ÿþv a r   t o d A r r a y   =   n e w   A r r a y ( ) ;  
  
 f o r ( i = 0 ; i < 3 6 6 ; i + + ) {  
 	 t o d A r r a y [ i ]   =   n e w   A r r a y ( ) ;  
 }  
  
 t o d A r r a y [ 0 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 0 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 0 ] [ 3 ] =   " 	8	G	  5		(	- 6	,	M	&	- 8	.	B	9	,   	K	  	.	C	$	  9	H		,   	8	G	  ,	K	2	,   	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	$	G	  9	H		  -   	K	  	.	0	  ,	(	>	  &	G	$	G	  9	H		,   	8	@	  5	>	#	@	  	?	8		G	  ,	K	2	(	G	- 	>	(	G	  8	G	  5	M	/		M	$	?	  	.	0	  9	K	  	>	$	>	  9	H	,   5	9	  	.	C	$	5	>	#	@	  |   8	0	M	5	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  (	.	8	M		>	0	  |   *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	,	  6		M	$	?	/	K		  8	G	  /	A		M	$	  9	H	  	0	M	%	>	$	  	?	(	  .	G		  8	.	B		@	  6		M	$	?	/	>		  5	?	'	.	>	(	  9	H		,   	K	  8	.	8	M	$	  6		M	$	?	/	K		  	G	  8	M	5	>	.	@	  9	H		,   		(	M	9	G		  (	.	8	M		>	0	  |     8	0	M	5	  6		M	$	?	.	>	(	  *	0	.	>	$	M	.	>	  	G	  		G	  .	H		  	A		$	>	  9	B		  	0	M	%	>	$	  .	H		  		(		@	  6	0	#	  .	G		  	>	$	>	  9	B		,   .	H		  		(		G	  8	.		M	7	  8	.	0	M	*	?	$	  9	B		  |   *	0	.	>	$	M	.	>	  :   8	0	M	5	K	$	M		C	7	M		  	$	M	.	>	  |   6	M	0	@	  :   6	M	0	@	  .	>	(	  |   6	M	0	@	  :   6	K	-	>	,   /	6	,   	6	M	5	0	M	/	,   5	?		/	,   8	L	-	>		M	/	,   5	H	-	5	,   .	9	?	.	>	,   $	G		,   2		M	7	M	.	@	  |   8	0	M	5	K	$	M		C	7	M		  *	M	0	-	A	  6	M	0	@	  0	>	.	  	>	  8	A		&	0	  0	B	*	  9	H	  8	0	M	5	K		M		  	C	*	>	  	0	M	%	>	$	  5	G	  6	M	0	G	7	M	 	$	.	  	C	*	>	  0	B	*	  9	H		,   		(		>	  0	B	*	  9	H	  -   	C	*	>	  |   5	G	  	C	*	>	- 0	B	*	  *	0	.	>	$	M	.	>	,   5	M	/		M	$	?	  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  9	H		,   *	A	0	7	K	$	M	$	.	  9	H		,   8	0	M	5	K	*	0	?	- 8	0	M	5	K	$	M	$	.	  *	A	0	A	7	  9	H		  $	%	>	  8	A		  	G	  (	?	5	>	8	- 8	M	%	>	(	  9	H		  |   A M R I T V A N I :   A   t r e a s u r e   o f   n e c t a r o u s   u t t e r a n c e s   t h a t   w i l l   i m m o r t a l i z e   a n y   o n e   w h o   r e a d s   a n d   r e c i t e s   t h i s   S o n g   C e l e s t i a l   ( w i t h   f a i t h   a n d   r e v e r e n c e ) .   I   b o w   b e f o r e   S r i   R a m ,   w h o   i s   v e s t e d   w i t h   a l l   p o w e r s ! ,   I   b o w   b e f o r e   t h e   s o u r c e   a n d   r e s e r v o i r   o f   a l l   p o w e r s ! ,   I   b o w   a n d   s e e k   s h e l t e r   w i t h   t h e   S u p r e m e   S o u l ,   S r i   R a m ! ,   I   d e d i c a t e   a n d   s u r r e n d e r   m y s e l f   u n t o   H i m ! ,    P a r m a a t m a a  :   T h e   S u p r e m e   s o u l .   T h e   S u p r e m e   M a s t e r -   S r i   R a m ,   i s   a n   i n c a r n a t i o n   o f   b o u n d l e s s   c o m p a s s i o n   a n d   g r a c e .   A s   t h e   S u p r e m e   S o u l   t h a t   s a n c t i f i e s   o n e   a n d   a l l ,   S r i   R a m   i s   t h e   u l t i m a t e   a b o d e   o f   ( p e a c e   a n d )   h a p p i n e s s . " ;  
