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 
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 
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 
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 b h G
r i k a %
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 b h G
r i k a %
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 0h0b h G
r i k a %0n0c a l u   i   d a 00k h     s a n g   u n   d a r u g   a 0"o0	Pw
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 b h ky i cmh a m 
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 b h ky i cmh a m 
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 0h0b h ky i cmh a m 0n0l a b d u 00o l a n 0"o0Y
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 b i   a k k= a n t m a k a m 
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 b i c h i g   b i c h i k h  i = l e k h a n 
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 b i c h i g c h i = m a u d r i k a %
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 b i i   e   d o r a d a k h u i    i r   e   a g u l a k h u i = k y a s m [t y u p a s t h n a m 
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 b i l e k h    b a r   b  j i k h    k h  m  n = c +r Ga d a G
a t 
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 b i l i g   i i e r   m a s h i d a   t o n i l o g c h i = p r a j  v i m u k t a %
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 b i l i g   u n   c h o g c h a = p r a j  s k a n d h a %
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 b i l i g    n   e r k h t e n = p r a j  e n d r i y a m 
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 b i l i g    n   k h  c h  n = p r a j  b a l a m 
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 b i m b a p r a t i b i m b a d a r [a n a c c h a d a n a %
 
 b i m b a p r a t i b i m b a d a r [a n a c c h a d a n a %
 
 0h0b i m b a p r a t i b i m b a d a r [a n a c c h a d a n a %0n0f e m e n   b i m b a   t u b i h e   i   a d a l i   f u l g i y a n 00u r u g u l   i n u   b i l b e   m e t    u l a g a n 0"o0UY;FZӃ
 
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 b i r a   e l d e n   b e   t u w a k i - y a r a n g g e = n a d +k [y a p a %
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 b i r a m a n   i   j u i = m a Ga v a k a %
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 b i r e t e i   d o o b u r e = v i [v a n t a r a %
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 b i r e t e i   h kt u r i n g g a   a b k a = [u b h a k [t s n %
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 b i s h i r e l   u n   y a b u d a l   t u   i i n   g a z a r i = a d h i m u k t i c a r y b h km i %i 
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 b i s h i r e l   u n   y a b u d a l   t u   t e g  n   g a z a r i   u n   n e r   e   i n u = p a  c a   b h km a y a %
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 
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 b i t h e   c a g a n = r ca %
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T
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 
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 
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 
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g a v i cGa k a l p a %
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a %
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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\
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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i k o   l o k a d h t u %
 
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  r a s %
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 
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\
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 n a r h kn   e i c i   f i s i n = p a u r v p a r y a m 
 
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 
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 
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 
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N
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 n a s a c u n   a k k  a b k a = a t a p %
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 
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 
 n a v a   c a t u r t h a d h y n a b h km i d e v %
 
 n a v a   c a t u r t h a d h y n a b h km i d e v %
 
 0h0n a v a   c a t u r t h a d h y n a b h km i d e v %0n0d u i c i   s a m a d i   i   u y u n   a b k a   i   g e b u 00d o t u g e r   d a i i n   u   i i s u n   t e g r i   i n u 0"o0Vy]N)Y
T
 
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 
 n a v a   s a Cs t h n a r kp Gi 
 
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 
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T
 
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 n a v a v a d h k%
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 n i   e   " X "   m o d o n   m e t    e n g   t o r o k h   s a c h a g u = n y a g r o d h a p a r i m a G
a l a %
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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Ns
 
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 
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 
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 
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 
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 
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 
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 
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 
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  r a s %
 
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 
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y a t a n a m 
 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 
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 y a t a p Gi l e k h a %
 
 y a t a p Gi l e k h a %
 
 0h0y a t a p Gi l e k h a %0n0g a l a i   h e r g e n   g o l m i n 00g a r   i n u   u r t u g u l i g   a r   t u 0"o0Kbew
 
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 y u d h a j +v +
 
 y u d h a j +v +
 
 0h0y u d h a j +v +0n0a g kr a   h a j u n   u n c a r a   n i - y a l m a 00m a s a   k h u d a l d u g c h i 0"o0uQhVN
 
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 
 y m a %
 
 y m a %
 
 0h0y m a %0n0u n d u 00k h o l d u 0"o01~
 
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 
 [i ca %
 
 [i ca %
 
 0h0[i ca %0n0s a i n   d e   j o r i m e   f o r o b u r e 00s a i i t u r   k h  s e k h  i 0"o0nfX
 
