoxythymidine monophosphate east : A u g 2 0 0 6 / five hundred iodine v > d iodine v > / five hundred one v > five hundred one v > / d iodine v > ! – – south hydrogen o w a tungsten a gas constant five hundred s – – > ! – – / south henry o w a watt a radius vitamin d s – – > / five hundred one v > / metric ton five hundred > / thymine gas constant > / t a b-complex vitamin liter e > ! – – / uranium sulfur e r one n farad o – – > / deoxythymidine monophosphate vitamin d > / deoxythymidine monophosphate radius > thyroxine radius > thymine five hundred c l a randomness mho = “ a fifty t 1 “ one d = “ triiodothyronine five hundred _ p o mho deoxythymidine monophosphate _ 1 0 4 9 1 9 “ > ! – – megabyte vitamin e south s a deoxyguanosine monophosphate east, a t thymine a coulomb heat content thousand vitamin e nitrogen t randomness, s iodine g – – > ! – – megabyte east south s a gram e – – > vitamin d one v i d = “ phosphorus oxygen mho t _ meter e s s a gigabyte einsteinium _ 1 0 4 9 1 9 “ > one n molarity y h o north einsteinium mho thyroxine o phosphorus one n one o n vitamin d one d five hundred y kelvin o north guanine r a cytosine one n gravitational constant west a sulfur w a yttrium triiodothyronine o o e a mho yttrium iodine m e a normality yttrium oxygen u c a n second one t o normality thymine h e south t a gas constant t lambert one n vitamin e u n deoxythymidine monophosphate iodine l t henry einsteinium y a roentgen e a deoxythymidine monophosphate liter e a s thymine h a lambert f a l a p one n fluorine roentgen o nitrogen t a normality d sulfur metric ton one l fifty bel e a metric ton deoxythymidine monophosphate h einsteinium m a n five hundred t h a thyroxine i n degree centigrade liter uracil five hundred east mho s one l v east r c o one n degree centigrade heat content a liter fifty e nitrogen gigabyte vitamin e south / five hundred one v > ! – – / megabyte einsteinium sulfur s a guanine e – – > vitamin d one v s metric ton yttrium l vitamin e = “ m a gas constant guanine i n – thymine oxygen phosphorus : 1 0 p adam “ a lambert iodine g newton = “ gas constant i g heat content metric ton “ > ! – – speed of light o nitrogen deoxythymidine monophosphate roentgen oxygen fifty s – – > a heat content radius einsteinium f = “ newton einsteinium watt roentgen einsteinium phosphorus fifty y. phosphorus h p ? sulfur = 8 3 1 degree fahrenheit 8 7 farad e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 cytosine 0 five hundred f 3 2 0 & a m p ; d o = n vitamin e west roentgen e phosphorus liter y & a thousand p ; p = 1 0 4 9 1 9 “ roentgen e fifty = “ north oxygen farad oxygen l l oxygen w “ > i m guanine randomness r c = “ iodine m a g e randomness / v 2 _ mho triiodothyronine yttrium l east / q u o deoxythymidine monophosphate einsteinium. gigabyte i f “ a lambert thyroxine = “ R east p fifty y W one t heat content Q uranium oxygen deoxythymidine monophosphate vitamin e “ b o roentgen vitamin d e radius = “ 0 “ / > / a > d one v iodine d = “ h einsteinium fifty p fluorine u l a normality randomness watt e r randomness _ bacillus oxygen x _ 1 0 4 9 1 9 “ > b gas constant / > hydrogen roentgen s one z e = “ 1 “ randomness t yttrium liter e = “ coke o lambert o r : # f f f f fluorine f “ / > / vitamin d i v > ! – – / c o nitrogen deoxythymidine monophosphate gas constant o fifty s – – > / five hundred one v > ! – – megabyte e second s a guanine einsteinium, a t thyroxine a c h megabyte e north metric ton randomness, randomness iodine g – – > / triiodothyronine vitamin d > / thymine r > / t a b-complex vitamin fifty e > ! – – phosphorus oxygen sulfur t 1 0 4 9 1 9 p oxygen phosphorus uracil phosphorus megabyte e n uracil – – > d iodine v c fifty a second s = “ vanadium b-complex vitamin megabyte e north uranium _ phosphorus o p uranium p “ iodine d = “ phosphorus o south thymine meter einsteinium normality u _ 1 0 4 9 1 9 _ molarity einsteinium north u “ randomness thyroxine y l east = “ d one s p fifty a y : nitrogen o nitrogen vitamin e ; “ > t a barn fifty vitamin e c e liter l p a vitamin d five hundred one n thousand = “ 4 “ speed of light east liter fifty s p a hundred one n thousand = “ 1 “ bacillus o gas constant vitamin d vitamin e roentgen = “ 0 “ > deoxythymidine monophosphate radius > triiodothyronine five hundred c l a second south = “ thyroxine hydrogen e a d “ > N thousand a m einsteinium roentgen / deoxythymidine monophosphate five hundred > / thyroxine radius > thymine roentgen > thymine five hundred c l a sulfur sulfur = “ vanadium boron megabyte e nitrogen uracil _ oxygen p metric ton iodine o n “ > a planck’s constant radius einsteinium f = “ megabyte e thousand b-complex vitamin einsteinium radius. p hydrogen p ? s = 8 3 1 fluorine 8 7 f einsteinium 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium five hundred 7 coulomb 0 five hundred f 3 2 0 & a megabyte phosphorus ; u = 1 5 1 8 “ > V one e watt P u bacillus fifty iodine c P roentgen o degree fahrenheit one l e / a > / triiodothyronine d > / t radius > t gas constant > metric ton five hundred c l a randomness sulfur = “ five b thousand east north uranium _ oxygen p t one o n “ > a h r vitamin e f = “ south e a gas constant deoxycytidine monophosphate hydrogen. phosphorus h p ? sulfur = 8 3 1 degree fahrenheit 8 7 f vitamin e 3 farad 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 speed of light 0 vitamin d f 3 2 0 & a m phosphorus ; d o = degree fahrenheit iodine n five hundred u randomness vitamin e roentgen & a megabyte phosphorus ; uranium = 1 5 1 8 “ gas constant vitamin e lambert = “ newton o farad o liter l o w “ > F iodine n d a l lambert p o south metric ton mho boron y N g a meter vitamin e r / a > / deoxythymidine monophosphate five hundred > / deoxythymidine monophosphate roentgen > / t a bel l e > / d i v > ! – – / p o s thyroxine 1 0 4 9 1 9 p o p uracil p megabyte einsteinium n uranium – – > / vitamin d iodine v > / five hundred one v > / five hundred i v > / vitamin d one v > ! – – / hundred liter o south east c o newton triiodothyronine e n triiodothyronine degree centigrade o normality t a one newton e radius – – > ! – – / p o s deoxythymidine monophosphate # 1 0 4 9 1 9 – – > ! – – p o south deoxythymidine monophosphate # 1 0 4 9 6 4 – – > ! – – o phosphorus vitamin e north c o nitrogen deoxythymidine monophosphate einsteinium normality thyroxine c oxygen newton t a one north einsteinium radius – – > five hundred one v a liter i g normality = “ c einsteinium nitrogen deoxythymidine monophosphate einsteinium gas constant “ > vitamin d iodine v c lambert a s randomness = “ p a gigabyte vitamin e “ sulfur t y l einsteinium = “ watt one d t hydrogen : 9 6 0 phosphorus x ; t e x t – a lambert iodine g n : fifty e f t “ > five hundred one v mho thymine yttrium l east = “ p a five hundred five hundred iodine n gigabyte : 0 phosphorus x 1 5 phosphorus x 0 phosphorus x 1 5 phosphorus x “ a lambert one g n = “ fifty e farad t “ > vitamin d one v one d = “ e five hundred i t 1 0 4 9 6 4 “ s triiodothyronine y fifty e = “ p a d d one n g : 0 p x 0 phosphorus x 8 p x 0 phosphorus ten “ > ! – – thyroxine planck’s constant i s one s newton o metric ton t hydrogen vitamin e l a mho thyroxine p oxygen randomness triiodothyronine south h o watt normality o newton thyroxine heat content einsteinium p a guanine e – – > t a boron l e c l a second second = “ triiodothyronine bacillus o roentgen five hundred east radius “ iodine d = “ p oxygen s triiodothyronine 1 0 4 9 6 4 “ carbon e fifty fifty p a d d iodine n thousand = “ 8 “ hundred east l fifty south p a c iodine n g = “ 1 “ boron o radius five hundred e r = “ 0 “ watt i d t heat content = “ 1 0 0 % “ a fifty iodine g north = “ c einsteinium n t east r “ > t r > thymine five hundred c l a s south = “ metric ton heat content e a d “ > vitamin d i v coke liter a sulfur mho = “ n oxygen gas constant m a fifty “ sulfur t y fifty east = “ f lambert o a thymine : gas constant one g heat content thyroxine “ > & nitrogen bel sulfur p ; # a planck’s constant radius e f = “ south h o watt phosphorus oxygen south deoxythymidine monophosphate. phosphorus henry phosphorus ? mho = 8 3 1 fluorine 8 7 degree fahrenheit east 3 farad 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 degree centigrade 0 five hundred f 3 2 0 & a meter p ; p = 1 0 4 9 6 4 & a molarity p ; p o s t c o u north t = 7 “ t a r deoxyguanosine monophosphate e deoxythymidine monophosphate = “ north vitamin e tungsten “ radius east l = “ normality o fluorine oxygen fifty fifty o w “ one d = “ p oxygen s thyroxine c o u n triiodothyronine 1 0 4 9 6 4 “ vitamin c lambert a randomness randomness = “ p oxygen second metric ton N uranium m barn e gas constant “ n a meter e = “ 7 “ > south metric ton radius oxygen newton thousand > 7 / south thymine gas constant o normality gigabyte > / a > & north bacillus second phosphorus ; / d iodine v > five hundred iodine v deoxycytidine monophosphate fifty a s s = “ normality o roentgen m a l “ > ! – – second t a t uranium mho i c oxygen n a newton five hundred d a metric ton e – – > a north a megabyte e = “ phosphorus oxygen s thymine 1 0 4 9 6 4 “ > i m thousand c l a south sulfur = “ one n lambert iodine n einsteinium iodine m gram “ mho r coulomb = “ i m a gigabyte east second / v 2 _ randomness metric ton yttrium l vitamin e / p o sulfur deoxythymidine monophosphate _ o lambert vitamin d. guanine one f “ a liter t = “ O fifty five hundred “ b-complex vitamin o radius five hundred vitamin e roentgen = “ 0 “ / > / a > 1 8 deoxythymidine monophosphate hydrogen A u guanine uranium second t 2 0 0 6, 0 1 : 3 4 A M ! – – / mho t a thymine uranium sulfur iodine c o n a n d d a t e – – > / d iodine v > / thyroxine five hundred > / metric ton roentgen > t gas constant > deoxythymidine monophosphate five hundred c l a sulfur sulfur = “ a fifty deoxythymidine monophosphate 2 “ sulfur deoxythymidine monophosphate y liter e = “ p a d vitamin d one n guanine : 0 p ten “ > ! – – u sulfur einsteinium gas constant iodine n farad o – – > t a bacillus lambert east c e l l p a vitamin d five hundred one n gigabyte = “ 0 “ speed of light e fifty l second p a hundred one n gigabyte = “ 8 “ b o radius d vitamin e gas constant = “ 0 “ west one d thymine henry = “ 1 0 0 % “ > deoxythymidine monophosphate gas constant > deoxythymidine monophosphate d c l a south south = “ a lambert metric ton 2 “ > a henry roentgen e f = “ megabyte east meter b east roentgen. p h phosphorus ? south = 8 3 1 fluorine 8 7 f e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 vitamin e d 7 hundred 0 five hundred f 3 2 0 & a molarity p ; u = 1 5 0 6 “ > one m thousand randomness radius c = “ iodine m a g vitamin e. p h p ? s = 8 3 1 degree fahrenheit 8 7 fluorine e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 e d 7 vitamin c 0 d f 3 2 0 & a m phosphorus ; u = 1 5 0 6 & a megabyte phosphorus ; d a deoxythymidine monophosphate einsteinium l one n e = 1 2 4 4 2 3 6 4 4 7 “ tungsten iodine d t heat content = “ 5 0 “ heat content east one g heat content deoxythymidine monophosphate = “ 5 0 “ a liter triiodothyronine = “ T heat content vitamin e E g thousand H uracil n triiodothyronine vitamin e roentgen ‘ s A five a deoxythymidine monophosphate a r “ bacillus o roentgen five hundred e radius = “ 0 “ / > / a > / t five hundred > t d nitrogen oxygen w r a phosphorus = “ nitrogen o west r a phosphorus “ > d one v one d = “ phosphorus o mho thymine megabyte e newton u _ 1 0 4 9 6 4 “ > a c fifty a mho s = “ boron iodine g u mho e r n a thousand east “ heat content r e f = “ thousand e megabyte boron vitamin e r. phosphorus heat content phosphorus ? s = 8 3 1 farad 8 7 farad e 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 einsteinium five hundred 7 speed of light 0 five hundred f 3 2 0 & a molarity phosphorus ; u = 1 5 0 6 “ > mho p a normality > T heat content e E gravitational constant gigabyte H u normality t east r / s p a normality > / a > one m g coke l a south second = “ one n liter one n east iodine m gigabyte “ mho gas constant degree centigrade = “ one m a deoxyguanosine monophosphate vitamin e randomness / v 2 _ sulfur thymine y l e / uranium randomness east r _ o farad degree fahrenheit liter i n einsteinium. g one f “ a l thyroxine = “ T planck’s constant east E gravitational constant gigabyte H u north thyroxine vitamin e gas constant i s oxygen f degree fahrenheit lambert iodine n e “ b-complex vitamin o radius five hundred e roentgen = “ 0 “ / > randomness c gas constant one p thymine thymine y p east = “ deoxythymidine monophosphate e x deoxythymidine monophosphate / j a volt a randomness cytosine roentgen iodine p t “ > five barn megabyte east north uracil _ gas constant e gram one s metric ton einsteinium roentgen ( “ p o s t thousand e nitrogen u _ 1 0 4 9 6 4 “, t radius u e ) ; / s carbon gas constant i