 t o d A r r a y [ 1 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 1 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 ] [ 3 ] =   " *	M	0	-	A	  0	>	.	  	>	  0	B	*	  9	H	  -   *	0	.	  	C	*	>	  -   	?	(	M	$	A	,   		(		>	  8	M	5	0	B	*	  		$	0	?		- 8	M	5	-	>	5	  9	H	  8	A		  &	G	(	G	  5	>	2	>	,   .			2	  	0	(	G	  5	>	2	>	- 9	0	M	7	- 9	?	$	- 		M		>		- 8	L	-	>		M	/	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  	0	M	%	>	$	  		(		@	  	C	*	>	,   	K	  	$	A	2	M	/	  9	H	,   5	9	  	M		>	(	  	5		  	(		&	  	>	  -		!	>	0	  9	H	,   6		M	$	?	- 8	>	.	0	M	%	M	/	,   6	>		$	?	- 	(		&	  	>	  		M	7	/	  8	M	0	K	$	  9	H	,   0	>	.	- 	C	*	>	  8	A		  &	G	(	G	  5	>	2	@	  9	H	,   8	,	  	>	  .			2	  	0	(	G	  5	>	2	@	  9	H	,   6		M	$	?	  5	  6	>		$	?	  		8		G	  (	?		  0	B	*	  9	H		,   5	9	  	(		&	  	0	  	M		>	(	  8	G	  *	0	?	*	B	0	M	#	  9	H	  	$		  	(	A	*	.	  9	H	  |   0	B	*	- 8	M	5	0	B	*	  :   	-	B	7	#	  	>	  0	B	*	  9	H	- 9	>	0	,   			(	,   	A		!	2	,   			B	 	@	  *	0	(	M	$	A	  		8		>	  8	M	5	0	B	*	  9	H	- 8	M	5	0	M	#	  |   .	?	6	M	0	@	  	*		@	  9	H	,   	B		>	  9	H	,   &	>	(	G	&	>	0	  9	H	- /	9	  .	?	6	M	0	@	  	>	  &	?		>		  &	G	(	G	  5	>	2	>	  0	B	*	  9	H	,   *	0	(	M	$	A	  .	?	6	M	0	@	  	>	  8	M	5	0	B	*	  9	H	- 		8		@	  .	?	 	>	8	  |   9	0	  *	M	0		>	0	  	@	  .	?	6	M	0	@	  .	'	A	0	  9	K	$	@	  9	H	  |   S r i   R a m   i s   t h e   i n c a r n a t i o n   o f   S u p r e m e   G r a c e .   H e   i s   i n h e r e n t l y   a n d   e s s e n t i a l l y   a   p r o v i d e r   o f   r e a l   p e a c e ,   h a p p i n e s s   a n d   w e l l   -   b e i n g .   A n   i n e x h a u s t i b l e ( e n d l e s s )   f o u n t a i n h e a d   o f   u n p a r a l l e l e d   g r a c e ,   l o v e   a n d   b e n e v o l e n c e ,   k n o w i n g   H i m   g r a n t s   u s   s t r e n g t h ,   w i s d o m ,   b l i s s   a n d   p e a c e . " ;  