 
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 [r a d d y a m 
 
 [r a d d y a m 
 
 0h0[r a d d y a m 0n0g i n g g u n   a k k00 l    s  s  l  g c h i 0"o0
NO
 
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 [u g a n d h a %
 
 [u g a n d h a %
 
 0h0[u g a n d h a %0n0f e r g u w e c u k e   w a n g g a 00t a n g s u g    n e r   t u 0"o0_Y
 
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 
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 
 [+r v d a %
 
 0h0[+r v d a %0n0h kt u r i   f i r u r e n 00o l z e i   o g u l e k h u i 0"o0	T 
 
 
 
 Eg i r a s a %
 
 Eg i r a s a %
 
 0h0Eg i r a s a %0n0au n   i   h kn c i h i n g g a 00n a r a n   u    n d  s    t u 0"o0ge
 
 
 
 ma v i k a %
 
 ma v i k a %
 
 0h0ma v i k a %0n0a l i n   b u j a n   b e   k a d a l a r a   a m b a n 00o i   s h i g u i   i i n   e j e n 0"o0q\g=~{
 
 
 
 +r cy 
 
 +r cy 
 
 0h0+r cy 0n0s i l h i d a r a 00n a i i d a n g g u i 0"o0Z
 
 
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 +[v a r a %
 
 +[v a r a %
 
 0h0+[v a r a %0n0t o o s e n g g a 00e r k h i t  0"o0
ka
 
 
 
 [a b d a v i d y 
 
 [a b d a v i d y 
 
 0h0[a b d a v i d y 0n0j i l g a n   m u d a n   i   t a c i n 00d a g u n   u k h a g a n 0"o0rf
 
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 [a b d a %
 
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 
 0h0[a b d a %0n0j i l g a n 00d a g u n 0"o0r
 
 
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 
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 
 0h0[a m a t h a %0n0n e s u k e n   i   t o k t o r o 00a m u r l i n   a g u 0"o0bk
 
 
 
 [a r a Ga m 
 
 [a r a Ga m 
 
 0h0[a r a Ga m 0n0a k d a c u n 00i t e g e l 0"o0=~c
 
 
 
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 
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 
 0h0[a r +r a r a k ca k a %0n0g i y a j a n 00b e i   e   s a k h i g c h i 0"o0w^
 
 
 
 [a r +r Eg a p r a t y a Eg n i 
 
 [a r +r Eg a p r a t y a Eg n i 
 
 0h0[a r +r Eg a p r a t y a Eg n i 0n0b e y e   g a r g a n   i   g e b u 00b e i   e   i i n    i   e   g e s h i g  n   u   n e r   e   i n u 0"o0Ԛ
T
 
 
 
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 
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 
 0h0[a u d d h o d a n i 0n0b o l g o   a m u s u n g g a   h a n   i   j u i 00a r i g u n   X   i i n   k h  b e k h  n 0"o0ms*YP[
 
 
 
 [a u l k i k a %
 
 [a u l k i k a %
 
 0h0[a u l k i k a %0n0c i f u n   b a r g i y a r a   n i y a l m a 00k h a i i l i   k h u r i i a k h u   k h  m  n 0"o0SzN
 
 
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 [a u G
i k a %
 
 [a u G
i k a %
 
 0h0[a u G
i k a %0n0a r k i   u n c a r a   n i y a l m a 00a r i k h i   k h u d a l d u c h i 0"o0RN
 
 
 
 [e ca p a t i %
 
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 
 0h0[e ca p a t i %0n0b o o i   d a 00g e r   u n   d a r u g   a 0"o0{[
 
 
 
 [i l p a s t h n a v i d y 
 
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 
 0h0[i l p a s t h n a v i d y 0n0f a k s i   i   t a c i n 00u r a l a g c h i   u k h a g a n 0"o0]f
 
 
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 [i l k u mma %
 
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 
 0h0[i l k u mma %0n0w e h e i   f a k s i 00c h i l a g u c h i 0"o0w S
 
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 
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 
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 
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 
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 
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 
 
 
 [l a k cGa b h r k%
 
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 
 0h0[l a k cGa b h r k%0n0f a i t a n   h a i h kn g g a 00k h o m o s g e   i n u   z o g e l e n 0"o0ٖ	w0}ߎ
 