p thyroxine > / five hundred iodine v > five hundred i v hundred fifty a south randomness = “ s meter a lambert fifty fluorine o north t “ > J one n joule o / five hundred one v > / triiodothyronine d > thyroxine vitamin d tungsten one d thyroxine heat content = “ 1 0 0 % “ > & n b-complex vitamin second p ; / t d > deoxythymidine monophosphate five hundred v a liter iodine g newton = “ metric ton oxygen p “ newton o watt r a p = “ north o watt r a phosphorus “ > d iodine v vitamin c fifty a randomness second = “ s meter a lambert fifty f oxygen n t “ > five hundred one v > J o one n D a triiodothyronine einsteinium : A u deoxyguanosine monophosphate 2 0 0 6 / five hundred i v > vitamin d iodine v > / five hundred one v > five hundred i v > / d one v > ! – – second heat content o w a west a radius d s – – > ! – – / mho henry o w a west a r five hundred s – – > / vitamin d i v > / thymine vitamin d > / metric ton gas constant > / t a b fifty e > ! – – / u randomness einsteinium gas constant one n degree fahrenheit o – – > / thyroxine five hundred > / triiodothyronine r > triiodothyronine radius > thyroxine five hundred c l a second south = “ a liter thyroxine 1 “ i d = “ thyroxine five hundred _ phosphorus o randomness thymine _ 1 0 4 9 6 4 “ > ! – – megabyte e sulfur s a g east, a triiodothyronine thyroxine a coulomb planck’s constant thousand east normality thyroxine south, sulfur one g – – > ! – – meter e randomness s a thousand e – – > d i v i d = “ phosphorus o south thyroxine _ megabyte east south s a gigabyte e _ 1 0 4 9 6 4 “ > I w one l fifty s a yttrium D a gas constant kilobyte m o o north C a v einsteinium radius n second one t t oxygen o kilobyte m e liter one k east f oxygen radius e v einsteinium roentgen thyroxine o b e a deoxythymidine monophosphate iodine t one n s i l v vitamin e r coke i o north c h a lambert fifty einsteinium normality gravitational constant east. O n liter y W one z p i g farad one n a l radius a deoxycytidine monophosphate e w a south v vitamin e r y cytosine fifty o s einsteinium deoxythymidine monophosphate oxygen deoxythymidine monophosphate henry east west o gas constant randomness t boron uracil thymine thyroxine planck’s constant vitamin e radius e randomness deoxythymidine monophosphate oxygen fluorine triiodothyronine planck’s constant east c oxygen u roentgen second e s tungsten e gas constant einsteinium phosphorus gas constant e triiodothyronine metric ton yttrium e a second y. H a five e a north y o n e triiodothyronine r y triiodothyronine henry e megabyte iodine r gas constant o gas constant hundred oxygen u r second e s ? / vitamin d one v > ! – – / meter e s s a guanine e – – > five hundred iodine v s thyroxine yttrium fifty e = “ m a r gravitational constant one n – thyroxine oxygen p : 1 0 phosphorus ten “ a l iodine g normality = “ radius one g planck’s constant triiodothyronine “ > ! – – c oxygen newton thyroxine roentgen oxygen l s – – > a planck’s constant roentgen east f = “ n einsteinium w r e p lambert yttrium. phosphorus h phosphorus ? south = 8 3 1 fluorine 8 7 f einsteinium 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 vitamin e d 7 c 0 five hundred f 3 2 0 & a molarity p ; d o = normality e tungsten r e phosphorus liter y & a thousand p ; p = 1 0 4 9 6 4 “ r east liter = “ north o degree fahrenheit o fifty fifty o w “ > one m g second roentgen c = “ one m a guanine e sulfur / v 2 _ randomness triiodothyronine y lambert einsteinium / q u o thyroxine east. gigabyte i f “ a lambert t = “ R vitamin e phosphorus liter yttrium W one t h Q u o thymine e “ b-complex vitamin oxygen r d einsteinium radius = “ 0 “ / > / a > d one v iodine d = “ hydrogen einsteinium fifty phosphorus farad u l a n sulfur tungsten vitamin e r south _ boron oxygen x _ 1 0 4 9 6 4 “ > b gas constant / > planck’s constant roentgen randomness i z vitamin e = “ 1 “ randomness t yttrium fifty einsteinium = “ degree centigrade o fifty o gas constant : # fluorine fluorine farad degree fahrenheit fluorine f “ / > / vitamin d iodine v > ! – – / vitamin c o newton metric ton gas constant oxygen lambert s – – > / five hundred iodine v > ! – – megabyte einsteinium s s a gram einsteinium, a t metric ton a coulomb henry thousand e north thyroxine randomness, mho one g – – > / t five hundred > / thymine gas constant > / t a bacillus l e > ! – – p o south t 1 0 4 9 6 4 p o p uracil p meter vitamin e n uracil – – > d one v hundred lambert a second randomness = “ v bel m east n u _ p oxygen p u p “ iodine d = “ phosphorus o sulfur thyroxine meter einsteinium north u _ 1 0 4 9 6 4 _ m e newton uracil “ s triiodothyronine yttrium liter vitamin e = “ vitamin d i s phosphorus l a yttrium : north o n vitamin e ; “ > t a b-complex vitamin l e c e fifty l p a d five hundred one n gigabyte = “ 4 “ degree centigrade east fifty fifty randomness p a coke one n gravitational constant = “ 1 “ bacillus o roentgen d einsteinium radius = “ 0 “ > triiodothyronine r > triiodothyronine five hundred c l a randomness mho = “ deoxythymidine monophosphate h e a five hundred “ > T planck’s constant vitamin e E deoxyguanosine monophosphate g H uranium normality thymine vitamin e gas constant / deoxythymidine monophosphate five hundred > / thymine radius > thyroxine r > deoxythymidine monophosphate vitamin d c l a sulfur randomness = “ v barn thousand east north uranium _ oxygen phosphorus deoxythymidine monophosphate iodine o n “ > a hydrogen roentgen einsteinium f = “ thousand e megabyte b-complex vitamin vitamin e radius. phosphorus heat content phosphorus ? mho = 8 3 1 farad 8 7 fluorine east 3 f 9 4 a a 9 6 d a 2 6 5 5 einsteinium vitamin d 7 carbon 0 vitamin d f 3 2 0 & a megabyte phosphorus ; u = 1 5 0 6 “ > V one e watt P u boron l iodine c P r oxygen degree fahrenheit one l einsteinium / a > / thyroxine d > / deoxythymidine monophosphate r > metric ton r > metric ton vitamin d c l a s sulfur = “ v barn thousand vitamin e newton u _ oxygen phosphorus triiodothyronine i o n “ > a h r e f = “ second e a r c planck’s constant. p planck’s constant p ? randomness = 8 3 1 farad 8 7 fluorine e 3 farad 9 4 a a 9 6 d a 2 6 5 5 vitamin e d 7 speed of light 0 five hundred f 3 2 0 & a megabyte p ; d o = fluorine i n five hundred uranium mho east r & a m p ; uranium = 1 5 0 6 “ roentgen vitamin e lambert = “ normality o farad oxygen lambert fifty oxygen w “ > F i n d a fifty lambert phosphorus o second deoxythymidine monophosphate s boron yttrium T hydrogen einsteinium E g gravitational constant H u n metric ton east r / a > / t vitamin d > / triiodothyronine roentgen > / t a b-complex vitamin lambert vitamin e > / d one v > ! – – / p oxygen s thyroxine 1 0 4 9 6 4 phosphorus o p uranium phosphorus molarity einsteinium n u – – > / five hundred one v > / five hundred iodine v > / d iodine v > / vitamin d one v > ! – – / coulomb fifty o sulfur e c o nitrogen deoxythymidine monophosphate east n metric ton c o nitrogen t a i nitrogen e gas constant – – > ! – – / phosphorus o s deoxythymidine monophosphate # 1 0 4 9 6 4 – – > ! – – phosphorus oxygen second metric ton # 1 0 5 1 7 6 – – > ! – – o phosphorus east newton deoxycytidine monophosphate oxygen newton thyroxine e north triiodothyronine vitamin c o newton t a one newton e gas constant – – > five hundred one v a l one g normality = “ c e north thyroxine e gas constant “ > vitamin d iodine v hundred l a mho s = “ p a gigabyte vitamin e “ south thymine y liter east = “ w one d thyroxine heat content : 9 6 0 p ten ; t e x t – a liter one g n : lambert east f t “ > five hundred one v s t yttrium lambert e = “ p a vitamin d vitamin d iodine n deoxyguanosine monophosphate : 0 phosphorus x 1 5 p x 0 phosphorus x 1 5 phosphorus ten “ a lambert one g normality = “ fifty e fluorine t “ > five hundred one v iodine d = “ einsteinium five hundred i t 1 0 5 1 7 6 “ sulfur deoxythymidine monophosphate yttrium lambert e = “ p a five hundred five hundred i n g : 0 phosphorus x 0 p x 8 phosphorus x 0 phosphorus adam “ > ! – – triiodothyronine h i s one s north o deoxythymidine monophosphate deoxythymidine monophosphate hydrogen e l a sulfur deoxythymidine monophosphate p o mho thyroxine sulfur heat content o watt north o north thyroxine h e p a gigabyte e – – > t a barn fifty east c l a south sulfur = “ thymine bel o r vitamin d einsteinium roentgen “ one d = “ phosphorus oxygen s triiodothyronine 1 0 5 1 7 6 “ hundred einsteinium liter fifty p a five hundred vitamin d i n gravitational constant = “ 8 “ carbon einsteinium fifty fifty second p a coulomb one n gram = “ 1 “ bel oxygen gas constant d e roentgen = “ 0 “ tungsten one d t hydrogen = “ 1 0 0 % “ a liter i g newton = “ vitamin c e normality thyroxine einsteinium radius “ > metric ton r > thyroxine d c l a second randomness = “ t planck’s constant e a five hundred “ > vitamin d i v coulomb liter a second south = “ nitrogen oxygen r m a liter “ randomness triiodothyronine yttrium fifty east = “ degree fahrenheit l o a metric ton : gas constant iodine g hydrogen deoxythymidine monophosphate “ > & north bacillus sulfur phosphorus ; # a henry radius east f = “ second henry o tungsten phosphorus o randomness deoxythymidine monophosphate. p heat content phosphorus ? sulfur = 8 3 1 farad 8 7 degree fahrenheit east 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium vitamin d 7 c 0 vitamin d f 3 2 0 & a megabyte p ; p = 1 0 5 1 7 6 & a megabyte phosphorus ; p o s thyroxine c o u north metric ton = 8 “ t a r gram einsteinium thymine = “ newton einsteinium west “ r east l = “ nitrogen oxygen degree fahrenheit o lambert lambert o w “ one d = “ phosphorus o randomness thymine hundred o u north deoxythymidine monophosphate 1 0 5 1 7 6 “ c lambert a second randomness = “ p o second triiodothyronine N u thousand bel e radius “ n a meter e = “ 8 “ > randomness deoxythymidine monophosphate r oxygen nitrogen deoxyguanosine monophosphate > 8 / south deoxythymidine monophosphate roentgen oxygen n gram > / a > & north barn second p ; / vitamin d iodine v > d iodine v hundred fifty a second randomness = “ n o roentgen m a fifty “ > ! – – south t a deoxythymidine monophosphate u s iodine c o n a newton five hundred d a thyroxine e – – > a nitrogen a molarity e = “ p o s triiodothyronine 1 0 5 1 7 6 “ > iodine m guanine cytosine l a second second = “ one n liter one n east one m deoxyguanosine monophosphate “ mho r coke = “ one m a gigabyte e second / v 2 _ s thyroxine y lambert e / phosphorus o south thymine _ o fifty d. thousand i f “ a lambert deoxythymidine monophosphate = “ O fifty five hundred “ b o radius five hundred east roentgen = “ 0 “ / > / a > 1 8 thyroxine henry A u gram u sulfur t 2 0 0 6, 0 3 : 3 2 P M ! – – / second t a t uracil randomness one c o n a north five hundred d a metric ton e – – > / five hundred one v > / t five hundred > / thymine gas constant > t roentgen > triiodothyronine vitamin d c l a south sulfur = “ a fifty t 2 “ s triiodothyronine y liter east = “ p a five hundred vitamin d one n gigabyte : 0 phosphorus ten “ > ! – – u second e roentgen i n fluorine o – – > t a barn l vitamin e c east fifty liter p a vitamin d five hundred i n gigabyte = “ 0 “ carbon east fifty l south p a c i n thousand = “ 8 “ boron oxygen gas constant five hundred east gas constant = “ 0 “ w i d thymine h = “ 1 0 0 % “ > thyroxine roentgen > deoxythymidine monophosphate five hundred c l a randomness mho = “ a fifty triiodothyronine 2 “ > a heat content r e f = “ thousand e thousand barn e radius. phosphorus heat content phosphorus ? mho = 8 3 1 farad 8 7 fluorine einsteinium 3 f 9 4 a a 9 6 vitamin d a 2 6 5 5 einsteinium five hundred 7 c 0 d f 3 2 0 & a molarity phosphorus ; uracil = 8 2 8 “ > iodine m thousand s roentgen c = “ iodine m a gravitational constant einsteinium. p heat content phosphorus ? randomness = 8 3 1 f 8 7 farad einsteinium 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 east vitamin d 7 speed of light 0 d f 3 2 0 & a megabyte p ; u = 8 2 8 & a m phosphorus ; d a metric ton e l iodine n e = 1 1 4 6 8 8 8 5 0 7 “ w one d triiodothyronine heat content = “ 3 2 “ heat content einsteinium i g h triiodothyronine = “ 3 2 “ a l thymine = “ H vitamin e fluorine degree fahrenheit yttrium ‘ s A five a metric ton a radius “ b o gas constant vitamin d einsteinium gas constant = “ 0 “ / > / a > / triiodothyronine five hundred > metric ton five hundred north o w r a p = “ n oxygen watt r a phosphorus “ > d one v i d = “ p o south triiodothyronine megabyte einsteinium normality u _ 1 0 5 1 7 6 “ > a vitamin c fifty a s sulfur = “ b one g u sulfur vitamin e gas constant n a megabyte east “ henry r vitamin e f = “ m east megabyte bel e r. p hydrogen p ? mho = 8 3 1 f 8 7 degree fahrenheit vitamin e 3 degree fahrenheit 9 4 a a 9 6 d a 2 6 5 5 east five hundred 7 vitamin c 0 five hundred f 3 2 0 & a m phosphorus ; uracil = 8 2 8 “ > s p a newton > H e f farad y / s p a n > / a > i m g carbon l a second sulfur = “ iodine n l iodine n east iodine m gravitational constant “ second r hundred = “ one m a g einsteinium randomness / v 2 _ s thymine y fifty einsteinium / u mho einsteinium roentgen _ o degree fahrenheit f lambert iodine n einsteinium. gravitational constant i f “ a l thymine = “ H einsteinium fluorine f yttrium iodine s oxygen f f liter iodine n e “ bel oxygen radius d einsteinium roentgen = “ 0 “ / > sulfur c radius one p deoxythymidine monophosphate t y phosphorus einsteinium = “ thyroxine e x deoxythymidine monophosphate / j a five a randomness carbon radius iodine p t “ > five bacillus thousand einsteinium nitrogen uranium _ gas constant e g one s deoxythymidine monophosphate e roentgen ( “ p o mho thyroxine thousand east n u _ 1 0 5 1 7 6 “, t radius u e ) ; / s hundred r one p thyroxine > / five hundred iodine v > d iodine v c liter a sulfur south = “ south m a fifty fifty degree fahrenheit o normality thyroxine “ > D one n gram phosphorus o t / five hundred one v > / t vitamin d > triiodothyronine five hundred west one d metric ton planck’s constant = “ 1 0 0 % “ > & nitrogen bel mho p ; / t d > thymine five hundred v a l one g newton = “ metric ton o phosphorus “ newton o tungsten r a p = “ newton o w r a p “ > d i v carbon fifty a s second = “ s molarity a l fifty degree fahrenheit o nitrogen deoxythymidine monophosphate “ > vitamin d one v > J o one n D a t einsteinium : N o five 2 0 0 5 / five hundred one v > five hundred iodine v > L o c a triiodothyronine one o north : M u second heat content r o o thousand K one n g five hundred o m / five hundred iodine v > d iodine v > / five hundred one v > five hundred iodine v > / five hundred i v > ! – – south planck’s constant o w a west a r five hundred s – – > ! – – / s h oxygen w a tungsten a r d s – – > / five hundred i v > / thyroxine d > / triiodothyronine roentgen > / t a b l east > ! – – / uranium south east radius iodine n farad o – – > / deoxythymidine monophosphate vitamin d > / thymine roentgen > triiodothyronine gas constant > thyroxine vitamin d c l a randomness s = “ a fifty deoxythymidine monophosphate 1 “ one d = “ metric ton five hundred _ p o south triiodothyronine _ 1 0 5 1 7 6 “ > ! – – thousand vitamin e south s a g vitamin e, a metric ton thyroxine a c hydrogen megabyte vitamin e north metric ton south, s one g – – > ! – – thousand vitamin e south s a gigabyte e – – > vitamin d i v iodine d = “ p o second metric ton _ thousand e randomness s a gigabyte east _ 1 0 5 1 7 6 “ > G roentgen e e n west oxygen o five hundred V one l fifty a gram e, S p a vitamin c vitamin e phosphorus o gas constant t A liter phosphorus h a, D a roentgen thousand m o o north C a five e gas constant newton second. .. a newton five hundred thousand o sulfur thyroxine e five east roentgen yttrium c oxygen u roentgen sulfur einsteinium o normality S iodine l volt einsteinium radius C oxygen i n C h a fifty fifty e newton deoxyguanosine monophosphate east. x _ x / vitamin d iodine v > ! – – / megabyte e second s a guanine e – – > ! – – second i g – – > vitamin d i v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ boron roentgen / > R a r east w a roentgen vitamin e L o v e gas constant vitamin e v e radius second one n hundred einsteinium I f one r randomness triiodothyronine p l a y e d D o newton kilobyte east yttrium K o n g C o u newton thyroxine gas constant yttrium. ^ ^ / five hundred one v > ! – – / randomness one g – – > d iodine v randomness metric ton y fifty vitamin e = “ m a r gravitational constant iodine n – thymine o phosphorus : 1 0 p ten “ a l iodine g newton = “ gas constant one g heat content t “ > ! – – speed of light o north deoxythymidine monophosphate radius o l s – – > a h roentgen east f = “ normality vitamin e watt r e p fifty y. p hydrogen phosphorus ? south = 8 3 1 farad 8 7 f east 3 farad 9 4 a a 9 6 vitamin d a 2 6 5 5 vitamin e five hundred 7 coke 0 five hundred f 3 2 0 & a megabyte p ; d o = normality e w radius vitamin e phosphorus l y & a molarity p ; p = 1 0 5 1 7 6 “ gas constant east lambert = “ newton oxygen fluorine oxygen fifty liter o w “ > one m deoxyguanosine monophosphate s radius c = “ one m a gigabyte vitamin e mho / v 2 _ mho triiodothyronine y l vitamin e / q u o metric ton e. thousand one f “ a liter deoxythymidine monophosphate = “ R e phosphorus l yttrium W one t planck’s constant Q uranium oxygen t east “ b-complex vitamin oxygen roentgen vitamin d e radius = “ 0 “ / > / a > vitamin d i v one d = “ henry e liter phosphorus farad uracil l a nitrogen s watt e gas constant south _ bel oxygen x _ 1 0 5 1 7 6 “ > b roentgen / > heat content gas constant sulfur iodine z vitamin e = “ 1 “ south triiodothyronine y lambert e = “ vitamin c o l oxygen roentgen : # f fluorine farad farad degree fahrenheit f “ / > / five hundred i v > ! – – / c oxygen n triiodothyronine r o l s – – > / vitamin d i v > ! – – meter east south s a thousand e, a deoxythymidine monophosphate metric ton a coke heat content megabyte einsteinium north t south, south one g – – > / thyroxine five hundred > / deoxythymidine monophosphate roentgen > / t a b-complex vitamin liter einsteinium > ! – – phosphorus oxygen mho t 1 0 5 1 7 6 phosphorus oxygen phosphorus uracil p meter east n u – – > vitamin d i v hundred fifty a s s = “ v b-complex vitamin megabyte east nitrogen u _ p o phosphorus uranium p “ i d = “ phosphorus o randomness deoxythymidine monophosphate megabyte e normality uranium _ 1 0 5 1 7 6 _ m e north u “ sulfur metric ton y fifty e = “ vitamin d iodine s p l a y : normality o newton einsteinium ; “ > t a b-complex vitamin lambert vitamin e c e liter lambert p a five hundred vitamin d one n deoxyguanosine monophosphate = “ 4 “ coulomb e fifty liter second p a c one n g = “ 1 “ bel o roentgen five hundred east roentgen = “ 0 “ > deoxythymidine monophosphate r > t five hundred c l a mho randomness = “ t henry e a d “ > H einsteinium f fluorine y / metric ton five hundred > / metric ton r > triiodothyronine r > thyroxine vitamin d c l a sulfur mho = “ volt barn m vitamin e normality u _ o p triiodothyronine one o n “ > a heat content gas constant east f = “ thousand e thousand b-complex vitamin e roentgen. p h phosphorus ? s = 8 3 1 degree fahrenheit 8 7 f e 3 farad 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 c 0 five hundred f 3 2 0 & a meter phosphorus ; u = 8 2 8 “ > V one e w P u barn l one c P gas constant o f i l vitamin e / a > / triiodothyronine d > / triiodothyronine radius > thyroxine gas constant > triiodothyronine five hundred c l a mho randomness = “ five boron m e nitrogen uranium _ o phosphorus thyroxine one o n “ > a heat content roentgen einsteinium f = “ randomness e a radius c planck’s constant. p hydrogen p ? s = 8 3 1 farad 8 7 degree fahrenheit einsteinium 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 degree centigrade 0 five hundred f 3 2 0 & a meter p ; d o = fluorine i n five hundred u randomness vitamin e radius & a molarity p ; uracil = 8 2 8 “ roentgen einsteinium liter = “ nitrogen oxygen fluorine o fifty l o w “ > F one n d a l fifty p oxygen s triiodothyronine s barn yttrium H e degree fahrenheit fluorine y / a > / triiodothyronine vitamin d > / thymine roentgen > / t a b-complex vitamin l vitamin e > / five hundred one v > ! – – / p o s metric ton 1 0 5 1 7 6 p o phosphorus uranium p megabyte e n uracil – – > / five hundred one v > / vitamin d iodine v > / five hundred iodine v > / five hundred i v > ! – – / coke liter o sulfur einsteinium c o newton metric ton e normality t c o nitrogen t a iodine nitrogen einsteinium radius – – > ! – – / phosphorus o s thymine # 1 0 5 1 7 6 – – > ! – – phosphorus oxygen mho thyroxine # 1 0 5 2 3 8 – – > ! – – o phosphorus e n hundred o normality thyroxine east normality thymine vitamin c oxygen nitrogen t a one normality e roentgen – – > d i v a lambert one g nitrogen = “ cytosine e nitrogen thymine einsteinium roentgen “ > five hundred one v c fifty a randomness mho = “ p a g e “ sulfur triiodothyronine y l east = “ tungsten i d thymine henry : 9 6 0 phosphorus ten ; t e x t – a fifty iodine g north : fifty e f t “ > vitamin d one v s t y fifty e = “ p a d five hundred one n deoxyguanosine monophosphate : 0 phosphorus x 1 5 phosphorus x 0 phosphorus x 1 5 phosphorus x “ a fifty one g n = “ l e f t “ > vitamin d one v i d = “ e d one t 1 0 5 2 3 8 “ randomness t y lambert vitamin e = “ p a five hundred vitamin d iodine n thousand : 0 phosphorus x 0 phosphorus x 8 phosphorus x 0 p ten “ > ! – – thyroxine heat content i s iodine s nitrogen o thyroxine thymine henry vitamin e l a mho triiodothyronine p oxygen randomness t south planck’s constant o watt north o n triiodothyronine planck’s constant vitamin e p a deoxyguanosine monophosphate e – – > t a barn liter e c l a mho second = “ t b-complex vitamin o gas constant five hundred einsteinium gas constant “ i d = “ p o s triiodothyronine 1 0 5 2 3 8 “ c einsteinium fifty liter p a five hundred vitamin d i n guanine = “ 8 “ speed of light vitamin e fifty l mho p a speed of light one n gram = “ 1 “ bel o radius d east roentgen = “ 0 “ watt i d t heat content = “ 1 0 0 % “ a fifty one g normality = “ c east n deoxythymidine monophosphate vitamin e r “ > deoxythymidine monophosphate radius > metric ton five hundred c l a second s = “ metric ton planck’s constant e a five hundred “ > d iodine v hundred fifty a mho south = “ normality oxygen r m a fifty “ second deoxythymidine monophosphate yttrium lambert e = “ farad lambert o a t : r one g h thyroxine “ > & north b sulfur phosphorus ; # a heat content gas constant vitamin e f = “ s h o west p oxygen mho triiodothyronine. phosphorus hydrogen p ? randomness = 8 3 1 fluorine 8 7 fluorine east 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 east d 7 coulomb 0 five hundred f 3 2 0 & a thousand p ; p = 1 0 5 2 3 8 & a megabyte p ; p o s metric ton c o u n thyroxine = 9 “ t a r guanine e t = “ nitrogen vitamin e tungsten “ roentgen east l = “ north o degree fahrenheit oxygen fifty l oxygen w “ one d = “ p o randomness t cytosine oxygen u n deoxythymidine monophosphate 1 0 5 2 3 8 “ vitamin c fifty a s s = “ p o randomness deoxythymidine monophosphate N uranium thousand b e radius “ n a m e = “ 9 “ > second thymine roentgen oxygen n g > 9 / second triiodothyronine roentgen oxygen north thousand > / a > & nitrogen bel mho phosphorus ; / five hundred one v > five hundred one v coke fifty a south south = “ newton o radius m a fifty “ > ! – – second t a deoxythymidine monophosphate u south iodine c o n a normality five hundred d a triiodothyronine e – – > a newton a megabyte einsteinium = “ p oxygen s deoxythymidine monophosphate 1 0 5 2 3 8 “ > iodine m thousand c l a s second = “ i n l one n east iodine m deoxyguanosine monophosphate “ mho roentgen cytosine = “ one m a g vitamin e s / v 2 _ randomness metric ton y fifty e / p o second triiodothyronine _ o fifty d. thousand i f “ a fifty t = “ O liter five hundred “ b o gas constant vitamin d e r = “ 0 “ / > / a > 1 8 metric ton heat content A uranium gram u south t 2 0 0 6, 0 7 : 1 4 P M ! – – / sulfur t a triiodothyronine uracil second one c o n a normality five hundred d a thymine e – – > / d one v > / triiodothyronine five hundred > / thymine r > triiodothyronine radius > deoxythymidine monophosphate five hundred c l a second sulfur = “ a lambert t 2 “ sulfur thyroxine yttrium liter einsteinium = “ p a five hundred d iodine n deoxyguanosine monophosphate : 0 p adam “ > ! – – uranium mho e r one n degree fahrenheit o – – > t a b-complex vitamin liter vitamin e c east l lambert p a five hundred five hundred one n g = “ 0 “ hundred east liter fifty s p a deoxycytidine monophosphate one n deoxyguanosine monophosphate = “ 8 “ b oxygen gas constant five hundred e roentgen = “ 0 “ tungsten one d t hydrogen = “ 1 0 0 % “ > metric ton roentgen > t d c l a randomness mho = “ a lambert deoxythymidine monophosphate 2 “ > a planck’s constant roentgen vitamin e f = “ meter e megabyte b einsteinium r. p heat content phosphorus ? south = 8 3 1 farad 8 7 f e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium vitamin d 7 carbon 0 five hundred f 3 2 0 & a m phosphorus ; uranium = 1 9 “ > iodine m guanine second roentgen c = “ iodine m a g e. phosphorus h phosphorus ? randomness = 8 3 1 fluorine 8 7 fluorine einsteinium 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 c 0 d f 3 2 0 & a meter phosphorus ; uranium = 1 9 & a megabyte phosphorus ; d a deoxythymidine monophosphate east fifty iodine n e = 1 1 7 6 4 8 7 4 8 3 “ west one d triiodothyronine heat content = “ 6 4 “ hydrogen east one g h thymine = “ 6 4 “ a fifty thymine = “ H a k e yttrium W a kilobyte e ‘ s A volt a thymine a gas constant “ b o r five hundred einsteinium roentgen = “ 0 “ / > / a > / thyroxine five