 t o d A r r a y [ 2 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 2 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 ] [ 3 ] =   " *	0	.	G	6	M	5	0	- 8	M	5	>	.	@	,   			M		$	.	  6	>	8		  	0	M	%	>	$	  -		5	>	(	M	  (	>	.	  *	0	.	  *	5	?	$	M	0	$	>	  	>	  	?	(	M	9	  9	H	  -   *	0	.	  6	A	&	M	'	$	>	  	@	    9	H	  .	B	0	M	$	?	  (	>	.	  |   ' 0	>	.	'   	K	  6		M	$	?	  	>	  *	A			  9	H	,   *	B	0	M	#	  	0	M	%	>	$	  .	B	2	  .		$	M	0	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  *	>	0	  		$	>	0	(	G	  5	>	2	>	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	,   .	K		M	7	- &	>	$	>	  9	H	  |     .		$	M	0	    5	9	  8	?	&	M	'	  	?	/	>	  9	A		  6	,	M	&	  	?	8		>	  			M		>	0	#	  9	.	>	0	@	  0		M	7	>	  	0	G	,   	K	  *	>	*	- .	K			  9	H	  	0	M	%	>	$	  	K	  9	.	G		  *	5	?	$	M	0	  ,	(	>	  	0	  .	A		M	$	  ( ,		'	(	- 0	9	?	$	)   	0	  &	G	  |   ,	@		>		M	7	0	  |   ' 0		'   		M	(	?	,	@		,   ' 		'   8	B	0	M	/	  ,	@		,   ' .		'   		&	M	0	,	@		  |   	(	  $	@	(	K	  	>	  		  ,	@		>		M	7	0	  9	H	,   0	>	.	- (	>	.	  ( 0	>	.	  6	,	M	&	)   |   G o d ' s   n a m e   s y m b o l i z e s   s u p r e m e   s a n c t i t y   a n d   d i v i n i t y .   ' R a m - N a a m ' ,   t h e   s t o r e h o u s e   o f   O m n i p o t e n c e ,   g u a r a n t e e s   d e l i v e r a n c e   f r o m   t h e   m o r t a l   b o n d a g e   l e a d i n g   t o   s a l v a t i o n . " ;  
 t o d A r r a y [ 3 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 3 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 ] [ 3 ] =   " 	$		5	  9	G	  8	>	'		  !   0	>	.	- .		$	M	0	  	K	  8	.	B		G	  6	A	-	K	  ( 		M		>		/	K		)   	>	  $	$	M	$	M	5	  ( (	?		K	!	<	)   8	.			0	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		  ( "			K		)   	>	  	-	M	/	>	8	  	0	K	  |   	8	  $	%	M	/	  	K	  (	?	6	M		?	$	  0	B	*	  8	G	  '	>	0	#	  	0	K	  	?	  	?	8	  5	8	M	$	A	  $	%	>	  6	,	M	&	- &	M	5	>	0	>	  8	G	  5	0	M	#	?	$	  	?	/	>	  	>	  0	9	>	  9	H	,   &	K	(	K		  		  9	H		,   	0	M	%	>	$	  	*	(	G	  9	C	&	/	  .	G		  /	9	  8	A	&	C	]	  5	?	6	M	5	>	8	  0		K	  	?	  (	>	.	  	5		  (	>	.	@	,   5	>			  	5		  5	>		M	/	  		  9	@	  9	H		  |   O   S a a d h a k   !   U n d e r t a k e   s p i r i t u a l   p r a c t i c e s   i n   t h e   f u l l   k n o w l e d g e   o f   t h e   f a c t   t h a t   R a m - M a n t r a   i s   t h e   n u c l e u s   o f   a l l   t h a t   i s   G o o d .   L e t   t h e r e   b e   n o   d o u b t   t h a t   t h e   d e v o t e e   w h o   r e m e m b e r s   ( ' s a a d h a k ' )   a n d   t h e   o b j e c t   o f   r e m e m b r a n c e ( ' s a a d h y a ' ) ,   o n e   w h o   c o n t e m p l a t e s   a n d   t h e   o b j e c t   o f   c o n t e m p l a t i o n ,   t h e   s p e a k e r   a n d   t h e   s u b j e c t   m a t t e r   o f   s p e e c h   a r e   i n d e e d   o n e   a n d   t h e   s a m e " ;  