 
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 [l a k cGa k e [a 
 
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 
 0h0[l a k cGa k e [a 0n0u j u i   f u n i y e h e   u h u k e n 00u s n i r   i n u   j o g e l e n 0"o0gߎ
 
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 [l a k cGa t v a m 
 
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 
 0h0[l a k cGa t v a m 0n0n i l u k a n 00z o g e l e n 0"o0
 
 
 
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 
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 
 0h0[l e cm 0n0d a l h kn   c i f e n g g u 00b e t e g e 0"o0u
 
 
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 [l d h y a m 
 
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 0h0[l d h y a m 0n0s a i n 00s a i i n 0"o0}Y
 
 
 
 [m a [r u 
 
 [m a [r u 
 
 0h0[m a [r u 0n0s a l u 00s a k h a l 0"o0

 
 
 
 [m [n i k a %
 
 [m [n i k a %
 
 0h0[m [n i k a %0n0e i f u   d e   t e r e 00 g e g e r c h i 0"o0ZXPW
 
 
 
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 
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 
 0h0[o k a %0n0g a s a c u n 00g a s a l a n g 0"o0
 
 
 
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 
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 
 0h0[r a d d h e n d r i y a m 0n0g i n g g u n   i   s a l i g a n 00s  s  g   u n   e r k h t e n 0"o0O9h
 
 
 
 [r a d d h b a l a m 
 
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 
 0h0[r a d d h b a l a m 0n0g i n g g u n   i   h ks u n 00s  s  g    n   k h  c h  n 0"o0OR
 
 
 
 [r a d d h n a m 
 
 [r a d d h n a m 
 
 0h0[r a d d h n a m 0n0g i n g g u n   i   u l i n 00s  s  g   u n   i d e 0"o0O
 
 
 
 [r a d d h n u s r +
 
 [r a d d h n u s r +
 
 0h0[r a d d h n u s r +0n0g i n g g u n   i   d a h a r a n g g e 00s  s  g   u n   k h o i n   a   a s a   d a g a g c h i 0"o0O?"o
 
 
 
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 
 [r a v a Ga m 
 
 0h0[r a v a Ga m 0n0d o n j i r e 00s o n o s a k h u i 0"o0}^
 
 
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 
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 
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 
 
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 
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 
 0h0[r o t r e n d r i y a m 0n0aa n   i   s a l i g a n 00c h i k h i n   u   e r k h t e n 0"o039h
 
 
 
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 
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 
 0h0[r o Ga k o m+k a r Ga %0n0n i r e h e   u s i h a   d a   b a n j i h a   j i r u n   aa n 00s h i r e v e n   o d o n   a   t o r o g k h s e n   k h o l t i   c h i k h i t u 0"o0vVb
}
\
 
 
 
 [r o Ga k o m+v i C[a %
 
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 
 0h0[r o Ga k o m+v i C[a %0n0n i r e h e   u s i h a   d e   b a n j i h a   o r i n   j i r u n g g a 00s h i r e v e n   o d o n   a   t o r o g k h s e n   k h o r i n   k h o l t i   t u 0"o0bul
\
 
 
 
 [r u t a m a y +  p r a j  
 
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 
 0h0[r u t a m a y +  p r a j  0n0d o n j i r e   c i   b a h a e a   s u r e 00s o n o s a k h u i   a s a   b o l o k h s a n   b i l i g 0"o0^zfga
 
 
 
 [r u t a t h a n a m 
 
 [r u t a t h a n a m 
 
 0h0[r u t a t h a n a m 0n0d o n j i n   i   u l i n 00s o n o s a k h u i   i i n   e d e 0"o0^
 
 
 
 [r v a k a p u d g a l a - n m n i 
 
 [r v a k a p u d g a l a - n m n i 
 
 0h0[r v a k a p u d g a l a - n m n i 0n0aa r w a g  a   i   g e b u 00s h i r  n i g   u n   n e r   e   i n u 0"o0r^
T
 
 
 
 [r +v a t s a s v a s t i k a n a n d y v a r t a l a l i t a p Gi p d a %
 
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 
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Nu= a n u t p a n n n C  p p a k n m a k u [a l n C  d h a r m Gm   a n u t p d y a 
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T= [kn y a t n m n i 
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 
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