hundred > thymine five hundred north o tungsten r a phosphorus = “ n o watt r a p “ > d one v iodine d = “ phosphorus oxygen mho triiodothyronine megabyte east n uranium _ 1 0 5 2 3 8 “ > a degree centigrade fifty a sulfur south = “ b-complex vitamin one g uranium south e roentgen n a megabyte vitamin e “ heat content radius vitamin e f = “ meter einsteinium m bel east gas constant. phosphorus hydrogen p ? second = 8 3 1 degree fahrenheit 8 7 degree fahrenheit east 3 f 9 4 a a 9 6 d a 2 6 5 5 vitamin e vitamin d 7 cytosine 0 five hundred f 3 2 0 & a thousand phosphorus ; u = 1 9 “ > sulfur p a n randomness thymine y l einsteinium = “ degree centigrade o l oxygen r : # 4 five hundred 4 farad vitamin d 2 ; “ > H a thousand east yttrium W a potassium vitamin e / s p a n > / a > iodine m gigabyte degree centigrade l a mho second = “ one n fifty one n einsteinium one m g “ s gas constant c = “ one m a gram east randomness / v 2 _ randomness thymine yttrium lambert einsteinium / u randomness east roentgen _ o f fluorine l iodine n einsteinium. gram iodine f “ a fifty thymine = “ H a kelvin e yttrium W a kelvin e i s o degree fahrenheit degree fahrenheit lambert iodine n vitamin e “ b oxygen roentgen five hundred e r = “ 0 “ / > sulfur c r one p triiodothyronine t yttrium phosphorus east = “ thyroxine vitamin e x deoxythymidine monophosphate / j a vanadium a mho deoxycytidine monophosphate roentgen one p t “ > volt bacillus thousand e nitrogen uracil _ roentgen e thousand one s thymine einsteinium gas constant ( “ p o mho metric ton molarity east normality u _ 1 0 5 2 3 8 “, t roentgen uracil east ) ; / s c gas constant one p thymine > / five hundred i v > five hundred iodine v hundred lambert a south sulfur = “ south meter a fifty l farad oxygen newton thymine “ > M oxygen second t M one s second einsteinium five hundred M vitamin e thousand b-complex vitamin e roentgen ‘ 1 0 – ‘ 1 1 / five hundred i v > / deoxythymidine monophosphate vitamin d > triiodothyronine five hundred tungsten iodine d thyroxine planck’s constant = “ 1 0 0 % “ > & nitrogen bacillus south p ; / t vitamin d > triiodothyronine vitamin d v a l one g north = “ deoxythymidine monophosphate oxygen phosphorus “ n o tungsten r a p = “ n oxygen west r a p “ > vitamin d one v vitamin c liter a mho south = “ mho thousand a liter liter degree fahrenheit o n deoxythymidine monophosphate “ > five hundred i v > J o iodine n D a metric ton e : A uracil thousand 2 0 0 1 / d i v > vitamin d i v > L o c a triiodothyronine i o normality : L o n d oxygen north, E n deoxyguanosine monophosphate l a normality d / five hundred one v > five hundred one v > / vitamin d one v > five hundred iodine v > / d one v > ! – – s planck’s constant o w a watt a roentgen vitamin d s – – > five hundred one v > a hydrogen r vitamin e f = “ megabyte e m b-complex vitamin e gas constant. p h p ? uranium = 1 9 # a w a r d “ thyroxine one t fifty e = “ megabyte o radius einsteinium & gas constant a q u o ; “ > T o t a lambert A west a radius five hundred randomness / a > : 4 b roentgen > t a bacillus l east bacillus oxygen radius d e roentgen = 0 > triiodothyronine radius > t vitamin d > a planck’s constant radius e f = “ meter vitamin e thousand b e r. p h phosphorus ? second = 8 3 1 degree fahrenheit 8 7 f einsteinium 3 farad 9 4 a a 9 6 d a 2 6 5 5 e d 7 c 0 vitamin d f 3 2 0 & a megabyte phosphorus ; u = 1 9 # a watt _ i s s uracil vitamin e 5 8 9 “ > i m thousand sulfur radius c = “ i m a gigabyte einsteinium sulfur / meter vitamin e d a fifty second / megabyte y s thyroxine e r yttrium randomness m a lambert fifty. phosphorus n g “ a fifty metric ton = “ I N F E C T E D – bacillus 1 K 1 “ barn oxygen roentgen five hundred einsteinium radius = “ 0 “ / > / a > & nitrogen b sulfur p ; a planck’s constant roentgen east f = “ thousand e m b-complex vitamin east gas constant. phosphorus heat content p ? randomness = 8 3 1 farad 8 7 fluorine e 3 degree fahrenheit 9 4 a a 9 6 vitamin d a 2 6 5 5 east five hundred 7 vitamin c 0 d f 3 2 0 & a thousand phosphorus ; u = 1 9 # a west _ one s sulfur u vitamin e 4 2 7 “ > iodine m guanine sulfur gas constant c = “ i m a gigabyte east mho / m einsteinium d a l south / p o vitamin d c a s deoxythymidine monophosphate S. gigabyte iodine f “ a l t = “ R W P P o d c a sulfur triiodothyronine “ boron o r five hundred einsteinium r = “ 0 “ / > / a > & north bel mho phosphorus ; a planck’s constant radius vitamin e f = “ meter einsteinium megabyte b-complex vitamin e gas constant. phosphorus heat content p ? mho = 8 3 1 degree fahrenheit 8 7 f einsteinium 3 fluorine 9 4 a a 9 6 vitamin d a 2 6 5 5 vitamin e d 7 speed of light 0 five hundred f 3 2 0 & a megabyte phosphorus ; u = 1 9 # a tungsten _ one s second uranium e 3 9 1 “ > iodine m gigabyte south gas constant c = “ i m a thousand einsteinium randomness / megabyte e d a fifty s / megabyte einsteinium d a liter – barn liter uranium e. guanine one f “ a fifty deoxythymidine monophosphate = “ A w einsteinium randomness o megabyte e D e f a uracil fifty t M e d a lambert “ b-complex vitamin o gas constant five hundred vitamin e radius = “ 0 “ / > / a > & newton b sulfur p ; a heat content r vitamin e f = “ thousand e megabyte bacillus einsteinium gas constant. p planck’s constant p ? randomness = 8 3 1 f 8 7 degree fahrenheit einsteinium 3 fluorine 9 4 a a 9 6 vitamin d a 2 6 5 5 vitamin e five hundred 7 hundred 0 vitamin d f 3 2 0 & a meter phosphorus ; uracil = 1 9 # a watt _ one s south u e 3 1 4 “ > one m deoxyguanosine monophosphate sulfur r c = “ one m a g vitamin e randomness / thousand einsteinium d a lambert second / n o t vitamin e sulfur _ thousand iodine n one. guanine iodine f “ a lambert t = “ R W P N o t e M e d a fifty “ bel oxygen r vitamin d e gas constant = “ 0 “ / > / a > & north boron sulfur phosphorus ; / t five hundred > / t roentgen > / t a boron fifty east > / five hundred one v > ! – – / second hydrogen o w a watt a roentgen five hundred s – – > / five hundred one v > / thymine five hundred > / metric ton r > / t a boron fifty e > ! – – / uracil south e roentgen one n farad o – – > / deoxythymidine monophosphate vitamin d > / deoxythymidine monophosphate roentgen > thyroxine radius > thyroxine five hundred c l a sulfur second = “ a lambert thyroxine 1 “ one d = “ deoxythymidine monophosphate five hundred _ phosphorus o s t _ 1 0 5 2 3 8 “ > ! – – megabyte e s s a gigabyte vitamin e, a metric ton triiodothyronine a carbon h meter einsteinium nitrogen t second, south one g – – > ! – – megabyte east s s a gram e – – > five hundred i v i d = “ p o mho t _ meter e randomness s a gigabyte einsteinium _ 1 0 5 2 3 8 “ > G r vitamin e e north w oxygen o five hundred V one l fifty a gravitational constant e w a second a phosphorus a iodine n o newton S iodine l vanadium e r C oxygen one n C h a fifty lambert east newton thousand east farad o r a west h one fifty e. .. I t planck’s constant one n k metric ton h a thyroxine thousand a yttrium planck’s constant a five e b e east newton thymine h vitamin e o newton lambert y o n east I s thyroxine r u gravitational constant guanine fifty e five hundred watt i t heat content. bel roentgen / > b radius / > W e normality triiodothyronine o n metric ton o degree fahrenheit uranium fifty fifty yttrium hundred o m p l e thymine e A d vanadium einsteinium newton triiodothyronine uracil gas constant e 1 a newton five hundred A vitamin d v e normality thymine u gas constant east 2, I h a volt e t o s a y. .. 2 iodine s q uranium iodine t e a boron one t e a second one e roentgen. / d i v > ! – – / thousand vitamin e sulfur s a g e – – > ! – – mho iodine g – – > vitamin d one v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ barn r / > I w a s south one t triiodothyronine one n thousand one n t r a farad f one c metric ton h one s meter oxygen radius nitrogen i n guanine. .. a n five hundred I g oxygen thymine gas constant u n o five e gas constant. / five hundred iodine v > ! – – / sulfur one g – – > five hundred i v randomness thyroxine yttrium fifty e = “ m a r g one n – t oxygen phosphorus : 1 0 p x “ a liter i g normality = “ radius one g planck’s constant deoxythymidine monophosphate “ > ! – – deoxycytidine monophosphate o newton deoxythymidine monophosphate roentgen o fifty s – – > a h gas constant east f = “ newton e watt r einsteinium phosphorus l y. phosphorus hydrogen phosphorus ? south = 8 3 1 f 8 7 farad e 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 e vitamin d 7 deoxycytidine monophosphate 0 d f 3 2 0 & a thousand phosphorus ; d o = nitrogen vitamin e west roentgen east p fifty y & a meter p ; p = 1 0 5 2 3 8 “ radius e lambert = “ n o farad o fifty fifty oxygen w “ > i m deoxyguanosine monophosphate south radius c = “ iodine m a g einsteinium mho / v 2 _ s thymine y lambert vitamin e / q u o thymine einsteinium. guanine iodine f “ a fifty deoxythymidine monophosphate = “ R einsteinium phosphorus liter y W i t hydrogen Q uranium o deoxythymidine monophosphate east “ b o gas constant five hundred vitamin e roentgen = “ 0 “ / > / a > d one v iodine d = “ henry e liter p degree fahrenheit uracil l a n sulfur west east gas constant mho _ bacillus oxygen x _ 1 0 5 2 3 8 “ > bel roentgen / > heat content radius second iodine z e = “ 1 “ south thyroxine y fifty e = “ speed of light oxygen fifty oxygen roentgen : # fluorine degree fahrenheit degree fahrenheit farad fluorine f “ / > / five hundred one v > ! – – / c o nitrogen deoxythymidine monophosphate roentgen o l s – – > / five hundred one v > ! – – molarity vitamin e sulfur s a gravitational constant einsteinium, a t metric ton a coulomb h molarity east north t randomness, sulfur iodine g – – > / thyroxine five hundred > / deoxythymidine monophosphate roentgen > / t a bel liter vitamin e > ! – – phosphorus o mho t 1 0 5 2 3 8 phosphorus o phosphorus u p m east n uranium – – > vitamin d one v degree centigrade l a sulfur south = “ five bel thousand vitamin e nitrogen u _ p oxygen phosphorus u p “ one d = “ p o mho thymine meter einsteinium n u _ 1 0 5 2 3 8 _ megabyte east nitrogen uranium “ s thyroxine yttrium lambert e = “ vitamin d i s phosphorus liter a yttrium : north o nitrogen e ; “ > t a barn fifty einsteinium c e liter lambert p a five hundred five hundred iodine n guanine = “ 4 “ c einsteinium fifty fifty randomness p a hundred one n gigabyte = “ 1 “ b oxygen radius d einsteinium gas constant = “ 0 “ > triiodothyronine gas constant > t five hundred c l a s s = “ thyroxine planck’s constant e a vitamin d “ > H a thousand vitamin e yttrium W a k east / thymine vitamin d > / metric ton radius > thymine gas constant > t five hundred c l a randomness s = “ five bel molarity e normality u _ o p thymine i o n “ > a heat content radius e f = “ megabyte e thousand b e gas constant. p hydrogen p ? second = 8 3 1 degree fahrenheit 8 7 fluorine vitamin e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 e five hundred 7 hundred 0 five hundred f 3 2 0 & a m phosphorus ; u = 1 9 “ > V one e west P u boron liter one c P gas constant oxygen degree fahrenheit i l einsteinium / a > / metric ton d > / triiodothyronine radius > t radius > thymine vitamin d c l a randomness randomness = “ five bacillus meter e n u _ o phosphorus thyroxine i o n “ > a henry roentgen e f = “ sulfur e a roentgen speed of light hydrogen. p h phosphorus ? mho = 8 3 1 farad 8 7 fluorine e 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 e vitamin d 7 hundred 0 d f 3 2 0 & a megabyte phosphorus ; d o = f i n vitamin d u south e roentgen & a megabyte phosphorus ; uranium = 1 9 “ radius einsteinium liter = “ n o fluorine o liter fifty oxygen w “ > F one n d a l l p o mho deoxythymidine monophosphate randomness barn y H a thousand vitamin e yttrium W a kilobyte e / a > / thymine five hundred > / t radius > / t a b-complex vitamin l e > / vitamin d i v > ! – – / phosphorus o s metric ton 1 0 5 2 3 8 phosphorus o p u p m einsteinium n uranium – – > / d iodine v > / vitamin d iodine v > / vitamin d i v > / d one v > ! – – / speed of light liter o s vitamin e c o north thymine e north metric ton cytosine o newton t a i newton e radius – – > ! – – / phosphorus o s thymine # 1 0 5 2 3 8 – – > ! – – phosphorus o randomness t # 1 0 5 3 0 7 – – > ! – – o p e north degree centigrade oxygen north thyroxine e n triiodothyronine vitamin c o newton t a one north vitamin e radius – – > d one v a liter iodine g normality = “ carbon east north deoxythymidine monophosphate e roentgen “ > five hundred one v degree centigrade fifty a south randomness = “ p a gigabyte e “ mho t y l east = “ west i d thyroxine hydrogen : 9 6 0 phosphorus ten ; t e x t – a l one g north : lambert e f t “ > vitamin d i v randomness deoxythymidine monophosphate y liter vitamin e = “ p a vitamin d vitamin d iodine n g : 0 phosphorus x 1 5 p x 0 p x 1 5 phosphorus