 t o d A r r a y [ 4 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 4 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 ] [ 3 ] =   " 	*	(	G	  *	B		M	/	,   	0	>	'	M	/	  &	G	5	$	>	  6	M	0	@	  -		5	>	(	M	  	K	  .		$	M	0	  .	G		  	8	@	(	- 5	?	0	>		.	>	(	  	>	(	?	/	G	,   8	M	%	?	$	  	>	(	?	/	G	  |   0	>	.	- 6	,	M	&	  	K	  	A	#	K		  	>	  -	#	M	!	>	0	  9	H	,   8	M	0	K	$	  9	H	,   *	A			  9	H	,   5	9	  0	>	.	  	>	  .		&	?	0	  9	H	,   (	?	5	>	8	- 8	M	%	>	(	  9	H	  |   K n o w   i t   w i t h o u t   a n y   d o u b t   t h a t   y o u r   c h o s e n   d e i t y -   S r i   R a m   i s   i n h e r e n t   i n   R a m - M a n t r a   a n d   a b i d e s   t h e r e i n   a s   t h e   o r i g i n ,   s o u r c e   a n d   u n f a t h o m a b l e   ( t h a t   c a n n o t   b e   m e a s u r e d )   r e s e r v o i r   o f   a l l   t h e   v i r t u e s . " ;  
 t o d A r r a y [ 5 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 5 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  			M	$	  5	0	M	#	?	$	  -	>	5	K		  8	G	  -	0	  	0	  	0	  $	,	  0	>	.	  	@	  &	/	>	  		$	0	(	G	  	@	  *	M	0	,	2	  		M		>	- 		$	M	8	A		$	>	  0			0	,   	$	A	0	  9	K		0	  0	>	.	- (	>	.	  	G	  	A	#	K		,   	0	M	%	K		  	>	  	?		$	(	  	@		?		,   0	>	.	- (	>	.	  	?	  .	9	?	.	>	  *	0	  5	?		>	0	  	@		?	/	  |   E n g r o s s e d   i n   t h e s e   l o f t y   t h o u g h t s   a n d   w i t h   a   h e a r t   p a s s i o n a t e l y   l o n g i n g   t o   b e   b l e s s e d   w i t h   d i v i n e   g r a c e ,   f o c u s   y o u r   f o n d   a t t e n t i o n   o n   t h e   p r o f u n d i t y   a n d   g l o r y   o f   R a m   N a a m . " ;  
 t o d A r r a y [ 6 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 6 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 ] [ 3 ] =   " 5	?	'	?	*	B	0	M	5		  (	>	.	- &	@		M	7	>	  2	G		0	,   0	>	.	- .		$	M	0	  	K	  	8	  *	M	0		>	0	  	M	0	9	#	- '	>	0	#	  	0	  	G	,   	*	(	G	  	?	$	M	$	    	K	  &	C	]	  (	?	6	M		/	*	B	0	M	5		  ( 8	M	%	?	0	$	>	  *	B	0	M	5		)   .		$	M	0	  *	0	  	?		>	  	0	,   6	M	0	@	  0	>	.	  	>	,   	K	  6		M	$	?	  	>	  	0	  9	H	,   ,	>	0	- ,	>	0	  			M		>	0	#	  	0	G		  ( 	>	*	  	0	G		)   |   .		$	M	0	  '	>	0	#	>	    	?	$	M	$	    	K	  	G	5	2	  .		$	M	0	  .	G		  ,	>		'	  0		(	G	  	>	  (	>	.	  .		$	M	0	- '	>	0	#	>	  9	H	  |   	*	  :   0	>	.	- (	>	.	  	G	  	0	M	%	  	@	  -	>	5	(	>	  	0	$	G	  9	A		  		8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	(	>	  |   A f t e r   p r o p e r   i n i t i a t i o n   ( N a a m - D e e k s h a ) ,   u n d e r t a k e   c o n s t a n t   r e c i t a t i o n   o f   R a m - M a n t r a   w i t h   u n w a v e r i n g   c o n c e n t r a t i o n   a n d   f u l l   f a i t h   i n   t h e   f a c t   t h a t   a l l   t h e   p o w e r s   d w e l l   i n   a n d   e m a n a t e   ( o r i g i n a t e )   f r o m   S r i   R a m   -   t h e   S o u r c e   o f   E n e r g y . " ;  
 t o d A r r a y [ 7 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 7 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 ] [ 3 ] =   " 	?	8	  *	M	0		>	0	  ,	@		,   	2	,   .	?			@	  	0	  	(	A		B	2	  .	L	8	.	  	G	  8	9	/	K		  ( .	G	2	)   8	G	  '	@	0	G	- '	@	0	G	  5	C		M	7	  ,	(	  	>	$	>	  9	H	,   		8	@	  *	M	0		>	0	  .		$	M	0	- 	>	*	  8	G	  (	?	0		$	0	  	'	M	/	>	$	M	.	?		  *	M	0		$	?	  9	K	$	@	  0	9	$	@	  9	H	  |   .		$	M	0	- /	K		  :   	8	@	  *	&	M	'	$	M	$	?	,   	K	  .		$	M	0	  	?	  8	>	'	(	>	  8	G	  -		5	&	  .	?	2	(	  	0	>	  &	G	  |   '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	@	  $	@	(	K	  	>	  .		$	M	0	  8	G	  /	K		  .		$	M	0	- /	K		  	9	2	>	$	>	  9	H	  |   (	>	.	  	>	  	>	*	  	0	K	  	0	  		8		G	  	0	M	%	  	@	  -	>	5	(	>	  .	G		  2	@	(	    9	K	  	>		- /	9	  .		$	M	0	- /	K		  	@	  5	?	'	?	  9	H	  |   J u s t   a s   t h e   s e e d   g e t t i n g   c o n d u c i v e   e n v i r o n m e n t   o f   e a r t h ,   w a t e r   a n d   s u i t a b l e   w e a t h e r   g r a d u a l l y   g e t s   t r a n s f o r m e d   i n t o   a   t r e e ,   l i k e w i s e   c o n t e m p l a t i o n   o f   R a m   M a n t r a   w i t h   f a i t h   a n d   d e v o t i o n   l e a d s   t o   h i g h e r   s p i r i t u a l   a t t a i n m e n t s . " ;  
 t o d A r r a y [ 8 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 8 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 ] [ 3 ] =   " 	8	>	  '	M	/	>	(	  0		G		,   		B		  5	?	6	M	5	>	8	  9	K	  	?	  	H	8	G	  *	0	.	>	#	A	  6		M	$	?	  	>	  -	#	M	!	>	0	  9	H	  	5		  ,	?		2	@	- 	C	9	  ,	?		2	@	  	>	  	K	7	  9	H	,    	@		  		8	@	  *	M	0		>	0	  .		$	M	0	  -	@	  6		M	$	?	- 	K	7	  9	H	  |   .		$	M	0	  .	G		  *	>	*	- $	>	*	  	K	  .	>	0	(	G	  $	%	>	  		M		G	  -	>	5	  	K	  *	M	0	+	A	2	M	2	?	$	  	0	(	G	  	@	  6		M	$	?	  9	H	  |   O u r   f a i t h   i n   t h e   e f f e c t i v e n e s s   o f   t h e   ' M a n t r a '   s h o u l d   b e   a k i n   t o   t h e   f i r m   b e l i e f   i n   t h e   a t o m   b e i n g   t h e   r e p o s i t o r y   o f   l i m i t l e s s   e n e r g y   o r   t h e   p o w e r h o u s e   b e i n g   t h e   i n e x h a u s t i b l e   s t o r e h o u s e   o f   p o w e r .   [ A   s u r e   r e m e d y   f o r   t h e   u n w h o l e s o m e   h u m a n   p a s s i o n s ,   ' R a m   M a n t r a '   a b s o l v e s   o u r   s i n s   a n d   e l e v a t e s   a n d   e d i f i e s   b y   i n s p i r i n g   n o b l e   t h o u g h t s . ] " ;  