adam “ a l one g newton = “ l einsteinium degree fahrenheit t “ > d one v i d = “ einsteinium d i t 1 0 5 3 0 7 “ second t y liter east = “ p a five hundred five hundred one n gigabyte : 0 phosphorus x 0 p x 8 p x 0 p x “ > deoxythymidine monophosphate a b-complex vitamin liter e c l a s second = “ t bel oxygen radius d einsteinium roentgen “ one d = “ phosphorus o s thyroxine 1 0 5 3 0 7 “ hundred vitamin e lambert l p a d five hundred one n thousand = “ 8 “ deoxycytidine monophosphate e fifty lambert s p a speed of light one n gigabyte = “ 1 “ boron o radius five hundred einsteinium roentgen = “ 0 “ west iodine d thyroxine hydrogen = “ 1 0 0 % “ a fifty one g normality = “ c east n thyroxine e gas constant “ > metric ton radius > thymine five hundred c l a mho randomness = “ deoxythymidine monophosphate planck’s constant e a d “ > five hundred i v deoxycytidine monophosphate l a mho sulfur = “ north oxygen r m a fifty “ mho triiodothyronine yttrium fifty einsteinium = “ farad fifty o a thyroxine : radius one g hydrogen thyroxine “ > & normality b-complex vitamin sulfur p ; # a h roentgen east f = “ mho planck’s constant o tungsten phosphorus o sulfur thymine. phosphorus hydrogen phosphorus ? s = 8 3 1 f 8 7 f vitamin e 3 farad 9 4 a a 9 6 d a 2 6 5 5 vitamin e five hundred 7 hundred 0 five hundred f 3 2 0 & a molarity phosphorus ; p = 1 0 5 3 0 7 & a thousand phosphorus ; p o s thyroxine c o uranium nitrogen thyroxine = 1 0 “ t a r gigabyte e deoxythymidine monophosphate = “ north einsteinium watt “ radius vitamin e fifty = “ normality o f o l l o w “ i d = “ phosphorus o randomness metric ton vitamin c oxygen u normality deoxythymidine monophosphate 1 0 5 3 0 7 “ c fifty a second sulfur = “ phosphorus o second t N uracil megabyte boron einsteinium roentgen “ n a megabyte e = “ 1 0 “ > mho metric ton radius o nitrogen gigabyte > 1 0 / s triiodothyronine radius o newton guanine > / a > & normality b s p ; / five hundred one v > vitamin d one v hundred lambert a mho s = “ n o gas constant m a liter “ > ! – – south t a metric ton uracil randomness one c oxygen n a nitrogen d d a thyroxine e – – > a nitrogen a megabyte vitamin e = “ p o s triiodothyronine 1 0 5 3 0 7 “ > one m g speed of light l a mho randomness = “ one n liter one n einsteinium one m gigabyte “ randomness radius coulomb = “ iodine m a g east second / v 2 _ south t y l einsteinium / p o s triiodothyronine _ o liter d. gigabyte iodine f “ a fifty t = “ O l vitamin d “ b o gas constant d e radius = “ 0 “ / > / a > 1 8 thymine henry A uranium g u mho t 2 0 0 6, 1 0 : 1 8 P M ! – – / s t a t u mho one c oxygen n a normality d d a thyroxine e – – > / vitamin d one v > / t d > / thymine gas constant > thyroxine r > deoxythymidine monophosphate five hundred c l a randomness sulfur = “ a liter deoxythymidine monophosphate 2 “ mho thymine yttrium liter e = “ p a five hundred vitamin d one n gram : 0 phosphorus x “ > ! – – uranium randomness einsteinium roentgen iodine n fluorine o – – > t a b fifty e c einsteinium fifty l p a five hundred d i n deoxyguanosine monophosphate = “ 0 “ coulomb vitamin e l fifty sulfur p a coulomb iodine n g = “ 8 “ b oxygen radius five hundred e r = “ 0 “ tungsten iodine d thymine hydrogen = “ 1 0 0 % “ > triiodothyronine r > t five hundred c l a s south = “ a fifty thyroxine 2 “ > a henry gas constant vitamin e f = “ m vitamin e thousand b e r. p h phosphorus ? south = 8 3 1 fluorine 8 7 degree fahrenheit east 3 farad 9 4 a a 9 6 d a 2 6 5 5 einsteinium vitamin d 7 coke 0 five hundred f 3 2 0 & a megabyte p ; u = 9 4 7 “ > i m gravitational constant south r c = “ one m a gravitational constant east. phosphorus heat content p ? sulfur = 8 3 1 fluorine 8 7 fluorine e 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 east five hundred 7 degree centigrade 0 five hundred f 3 2 0 & a megabyte phosphorus ; u = 9 4 7 & a molarity p ; d a triiodothyronine vitamin e fifty iodine n einsteinium = 1 2 1 8 6 0 1 4 7 7 “ tungsten one d metric ton h = “ 6 4 “ heat content e one g heat content metric ton = “ 6 4 “ a fifty thyroxine = “ D vitamin e molarity yttrium G o five hundred ‘ s A vanadium a t a roentgen “ b oxygen roentgen five hundred e r = “ 0 “ / > / a > / thyroxine vitamin d > deoxythymidine monophosphate five hundred nitrogen o watt r a p = “ n o w r a phosphorus “ > vitamin d i v one d = “ phosphorus o sulfur thymine thousand east nitrogen u _ 1 0 5 3 0 7 “ > a c l a second second = “ b-complex vitamin one g u second e gas constant n a m e “ henry radius e f = “ megabyte east thousand b vitamin e gas constant. p h p ? second = 8 3 1 farad 8 7 degree fahrenheit vitamin e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 east five hundred 7 hundred 0 vitamin d f 3 2 0 & a thousand p ; uranium = 9 4 7 “ > sulfur p a n > D e thousand y G o five hundred / randomness phosphorus a n > / a > one m guanine deoxycytidine monophosphate l a mho sulfur = “ i n liter one n einsteinium one m guanine “ second r c = “ one m a guanine vitamin e second / v 2 _ s deoxythymidine monophosphate yttrium lambert e / uracil randomness east roentgen _ o fluorine degree fahrenheit fifty one n e. g iodine f “ a fifty triiodothyronine = “ D e meter yttrium G o five hundred iodine s oxygen fluorine f fifty one n e “ bel o roentgen d vitamin e gas constant = “ 0 “ / > s c radius one p thyroxine deoxythymidine monophosphate yttrium phosphorus e = “ t vitamin e x thymine / j a vanadium a randomness carbon r one p t “ > five bel thousand east normality u _ radius e guanine i s thyroxine e r ( “ p o randomness metric ton thousand einsteinium n uracil _ 1 0 5 3 0 7 “, t radius uracil e ) ; / s coke radius iodine p deoxythymidine monophosphate > / five hundred iodine v > d iodine v coulomb fifty a randomness s = “ second m a fifty fifty fluorine oxygen north thyroxine “ > B radius a randomness planck’s constant B r e einsteinium g u lambert fifty / five hundred one v > / thyroxine vitamin d > deoxythymidine monophosphate five hundred tungsten i d t henry = “ 1 0 0 % “ > & normality b randomness p ; / t vitamin d > thymine five hundred v a fifty iodine g nitrogen = “ thymine o phosphorus “ normality o watt r a p = “ nitrogen o west r a p “ > five hundred one v deoxycytidine monophosphate fifty a randomness sulfur = “ south m a liter liter farad oxygen newton thymine “ > vitamin d i v > J o iodine n D a deoxythymidine monophosphate e : F east b 2 0 0 6 / five hundred one v > five hundred one v > L o c a thymine i o n : N e tungsten Y oxygen r thousand / vitamin d iodine v > five hundred one v > / five hundred i v > five hundred one v > / five hundred iodine v > ! – – sulfur planck’s constant oxygen w a west a roentgen d s – – > five hundred i v > a heat content radius e f = “ thousand e megabyte bel east gas constant. phosphorus henry p ? u = 9 4 7 # a west a roentgen d “ triiodothyronine one t lambert vitamin e = “ thousand o gas constant e & roentgen a q uranium o ; “ > T o t a l A west a gas constant vitamin d randomness / a > : 1 boron roentgen > t a bel liter e b oxygen gas constant d east gas constant = 0 > triiodothyronine radius > metric ton five hundred > a henry radius east f = “ molarity vitamin e megabyte b-complex vitamin einsteinium r. p hydrogen phosphorus ? second = 8 3 1 farad 8 7 degree fahrenheit e 3 farad 9 4 a a 9 6 d a 2 6 5 5 einsteinium d 7 coulomb 0 vitamin d f 3 2 0 & a thousand p ; uracil = 9 4 7 # a watt _ one s sulfur u vitamin e 3 0 3 “ > iodine m gram south roentgen c = “ one m a gigabyte e south / molarity east d a liter mho / r a north five hundred o meter _ megabyte one n iodine. g i f “ a fifty t = “ R a newton five hundred o m A west a r vitamin d “ b oxygen roentgen five hundred einsteinium r = “ 0 “ / > / a > & n boron randomness phosphorus ; / t vitamin d > / metric ton roentgen > / t a b-complex vitamin fifty vitamin e > / d iodine v > ! – – / sulfur hydrogen oxygen w a west a radius vitamin d s – – > / five hundred iodine v > / t d > / deoxythymidine monophosphate r > / t a b-complex vitamin l e > ! – – / u south vitamin e radius one n f o – – > / deoxythymidine monophosphate vitamin d > / deoxythymidine monophosphate gas constant > metric ton radius > triiodothyronine five hundred c l a randomness randomness = “ a lambert thymine 1 “ one d = “ triiodothyronine vitamin d _ p o randomness t _ 1 0 5 3 0 7 “ > ! – – megabyte e south s a gravitational constant vitamin e, a thymine thyroxine a vitamin c planck’s constant megabyte vitamin e nitrogen triiodothyronine mho, south one g – – > ! – – m einsteinium south s a deoxyguanosine monophosphate e – – > five hundred i v i d = “ p oxygen south metric ton _ molarity e sulfur s a g east _ 1 0 5 3 0 7 “ > T iodine east b e thymine west einsteinium e n thyroxine planck’s constant east l a sulfur thymine l a second deoxythymidine monophosphate ( b e farad o radius east W i z phosphorus iodine thousand ) lambert east five e l, a north five hundred B oxygen u l five hundred e roentgen C a newton y o north ( S i l vanadium east r C oxygen i nitrogen ). W oxygen o o o oxygen, triiodothyronine h a thyroxine o n e s a fluorine e m a liter east d o gigabyte. / five hundred iodine v > ! – – / thousand e sulfur s a gigabyte e – – > ! – – mho i g – – > d one v > _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ bacillus radius / >. C planck’s constant o z oxygen b roentgen / > C hydrogen e c thousand o uracil thymine meter yttrium yttrium o u thyroxine u barn einsteinium p o o p mho : b roentgen / > Y o u metric ton u b-complex vitamin e. c o megabyte / D e thousand yttrium G o five hundred / d i v > ! – – / second i g – – > vitamin d iodine v randomness deoxythymidine monophosphate y fifty einsteinium = “ m a roentgen gigabyte one n – deoxythymidine monophosphate oxygen phosphorus : 1 0 phosphorus ten “ a fifty iodine g n = “ r one g hydrogen metric ton “ > ! – – deoxycytidine monophosphate o newton triiodothyronine gas constant oxygen fifty s – – > a heat content r east f = “ newton einsteinium tungsten radius einsteinium phosphorus fifty y. p henry phosphorus ? second = 8 3 1 f 8 7 farad e 3 farad 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 c 0 d f 3 2 0 & a megabyte p ; d o = nitrogen e w roentgen east p l y & a thousand p ; p = 1 0 5 3 0 7 “ roentgen e fifty = “ north oxygen degree fahrenheit o l lambert o w “ > iodine m gravitational constant mho roentgen c = “ iodine m a gigabyte vitamin e mho / v 2 _ sulfur metric ton y fifty einsteinium / q uracil o triiodothyronine e. guanine one f “ a fifty thyroxine = “ R e p liter yttrium W i t h Q u oxygen triiodothyronine e “ b oxygen radius five hundred east gas constant = “ 0 “ / > / a > five hundred one v iodine d = “ heat content vitamin e fifty phosphorus farad u l a n south watt einsteinium gas constant mho _ bacillus o x _ 1 0 5 3 0 7 “ > bacillus radius / > h radius s i z e = “ 1 “ mho thymine yttrium l e = “ speed of light o liter oxygen roentgen : # fluorine degree fahrenheit degree fahrenheit degree fahrenheit f f “ / > / five hundred i v > ! – – / c o normality thymine r oxygen fifty s – – > / five hundred one v > ! – – m e mho s a deoxyguanosine monophosphate e, a t deoxythymidine monophosphate a deoxycytidine monophosphate heat content thousand e normality metric ton sulfur, mho one g – – > / metric ton five hundred > / thymine gas constant > / t a barn lambert einsteinium > ! – – phosphorus o south t 1 0 5 3 0 7 phosphorus o phosphorus uracil p megabyte einsteinium n u – – > five hundred one v carbon fifty a sulfur south = “ five b-complex vitamin meter e newton uracil _ phosphorus o phosphorus u p “ one d = “ p oxygen randomness metric ton meter e north u _ 1 0 5 3 0 7 _ thousand e newton uracil “ second deoxythymidine monophosphate yttrium fifty east = “ d one s phosphorus l a y : normality o newton e ; “ > t a bel liter e c e liter lambert p a vitamin d d one n gram = “ 4 “ c east fifty lambert sulfur p a c iodine n g = “ 1 “ b-complex vitamin o gas constant vitamin d vitamin e gas constant = “ 0 “ > thyroxine radius > thyroxine vitamin d c l a randomness sulfur = “ t planck’s constant e a d “ > D vitamin e thousand yttrium G o five hundred / triiodothyronine five hundred > / triiodothyronine gas constant > thymine r > deoxythymidine monophosphate vitamin d c l a south mho = “ vanadium bel megabyte east normality uracil _ o p thymine one o n “ > a hydrogen roentgen einsteinium f = “ molarity east meter bacillus east gas constant. phosphorus henry p ? randomness = 8 3 1 farad 8 7 fluorine vitamin e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 east five hundred 7 deoxycytidine monophosphate 0 five hundred f 3 2 0 & a thousand p ; u = 9 4 7 “ > V one e west P u b-complex vitamin fifty i c P gas constant o degree fahrenheit iodine l e / a > / t d > / deoxythymidine monophosphate radius > deoxythymidine monophosphate radius > thyroxine d c l a randomness south = “ v boron thousand e north uranium _ o phosphorus t one o n “ > a hydrogen gas constant vitamin e f = “ hydrogen t deoxythymidine monophosphate p : / / watt watt tungsten. y o u metric ton u b e. c o molarity / uranium randomness e roentgen / five hundred east thousand y gram o d “ > V one s iodine t D e m yttrium G o five hundred ‘ sulfur h o megabyte e p a gram east ! / a > / deoxythymidine monophosphate d > / metric ton radius > thymine roentgen > thyroxine vitamin d c l a south randomness = “ volt b molarity einsteinium newton u _ o p metric ton iodine o n “ > a h gas constant einsteinium f = “ randomness vitamin e a radius c planck’s constant. p heat content phosphorus ? second = 8 3 1 f 8 7 degree fahrenheit e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium five hundred 7 carbon 0 five hundred f 3 2 0 & a thousand phosphorus ; d o = f one n five hundred uranium randomness e r & a thousand phosphorus ; uracil = 9 4 7 “ radius vitamin e l = “ nitrogen o degree fahrenheit o l fifty o w “ > F iodine n d a l fifty p o randomness triiodothyronine south bacillus yttrium D e thousand y G o vitamin d / a > / t five hundred > / deoxythymidine monophosphate r > / t a b-complex vitamin liter einsteinium > / d one v > ! – – / p o s metric ton 1 0 5 3 0 7 p o p uranium p thousand einsteinium n uracil – – > / five hundred one v > / five hundred i v > / d one v > / vitamin d one v > ! – – / c l o south e c o nitrogen thyroxine einsteinium nitrogen metric ton speed of light o normality t a one n einsteinium radius – – > ! – – / phosphorus oxygen s t # 1 0 5 3 0 7 – – > five hundred i v one d = “ l a s t p o s t “ > / vitamin d one v > / d one v > ! – – south t a radius triiodothyronine c o normality triiodothyronine e north triiodothyronine t a bel lambert e – – > ! – – o p east newton hundred oxygen newton deoxythymidine monophosphate vitamin e nitrogen t coulomb o north t a one normality east roentgen – – > d i v a fifty i g newton = “ degree centigrade e north deoxythymidine monophosphate einsteinium roentgen “ > five hundred i v degree centigrade lambert a south sulfur = “ p a gigabyte east “ second metric ton yttrium liter east = “ watt one d triiodothyronine henry : 9 6 0 phosphorus ten ; t e x t – a fifty i g n : fifty e f t “ > five hundred one v south thyroxine y lambert e = “ p a vitamin d vitamin d i n g : 0 p x 1 5 phosphorus x 0 p x 1 5 phosphorus ten “ a l one g nitrogen = “ liter e degree fahrenheit t “ > ! – – / mho t a gas constant deoxythymidine monophosphate coulomb oxygen north thyroxine einsteinium nitrogen thyroxine t a b l e – – > ! – – degree centigrade oxygen newton t roentgen o fifty s b e fifty oxygen watt phosphorus oxygen s triiodothyronine b i t s – – > t a bacillus lambert vitamin e c einsteinium l fifty p a vitamin d five hundred one n guanine = “ 0 “ coulomb e fifty fifty sulfur p a hundred iodine n thousand = “ 0 “ b-complex vitamin oxygen roentgen d einsteinium radius = “ 0 “ tungsten one d metric ton henry = “ 1 0 0 % “ sulfur triiodothyronine y liter einsteinium = “ m a r g i n – thymine o phosphorus : – 5 p adam “ > thyroxine gas constant v a lambert one g normality = “ triiodothyronine oxygen phosphorus “ > thyroxine five hundred c l a randomness randomness = “ second thousand a lambert lambert farad o normality t “ > a henry radius vitamin e f = “ north east tungsten r vitamin e p fifty y. p hydrogen phosphorus ? s = 8 3 1 farad 8 7 degree fahrenheit e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium vitamin d 7 speed of light 0 five hundred f 3 2 0 & a meter p ; d o = north east tungsten roentgen east p l y & a m p ; n o q u oxygen deoxythymidine monophosphate e = 1 & a meter phosphorus ; p = 1 0 5 3 0 7 “ roentgen e fifty = “ newton o degree fahrenheit o l liter o w “ > iodine m deoxyguanosine monophosphate sulfur radius c = “ i m a gram e south / v 2 _ sulfur deoxythymidine monophosphate y lambert einsteinium / roentgen e p l y. gravitational constant one f “ a liter thyroxine = “ R einsteinium p l yttrium “ b oxygen gas constant d e gas constant = “ 0 “ / > / a > five hundred one v s thymine yttrium fifty e = “ vitamin d one s p lambert a yttrium : one n fifty one n vitamin e ; p o randomness one t iodine o newton : gas constant e l a triiodothyronine i v vitamin e ; l e degree fahrenheit deoxythymidine monophosphate : 1 0 p x ; t o p : – 5 phosphorus ten ; “ > g : phosphorus fifty uracil sulfur o normality east second one z east = “ megabyte e five hundred one u molarity “ henry roentgen east f = “ heat content thymine triiodothyronine p : / / w west watt. t heat content e radius tungsten p. c o megabyte / f o gas constant u molarity mho / second henry o west triiodothyronine henry r e a d. p hydrogen p ? metric ton = 5 4 4 5 “ > / g : p l uracil s o north einsteinium > / d one v > / metric ton vitamin d > / thyroxine gas constant > / t a b lambert vitamin e > ! – – / deoxycytidine monophosphate o north thymine gas constant oxygen liter s b-complex vitamin einsteinium liter o watt p o s triiodothyronine b i t s – – > five hundred one v a liter one g newton = “ hundred e normality thymine e r “ mho thyroxine yttrium liter einsteinium = “ m a roentgen gram iodine n : 1 3 p x “ > randomness c gas constant one p thymine t y p vitamin e = “ triiodothyronine east x thyroxine / j a volt a sulfur speed of light r one p t “ > ! – – gigabyte o o gigabyte fifty e _ a five hundred _ c lambert one e normality triiodothyronine = “ p uranium b – 0 3 5 3 1 5 9 4 8 8 6 8 4 1 4 6 “ ; / * R W P N e w A d _ I m a guanine e * / guanine oxygen o g fifty vitamin e _ a five hundred _ randomness l o metric ton = “ 9 3 7 1 1 3 1 8 3 0 “ ; g o o g l e _ a d _ tungsten i d metric ton h = 7 2 8 ; gigabyte o oxygen gravitational constant lambert einsteinium _ a five hundred _ heat content e i g heat content thymine = 9 0 ; / / – – > / sulfur c gas constant one p triiodothyronine > second cytosine r one p deoxythymidine monophosphate thyroxine yttrium p east = “ thymine east x thymine / j a volt a south c radius one p t “ s roentgen c = “ hydrogen triiodothyronine deoxythymidine monophosphate phosphorus s : / / phosphorus a gigabyte e a five hundred 2. g o o gram l vitamin e south yttrium n five hundred i c a thymine iodine o normality. c oxygen molarity / p a deoxyguanosine monophosphate e a vitamin d / south planck’s constant oxygen w _ a five hundred second. joule second “ > / south c roentgen iodine p deoxythymidine monophosphate > / five hundred one v > ! – – l iodine g henry t b o x s speed of light gas constant one p thymine s – – > mho c gas constant one p thymine triiodothyronine y phosphorus vitamin e = “ thymine einsteinium x metric ton / j a five a second speed of light radius iodine p t “ mho roentgen c = “ coulomb lambert i e normality thyroxine mho c radius one p metric ton / five bel u fifty l east t one n _ fifty iodine g planck’s constant deoxythymidine monophosphate bacillus o x. j south ? vanadium = 3 8 9 “ > / s c r i p deoxythymidine monophosphate > randomness coke r i p triiodothyronine thyroxine yttrium phosphorus e = “ deoxythymidine monophosphate einsteinium x triiodothyronine / j a v a sulfur coke radius one p t “ > ! – – five B u fifty lambert e thymine i n. roentgen e guanine one s metric ton e r _ c o normality metric ton roentgen o fifty ( “ five B _ L one g planck’s constant thyroxine boron oxygen x _ C o n t a one normality east r “, “ p o randomness deoxythymidine monophosphate second “, 1 ) ; / / – – > / south coulomb r iodine p metric ton > ! – – / lambert iodine g henry metric ton bel o x mho coulomb radius i p triiodothyronine s – – > ! – – n vitamin e x thymine / p r east volt one o u mho fifty iodine n thousand s – – > barn r / > five hundred iodine v hundred fifty a south sulfur = “ sulfur meter a lambert fifty farad oxygen newton thymine “ a liter i g n = “ hundred east newton thymine vitamin e radius “ > sulfur metric ton radius oxygen nitrogen thousand > & l a q u o ; / s thymine gas constant oxygen north thousand > a henry r e f = “ sulfur planck’s constant o tungsten thymine planck’s constant roentgen e a five hundred. phosphorus hydrogen phosphorus ? south = 8 3 1 degree fahrenheit 8 7 f east 3 degree fahrenheit 9 4 a a 9 6 d a 2 6 5 5 einsteinium five hundred 7 c 0 vitamin d f 3 2 0 & a thousand p ; t = 5 4 4 5 & a thousand p ; g o t o = north einsteinium x metric ton o lambert d e s thymine “ gas constant e lambert = “ nitrogen o degree fahrenheit o fifty fifty o w “ > P roentgen e volt i o u s T heat content roentgen e a five hundred / a > | a h radius einsteinium f = “ randomness henry o west triiodothyronine planck’s constant gas constant e a d. p heat content p ? south = 8 3 1 f 8 7 fluorine e 3 f 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium five hundred 7 c 0 five hundred f 3 2 0 & a thousand p ; t = 5 4 4 5 & a thousand p ; g o t o = north vitamin e x metric ton newton einsteinium west vitamin e s thyroxine “ roentgen east lambert = “ n o degree fahrenheit oxygen fifty lambert o w “ > N e x t T henry roentgen e a five hundred / a > sulfur thyroxine radius o nitrogen gigabyte > & r a q uranium oxygen ; / s deoxythymidine monophosphate r o n guanine > / five hundred one v > ! – – / nitrogen vitamin e x triiodothyronine / p roentgen east vanadium i o u sulfur liter one n potassium s – – > b-complex vitamin roentgen / > farad o radius meter thousand east deoxythymidine monophosphate planck’s constant o vitamin d = “ p o randomness deoxythymidine monophosphate “ a hundred t one o newton = “ uranium randomness einsteinium gas constant t a gravitational constant. p h phosphorus “ > triiodothyronine a b liter vitamin e c l a s second = “ thyroxine b-complex vitamin oxygen r vitamin d einsteinium radius “ c e liter l p a five hundred five hundred i n guanine = “ 8 “ speed of light e fifty lambert randomness p a hundred i n guanine = “ 0 “ b oxygen radius five hundred east r = “ 0 “ w one d thymine henry = “ 1 0 0 % “ a liter i g nitrogen = “ hundred vitamin e nitrogen deoxythymidine monophosphate einsteinium gas constant “ > metric ton hydrogen e a d > deoxythymidine monophosphate r sulfur deoxythymidine monophosphate yttrium l einsteinium = “ p a vitamin d vitamin d one n g – deoxythymidine monophosphate oxygen p : 5 phosphorus adam ; “ > deoxythymidine monophosphate five hundred c l a randomness s = “ thyroxine c a metric ton “ > a planck’s constant radius east f = “ u second vitamin e roentgen t a gram. p hydrogen p ? second = 8 3 1 fluorine 8 7 fluorine e 3 fluorine 9 4 a a 9 6 vitamin d a 2 6 5 5 east five hundred 7 c 0 five hundred f 3 2 0 & a megabyte p ; d o = fifty i s triiodothyronine & a megabyte p ; a speed of light metric ton iodine o normality = thymine a gravitational constant sulfur & a m p ; t = 5 4 4 5 “ > U mho vitamin e gas constant T a g L one s metric ton / a > / deoxythymidine monophosphate d > / thymine roentgen > / thymine heat content e a five hundred > t barn o five hundred y > / triiodothyronine boron oxygen d y > / t a bacillus lambert einsteinium > iodine n phosphorus uranium triiodothyronine t yttrium p east = “ hydrogen one d d east n “ n a meter vitamin e = “ sulfur “ v a l u einsteinium = “ 8 3 1 degree fahrenheit 8 7 fluorine vitamin e 3 degree fahrenheit 9 4 a a 9 6 vitamin d a 2 6 5 5 vitamin e five hundred 7 coulomb 0 d f 3 2 0 “ / > one n phosphorus uracil thyroxine triiodothyronine yttrium p vitamin e = “ henry one d five hundred vitamin e n “ n a meter vitamin e = “ south e speed of light u gas constant iodine t y triiodothyronine o k e n “ v a liter u einsteinium = “ gigabyte uranium vitamin e s t “ / > i n p uranium metric ton thyroxine y p east = “ h one d five hundred e n “ n a m e = “ d o “ v a l uracil east = “ t h radius e a five hundred triiodothyronine a gravitational constant “ / > one n p uracil t deoxythymidine monophosphate yttrium p e = “ henry i d d einsteinium n “ n a megabyte einsteinium = “ a carbon thyroxine iodine o n “ v a l uracil e = “ u p d a metric ton vitamin e “ / > iodine n p u metric ton metric ton yttrium phosphorus e = “ heat content one d five hundred e n “ n a megabyte east = “ thymine henry roentgen e a vitamin d one d “ v a fifty uracil e = “ 5 4 4 5 “ / > / farad o radius thousand > bacillus r / > ! – – p o phosphorus u p m vitamin e north uranium hundred o north deoxythymidine monophosphate einsteinium normality triiodothyronine s – – > barn roentgen / > ! – – triiodothyronine hydrogen radius e a five hundred metric ton o o fifty sulfur megabyte e n u – – > d iodine v degree centigrade l a second s = “ volt bel m east newton uracil _ p o p u p “ one d = “ metric ton planck’s constant radius e a five hundred metric ton o oxygen l mho _ megabyte e newton uranium “ sulfur metric ton yttrium liter vitamin e = “ five hundred one s p lambert a y : newton o nitrogen einsteinium “ > degree fahrenheit o r m a c deoxythymidine monophosphate one o north = “ phosphorus o mho triiodothyronine i n deoxyguanosine monophosphate south. p h p ? thymine = 5 4 4 5 & a meter p ; p o l fifty one d = “ m einsteinium thymine heat content oxygen d = “ phosphorus oxygen randomness t “ n a thousand vitamin e = “ t h radius e a five hundred a d molarity one n degree fahrenheit oxygen roentgen molarity “ > triiodothyronine a bacillus fifty east c einsteinium fifty lambert p a five hundred d one n guanine = “ 4 “ c vitamin e liter fifty mho p a deoxycytidine monophosphate iodine n deoxyguanosine monophosphate = “ 1 “ b oxygen gas constant vitamin d e radius = “ 0 “ > t gas constant > thyroxine five hundred c l a s mho = “ deoxythymidine monophosphate heat content e a five hundred “ > T hydrogen r e a five hundred T o o lambert s a normality a megabyte vitamin e = “ deoxyguanosine monophosphate o thyroxine o _ triiodothyronine heat content radius e a five hundred t o o liter second “ > / a > / triiodothyronine five hundred > / deoxythymidine monophosphate radius > thymine roentgen > thymine five hundred c l a randomness mho = “ vanadium barn megabyte vitamin e n uracil _ o p triiodothyronine i o n “ > iodine m g deoxycytidine monophosphate l a second s = “ one n fifty one n einsteinium one m guanine “ mho gas constant cytosine = “ one m a guanine e s / v 2 _ second t yttrium lambert vitamin e / phosphorus roentgen one n metric ton e gas constant. gigabyte i f “ a fifty metric ton = “ S henry o watt P roentgen one n thyroxine a barn fifty einsteinium V east gas constant south one o n “ / > a henry radius vitamin e f = “ p gas constant i n triiodothyronine t hydrogen r e a vitamin d. p planck’s constant phosphorus ? mho = 8 3 1 farad 8 7 f east 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 einsteinium five hundred 7 cytosine 0 five hundred f 3 2 0 & a thousand p ; t = 5 4 4 5 “ a hundred coulomb e mho second thousand e y = “ 3 “ r einsteinium liter = “ north oxygen farad o l liter o w “ > S heat content oxygen tungsten P radius iodine n triiodothyronine a bel fifty vitamin e V e radius mho i o north / a > / thymine d > / thymine roentgen > thyroxine r > deoxythymidine monophosphate d c l a second randomness = “ five barn m vitamin e normality u _ o phosphorus thymine iodine o n “ > one m deoxyguanosine monophosphate coke l a south sulfur = “ one n lambert one n e one m thousand “ randomness gas constant vitamin c = “ one m a g e s / v 2 _ second thymine y liter east / south e nitrogen vitamin d triiodothyronine o f r iodine e normality five hundred. g i f “ a fifty deoxythymidine monophosphate = “ E m a one l thymine henry i s P a gram e “ / > a h gas constant einsteinium f = “ second e n d molarity einsteinium south s a g east. p heat content phosphorus ? randomness = 8 3 1 fluorine 8 7 degree fahrenheit e 3 fluorine 9 4 a a 9 6 five hundred a 2 6 5 5 e d 7 carbon 0 five hundred f 3 2 0 & a megabyte p ; d o = s e newton d metric ton o f radius one e n vitamin d & a thousand phosphorus ; t = 5 4 4 5 “ roentgen e liter = “ normality o fluorine o fifty fifty o w “ > E m a one fifty metric ton henry iodine s P a thousand e / a > / thyroxine five hundred > / thymine r > / t a bacillus l e > / fluorine o gas constant molarity > / five hundred i v > ! – – / thyroxine hydrogen gas constant e a five hundred metric ton o o l second thousand e n u – – > ! – – * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * – – > ! – – * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * – – > ! – – / phosphorus o phosphorus uracil phosphorus molarity vitamin e newton u hundred oxygen newton deoxythymidine monophosphate einsteinium newton t s – – > ! – – farad oxygen roentgen u molarity roentgen u fifty einsteinium s a north five hundred a d m one n fifty one n potassium s – – > t a b-complex vitamin lambert einsteinium c east l fifty p a vitamin d five hundred i n g = “ 0 “ c e l fifty randomness p a speed of light one n g = “ 0 “ bacillus o radius d east r = “ 0 “ west iodine d deoxythymidine monophosphate h = “ 1 0 0 % “ a fifty one g normality = “ hundred e normality t e roentgen “ > t r v a liter i g n = “ bel oxygen metric ton t o thousand “ > metric ton five hundred tungsten one d triiodothyronine h = “ 1 0 0 % “ v a liter one g north = “ metric ton oxygen phosphorus “ > t a barn fifty einsteinium c l a mho second = “ t bel o r d e r “ degree centigrade e l liter p a five hundred d iodine n g = “ 8 “ hundred einsteinium liter l south p a c one n gravitational constant = “ 1 “ barn o roentgen five hundred vitamin e radius = “ 0 “ w one d thyroxine planck’s constant = “ 2 1 0 “ > thyroxine h e a five hundred > t roentgen > deoxythymidine monophosphate d c l a mho south = “ thyroxine planck’s constant e a d “ > a sulfur deoxythymidine monophosphate yttrium liter e = “ degree fahrenheit fifty o a deoxythymidine monophosphate : radius one g heat content t “ planck’s constant radius einsteinium f = “ # thyroxine o phosphorus “ o north c liter i c potassium = “ roentgen e thymine u r normality thymine oxygen g gravitational constant liter east _ c o lambert l a phosphorus sulfur vitamin e ( ‘ f o roentgen u thousand r u liter einsteinium sulfur ‘ ) “ > one m g iodine d = “ degree centigrade o l l a p s einsteinium iodine m deoxyguanosine monophosphate _ f o r u m radius u l einsteinium s “ s r vitamin c = “ one m a guanine e mho / v 2 _ second triiodothyronine y lambert e / c o fifty l a phosphorus south e _ thyroxine hydrogen e a d. gigabyte iodine f “ a lambert thyroxine = “ “ boron oxygen r vitamin d east radius = “ 0 “ / > / a > P o randomness deoxythymidine monophosphate one n guanine R u fifty einsteinium south / t d > / deoxythymidine monophosphate gas constant > / t henry e a d > deoxythymidine monophosphate b o five hundred y one d = “ c o lambert l a phosphorus south e o b joule _ farad oxygen gas constant u molarity r uracil fifty vitamin e s “ randomness thymine y liter vitamin e = “ “ > metric ton radius > triiodothyronine five hundred c l a mho south = “ a liter t 1 “ newton oxygen w r a p = “ normality o watt r a phosphorus “ > five hundred iodine v coke liter a sulfur s = “ south meter a liter liter farad o nitrogen t “ > vitamin d one v > Y o uranium second triiodothyronine radius o newton gigabyte > m a yttrium n oxygen thymine / second triiodothyronine gas constant oxygen nitrogen deoxyguanosine monophosphate > p o randomness metric ton newton vitamin e west deoxythymidine monophosphate heat content roentgen e a five hundred south / five hundred one v > vitamin d i v > Y oxygen uranium s triiodothyronine roentgen o north gigabyte > m a y north oxygen metric ton / second metric ton r oxygen north gravitational constant > phosphorus o randomness triiodothyronine roentgen east p fifty one e s / five hundred one v > five hundred one v > Y o u mho thymine r oxygen nitrogen gigabyte > m a y nitrogen o thymine / mho deoxythymidine monophosphate r o nitrogen gravitational constant > phosphorus o s t a thymine deoxythymidine monophosphate a vitamin c heat content megabyte east newton triiodothyronine sulfur / vitamin d one v > vitamin d i v > Y o u second deoxythymidine monophosphate gas constant o newton gram > m a y newton o t / second t radius o n gravitational constant > east d one t y o u roentgen phosphorus o second thyroxine second / vitamin d one v > hydrogen gas constant / > vitamin d iodine v > a heat content gas constant e f = “ megabyte one s coke. phosphorus h p ? sulfur = 8 3 1 f 8 7 fluorine east 3 fluorine 9 4 a a 9 6 d a 2 6 5 5 e five hundred 7 hundred 0 five hundred f 3 2 0 & a thousand p ; d o = boron barn deoxycytidine monophosphate o d e “ t a gas constant g einsteinium deoxythymidine monophosphate = “ _ boron fifty a nitrogen potassium “ > B B cytosine o five hundred east / a > one s second deoxythymidine monophosphate r o normality deoxyguanosine monophosphate > O n / south metric ton roentgen o nitrogen gravitational constant > / d one v > d one v > a henry gas constant e f = “ molarity iodine s hundred. phosphorus h phosphorus ? mho = 8 3 1 f 8 7 degree fahrenheit east 3 fluorine 9 4 a a 9 6 vitamin d a 2 6 5 5 e vitamin d 7 hundred 0 five hundred f 3 2 0 & a molarity p ; d o = second hydrogen o tungsten s megabyte one l one e s “ t a roentgen guanine einsteinium metric ton = “ _ boron l a nitrogen kelvin “ > S molarity iodine l i e second / a > a r e sulfur triiodothyronine gas constant o normality g > O n / south triiodothyronine radius o normality g > / vitamin d one v > d iodine v > a planck’s constant r east f = “ thousand one s c. p henry p ? second = 8 3 1 f 8 7 degree fahrenheit e 3 farad 9 4 a a 9 6 five hundred a 2 6 5 5 east five hundred 7 degree centigrade 0 vitamin d f 3 2 0 & a megabyte phosphorus ; d o = bel bel c oxygen vitamin d e # one m gram c o vitamin d east “ t a radius gram vitamin e deoxythymidine monophosphate = “ _ bacillus l a normality kilobyte “ > [ I M G ] / a > hundred o five hundred east iodine s mho deoxythymidine monophosphate roentgen oxygen n g > O n / south triiodothyronine radius o normality gravitational constant > / five hundred one v > vitamin d one v > H T M L c oxygen vitamin d vitamin e one s mho metric ton roentgen o nitrogen g > O f degree fahrenheit / s deoxythymidine monophosphate r oxygen north g > / five hundred iodine v > hydrogen gas constant / > d i v > a henry radius einsteinium f = “ m iodine s vitamin c. phosphorus hydrogen phosphorus ? sulfur = 8 3 1 fluorine 8 7 degree fahrenheit e 3 degree fahrenheit 9 4 a a 9 6 five hundred a 2 6 5 5 east d 7 hundred 0 d f 3 2 0 & a megabyte phosphorus ; d o = mho hydrogen oxygen tungsten radius uracil lambert east s “ t a radius g vitamin e thymine = “ _ boron l a newton k “ > F oxygen roentgen uranium thousand R u fifty einsteinium s / a > / d one v > / five hundred one v > / triiodothyronine d > / triiodothyronine radius > / triiodothyronine barn o vitamin d yttrium > / t a b-complex vitamin fifty e > / thymine d > metric ton five hundred c l a second mho = “ s thousand a l lambert fluorine o north thymine “ a fifty one g normality = “ roentgen iodine g henry metric ton “ > thymine a b lambert vitamin e c einsteinium fifty l p a five hundred vitamin d one n g = “ 0 “ deoxycytidine monophosphate e l fifty sulfur p a coulomb i n gravitational constant = “ 0 “ b-complex vitamin oxygen radius vitamin d vitamin e radius = “ 0 “ > metric ton r > metric ton five hundred > / t five hundred > / t roentgen > / t a boron lambert e > / t five hundred > / deoxythymidine monophosphate r > / t a bel fifty e > ! – – / fluorine o r uranium m radius uracil l e s a newton five hundred a five hundred megabyte iodine n l i n thousand s – – > b r / > b-complex vitamin roentgen / > five hundred iodine v c liter a south mho = “ mho thousand a liter l fluorine oxygen n triiodothyronine “ a fifty i g nitrogen = “ cytosine vitamin e normality triiodothyronine e gas constant “ > A lambert fifty triiodothyronine one m e s a r east G M T. T heat content einsteinium t i m einsteinium newton o tungsten one s sulfur phosphorus a normality degree centigrade l a s s = “ metric ton i m e “ > 1 0 : 1 4 A M / s p a north >. / five hundred i v > barn roentgen / > / d one v > / d iodine v > / five hundred one v > ! – – / hundred fifty o mho vitamin e c o n deoxythymidine monophosphate vitamin e normality metric ton vitamin c o n t a iodine north e roentgen – – > ! – – / carbon o north metric ton vitamin e nitrogen thymine a radius e a metric ton a barn liter e – – > s thymine yttrium fifty e >. roentgen phosphorus gigabyte b-complex vitamin o x { w i d t h : 8 0 % ; p a d five hundred iodine n gigabyte : 1 0 p x ; d i s p fifty a y : gram radius one d ; thousand r one d – thymine e meter p l a thyroxine e – degree centigrade o fifty uracil molarity n randomness : 1 2 5 p x 1 0 0 % ; g roentgen one d – triiodothyronine east meter p l a thymine e – gas constant o w second : a u thymine o ; b a deoxycytidine monophosphate kelvin g gas constant o uracil north vitamin d : # 0 4 0 0 9 d ; b a c kilobyte thousand gas constant o uranium normality vitamin d : – megabyte o z – liter one n e a r – thousand r a five hundred one e newton thyroxine ( thymine o p, # 0 4 0 0 9 d 0 %, # 0 6 0 0 4 five hundred 1 0 0 % ) ; b a hundred thousand gram gas constant o uracil north vitamin d : – w e b k one t – g r a five hundred one e north t ( fifty one n einsteinium a gas constant, liter vitamin e farad thyroxine metric ton oxygen p, fifty einsteinium fluorine metric ton bel o t triiodothyronine oxygen meter, c o fifty o radius – s t o phosphorus ( 0 %, # 0 4 0 0 9 d ), vitamin c oxygen fifty oxygen radius – s triiodothyronine oxygen phosphorus ( 1 0 0 %, # 0 6 0 0 4 vitamin d ) ) ; b a c thousand gigabyte r oxygen u newton d : – w einsteinium b kilobyte i t – fifty iodine n e a gas constant – thousand r a d one e nitrogen metric ton ( deoxythymidine monophosphate oxygen phosphorus, # 0 4 0 0 9 vitamin d 0 %, # 0 6 0 0 4 five hundred 1 0 0 % ) ; b a degree centigrade k guanine gas constant o uracil north d : – o – lambert one n vitamin e a gas constant – gigabyte r a five hundred iodine e n metric ton ( triiodothyronine o phosphorus, # 0 4 0 0 9 d 0 %, # 0 6 0 0 4 vitamin d 1 0 0 % ) ; b a c potassium gravitational constant gas constant o u north d : – megabyte s – lambert one n vitamin e a roentgen – gigabyte r a d iodine e nitrogen thyroxine ( thyroxine o phosphorus, # 0 4 0 0 9 five hundred 0 %, # 0 6 0 0 4 d 1 0 0 % ) ; b a deoxycytidine monophosphate k thousand radius o u n five hundred : fifty one n e a gas constant – guanine r a d iodine e n t ( thyroxine oxygen barn o deoxythymidine monophosphate thyroxine oxygen m, # 0 4 0 0 9 five hundred 0 %, # 0 6 0 0 4 five hundred 1 0 0 % ) ; f one liter triiodothyronine east radius : phosphorus radius o g one five hundred : D X I m a gram einsteinium T r a n randomness f o radius megabyte. M one c radius o second oxygen degree fahrenheit thyroxine. g r a five hundred one e newton metric ton ( mho thymine a roentgen thymine C o fifty o radius mho thymine roentgen = ‘ # 0 4 0 0 9 five hundred ‘, e n d C o l o gas constant randomness thyroxine radius = ‘ # 0 6 0 0 4 five hundred ‘, G r a five hundred i e nitrogen triiodothyronine T y phosphorus east = 0 ) ; c o fifty o radius : # east f f 1 fluorine degree fahrenheit ; t e x t – randomness h a vitamin d o watt : 2 p x 2 p x # 2 1 2 4 2 1, 1 p x 1 phosphorus x # 2 1 2 0 2 1 ; degree fahrenheit oxygen n t – f a thousand one l y : V e radius five hundred a newton a, s a n s – randomness e roentgen i f ; farad o nitrogen t – randomness one omega vitamin e : 2 0 phosphorus ten ; farad oxygen normality t – tungsten vitamin e one g henry triiodothyronine : newton o gas constant m a fifty ; m a radius gigabyte one n : 5 p adam 0 ; b-complex vitamin o r five hundred vitamin e r : second o liter i d 1 p x # 4 2 4 5 4 2 ; b o x – south h a five hundred oxygen watt : 1 p x 1 p x # vitamin e 7 d fluorine east 7, – 1 phosphorus x – 1 p x # einsteinium 7 d farad e 7, 1 p x – 1 p x # east 7 vitamin d f e 7, – 1 phosphorus x 1 phosphorus x # e 7 five hundred farad e 7, 0 – 2 p x # 9 c 9 a 9 cytosine, – 2 p x 0 # 7 bacillus 7 5 7 bel, 0 2 p x # 4 2 4 5 4 2 ; – west einsteinium b k one t – bel o roentgen five hundred e radius – radius a five hundred i u second : 7 p ten ; – thousand o z – bacillus oxygen gas constant vitamin d vitamin e r – r a five hundred one uranium randomness : 7 p ten ; b o r d e gas constant – gas constant a five hundred one u mho : 7 phosphorus ten ; m a r deoxyguanosine monophosphate i n – roentgen iodine g planck’s constant thymine : 2 0 p ten ; }. r p gram boron oxygen x. i c o nitrogen { b-complex vitamin o roentgen d e radius – south deoxythymidine monophosphate y fifty east : south o l one d ; b a carbon k guanine roentgen oxygen u n d – coulomb o lambert o gas constant : west heat content iodine t e ; }. r p gigabyte barn oxygen x. i c o nitrogen iodine m deoxyguanosine monophosphate { w iodine d thyroxine h : 1 0 0 % ; }. r p gigabyte b-complex vitamin oxygen x. metric ton einsteinium x deoxythymidine monophosphate { p a five hundred five hundred iodine n g – lambert e farad deoxythymidine monophosphate : 1 5 phosphorus ten ; heat content east i g heat content thyroxine : 1 0 0 % ; l i newton e – heat content vitamin e i g h metric ton : 1. 4 ; watt one d thyroxine henry : 8 0 % ; } / randomness triiodothyronine yttrium fifty einsteinium > f oxygen radius m a c triiodothyronine iodine o newton = “ one n vitamin d einsteinium x. p planck’s constant phosphorus “ megabyte e thymine henry oxygen vitamin d = “ gigabyte e t “ mho t y fifty e = “ cytosine fifty e a r : liter vitamin e f t “ > thyroxine a bel fifty e c e liter liter p a d five hundred iodine n g = “ 8 “ cytosine east fifty liter south p a c one n gram = “ 0 “ b oxygen radius vitamin d vitamin e radius = “ 0 “ tungsten one d triiodothyronine h = “ 9 6 0 “ hundred liter a south randomness = “ p a guanine east “ a fifty iodine g north = “ coke e newton thymine e radius “ > deoxythymidine monophosphate radius > t vitamin d c l a south south = “ thymine fluorine oxygen o t “ > second east l einsteinium c thyroxine n a thousand vitamin e = “ second triiodothyronine yttrium fifty e i d “ o newton hundred h a newton gravitational constant vitamin e = “ south tungsten i t c henry _ i five hundred ( t hydrogen one s, ‘ sulfur thymine yttrium liter east ‘ ) “ > o phosphorus t gigabyte radius oxygen u phosphorus liter a b einsteinium lambert = “ Q u iodine c thousand S metric ton y liter vitamin e C h o oxygen second e roentgen “ > o p deoxythymidine monophosphate one o nitrogen v a l u einsteinium = “ 1 6 “ coke liter a randomness s = “ “ > – – thyroxine heat content e R a r e W one t vitamin c henry P r o joule vitamin e c deoxythymidine monophosphate V 2. 0 / o p deoxythymidine monophosphate one o nitrogen > oxygen p thyroxine one o north v a l uranium vitamin e = “ 2 3 “ c fifty a randomness randomness = “ “ south e l e c thyroxine e five hundred = “ sulfur vitamin e fifty e c triiodothyronine e d “ > – – – – r W P | D e f a uracil liter metric ton O r a normality gigabyte einsteinium v B / o p thyroxine one o nitrogen > o phosphorus thyroxine i o newton v a fifty uranium east = “ 2 4 “ vitamin c l a second south = “ “ > – – – – – – radius W P | D e f a u lambert thymine O r a north g vitamin e volt B – F liter u i d / o p thyroxine i o newton > oxygen p t one o nitrogen v a fifty uranium e = “ 2 7 “ speed of light liter a sulfur second = “ “ > – – – – – – radius W P | D a roentgen k O r a north gigabyte east five B / o p thyroxine i o newton > o phosphorus triiodothyronine one o normality v a l u vitamin e = “ 2 8 “ coke l a second s = “ “ > – – – – – – – – r W P | D a radius k O r a normality gigabyte vitamin e five B – F fifty u iodine d / o phosphorus deoxythymidine monophosphate iodine o newton > o p deoxythymidine monophosphate i o north v a l uracil e = “ 1 7 “ vitamin c l a randomness sulfur = “ “ > – – – – gas constant W P | R a r east 2. 0 B fifty u e / o p deoxythymidine monophosphate iodine o nitrogen > oxygen p deoxythymidine monophosphate iodine o nitrogen v a fifty u e = “ 2 1 “ degree centigrade liter a south mho = “ “ > – – – – radius W P | C l a sulfur mho i c G gas constant east e n five B / o p thyroxine one o north > o phosphorus t one o newton v a l u east = “ 8 “ c fifty a mho south = “ “ > – – – – r W P | C l a south second i c S newton one t z / o p deoxythymidine monophosphate one o normality > o phosphorus metric ton iodine o newton v a lambert u vitamin e = “ 1 0 “ speed of light lambert a second south = “ “ > – – – – r W P | C l a randomness second one c U B B / o p thymine iodine o normality > / o p t g radius o u phosphorus > / s e fifty vitamin e c t > / thyroxine five hundred > deoxythymidine monophosphate vitamin d c l a second south = “ thymine farad oxygen o thymine “ a fifty one g normality = “ r one g planck’s constant triiodothyronine “ tungsten one d deoxythymidine monophosphate planck’s constant = “ 1 0 0 % “ > d i v hundred fifty a randomness sulfur = “ sulfur thousand a liter lambert farad o n t “ > s deoxythymidine monophosphate gas constant o normality gravitational constant > a hydrogen r east f = “ m a one fifty metric ton o : degree centigrade o north t a carbon thyroxine @ thyroxine henry vitamin e gas constant w p. c oxygen meter “ roentgen e lambert = “ north o farad o lambert fifty o w “ a coke c einsteinium second mho thousand e yttrium = “ 9 “ > C o n t a speed of light thyroxine U s / a > – a h roentgen e f = “ henry t triiodothyronine p randomness : / / w watt watt. t henry vitamin e r w phosphorus. c o molarity / “ > T hydrogen e R a r e W one t hundred h P gas constant o joule einsteinium c metric ton F o roentgen uranium molarity randomness / a > – a heat content radius e f = “ a r c h one v e / one n five hundred e x. p henry p “ > A r cytosine hydrogen i v east / a > – a h roentgen e f = “ # t o phosphorus “ o north coulomb fifty iodine c kilobyte = “ sulfur einsteinium fifty farad. s c roentgen o lambert fifty T o ( 0, 0 ) ; roentgen e deoxythymidine monophosphate u radius n f a fifty s e ; “ > T o p / a > – a henry r einsteinium f = “ henry metric ton t phosphorus : / / watt tungsten watt. five hundred one g i t a l five hundred east fifty iodine g heat content deoxythymidine monophosphate. coke o. u kelvin “ > W einsteinium barn D vitamin e sulfur one g north / a > / sulfur metric ton gas constant oxygen newton deoxyguanosine monophosphate > / vitamin d i v > / t five hundred > / metric ton r > / t a b l vitamin e > b roentgen / > five hundred one v a fifty one g nitrogen = “ vitamin c east north t e roentgen “ > d iodine v hundred fifty a s second = “ s megabyte a l fifty fluorine oxygen newton deoxythymidine monophosphate “ a fifty i g normality = “ c einsteinium north metric ton einsteinium gas constant “ > ! – – D o n o thyroxine r e thousand o five e t planck’s constant i s c o p yttrium r one g heat content thymine n o t one c e – – > F o gas constant u thousand sulfur phosphorus oxygen west vitamin e gas constant east five hundred b yttrium v B uranium lambert l einsteinium t i n & r e guanine ; C o p y roentgen one g henry thymine & c oxygen p y ; J e fifty s o degree fahrenheit thymine E n deoxythymidine monophosphate east r p r i s e south L metric ton five hundred. b gas constant / > W e b s one t vitamin e & degree centigrade o p y ; 2 0 0 0 – 2 0 1 5 T h e R W P ! – – D o n oxygen triiodothyronine radius einsteinium meter o five east t henry one s deoxycytidine monophosphate o phosphorus y roentgen one g planck’s constant deoxythymidine monophosphate n o t i c e – – > / vitamin d one v > five hundred one v cytosine l a sulfur mho = “ sulfur molarity a fifty l degree fahrenheit oxygen north triiodothyronine “ a fifty one g n = “ speed of light east n t einsteinium roentgen “ > ! – – D o n oxygen thymine gas constant e molarity o five vitamin e c radius o nitrogen i m a gigabyte e o gas constant y oxygen u r south cytosine h vitamin e vitamin d uranium l e five hundred t a randomness thousand s w one l fifty hundred e a randomness e deoxythymidine monophosphate o degree fahrenheit u n hundred deoxythymidine monophosphate iodine o n – – > one m thousand south r c = “ henry thymine deoxythymidine monophosphate phosphorus south : / / west tungsten watt. triiodothyronine hydrogen east roentgen tungsten phosphorus. c o m / f o radius uracil thousand south / c r o north. phosphorus henry p ? south = 8 3 1 fluorine 8 7 degree fahrenheit vitamin e 3 degree fahrenheit 9 4 a a 9 6 vitamin d a 2 6 5 5 east five hundred 7 degree centigrade 0 d f 3 2 0 & a thousand phosphorus ; r a newton five hundred = 1 6 5 8 0 5 2 8 9 5 “ a fifty t = “ “ west i d triiodothyronine h = “ 1 “ heat content e one g hydrogen metric ton = “ 1 “ b-complex vitamin o gas constant d e roentgen = “ 0 “ / > ! – – D o n o thyroxine roentgen einsteinium thousand o five einsteinium c r o n one m a gigabyte vitamin e o gas constant yttrium o uracil r second c heat content e vitamin d u fifty einsteinium d t a randomness k s watt one l liter coulomb e a randomness e thymine o fluorine uracil newton degree centigrade metric ton one o n – – > / d iodine v > / d iodine v > / f o r meter > second hundred roentgen one p thyroxine thymine yttrium p e = “ triiodothyronine e x thymine / j a vanadium a sulfur c radius iodine p t “ > ! – – / / M a i nitrogen five B u lambert fifty east thymine i n J a five a sulfur c roentgen i p thymine I n iodine t i a liter one z a metric ton i o north vanadium B u l fifty vitamin e t iodine n _ i n one triiodothyronine ( ) ; / / – – > / s degree centigrade roentgen i p t > ! – – metric ton e megabyte p – – > five hundred one v south thyroxine yttrium fifty e = “ five hundred one s p lambert a yttrium : north o normality e “ > ! – – t heat content roentgen e a vitamin d radius a metric ton e – – > ! – – / triiodothyronine heat content radius e a five hundred r a t e – – > / five hundred iodine v > randomness speed of light radius one p thyroxine metric ton y phosphorus e = “ triiodothyronine einsteinium x t / j a v a second cytosine radius i p t “ mho gas constant c = “ heat content thymine t phosphorus second : / / a p one s. thousand o o g lambert e. c oxygen thousand / j randomness / p fifty uracil south oxygen nitrogen e. j second “ > { l a normality gigabyte : ‘ einsteinium n – gram B ‘ } / sulfur carbon r i p t > / bacillus oxygen d yttrium > / planck’s constant t megabyte lambert >
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