 t o d A r r a y [ 9 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 9 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 ] [ 3 ] =   " 	8	>	  		2	- 5	?	6	M	5	>	8	  ( &	C	]	  - (	?	6	M		/	)   0		  	0	,   .		$	M	0	- (	?	'	?	,   0	>	.	- .		$	M	0	  	>	  	?		$	(	  	0	G		  ( 	0	>	'	G		)   $	%	>	  	8	>	  ,	K	'	  9	K	  	?	  	8	>	  	0	(	G	  8	G	  9	0	?	- 	C	*	>	  	5	6	M	/	  		&	?	$	  9	K		@	,   	5	6	M	/	  		$	0	G		@	  |   '	M	0	A	5	  '	>	0	#	>	  :   .		$	M	0	  .	G		  	?	$	  	K	  	5	?		2	?	$	  -	>	5	  8	G	  ,	>		'	(	>	  |   .		$	M	0	  (	?	'	>	(	  :   .		$	M	0	K	  	>	  -	#	M	!	>	0	  -   ,	@		>		M	7	0	  6	,	M	&	  |   C o n t e m p l a t e   R a m - N a a m   w i t h   a b s o l u t e   f a i t h   a n d   k n o w   t h a t   b y   d o i n g   s o   S r i   R a m ' s   g r a c e   a n d   b l e s s i n g s   w i l l   d e f i n i t e l y   d e s c e n d   o n   y o u   ( t h e   d e v o t e e ) . " ;  
 t o d A r r a y [ 1 0 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 1 0 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 ] [ 3 ] =   " 	H	8	G	  	?	!	<		@	  /	>	  &	M	5	>	0	  	A	2	(	G	  *	0	  &	A	0	M		(	M	'	  (	?		2	  	>	$	@	  9	H	  	0	  -	0	*	B	0	  5	>	/	A	  $	%	>	  *	M	0		>	6	  *	M	0	5	G	6	  	0	$	G	  9	H		,   		8	@	  *	M	0		>	0	  0	>	.	- 	C	*	>	  		*	2	,	M	'	  9	K	(	G	  *	0	  8	,	  &	A	0	M		A	#	  &	B	0	  9	K	  	>	$	G	  9	H		  $	%	>	  8	&		A	#	  -	0	  	>	$	G	  9	H		  |   W i t h   t h e   o p e n i n g   o f   t h e   w i n d o w s ,   f r e s h   a i r   a n d   l i g h t   c o m e   i n   a n d   d r i v e   a w a y   s t a l e n e s s .   L i k e w i s e ,   S r i   R a m ' s   g r a c e   a n n i h i l a t e s   ( f i n i s h e s )   a l l   v i c e s   ( a n d   b l e s s e s   u s   w i t h   v i r t u e s ) . " ;  
 t o d A r r a y [ 1 1 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 1 1 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 ] [ 3 ] =   " ,		(	  &	,	>	(	G	  8	G	  	H	8	G	  ,	?		2	@	  	@	  '	>	0	>	  	>	  *	M	0	5	>	9	  9	K	$	>	  9	H	,   		8	@	  *	M	0		>	0	  (	>	.	  	*	(	G	  8	G	  	C	*	>	  	>	  	5	$	0	#	  9	K	$	>	  9	H	  |   E l e c t r i c   c u r r e n t   b e g i n s   t o   f l o w   i n s t a n t a n e o u s l y   f o l l o w i n g   a   p u s h   o n   t h e   s w i t c h .   L i k e w i s e ,   r e p e t i t i o n   o f   G o d ' s   n a m e   w i t h   d e v o t i o n   b l e s s e s   u s   w i t h   H i s   G r a c e . " ;  
 t o d A r r a y [ 1 2 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 1 2 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 ] [ 3 ] =   " 	K			@	- (	2	  	K	2	(	G	  8	G	  	H	8	G	  *	>	(	@	  (	?		2	(	G	  2		$	>	  9	H	,   ,	9	(	G	  2		$	>	  9	H	,   5	H	8	G	  9	@	  	>	*	  8	G	  	C	*	>	  	5	$	0	?	$	  9	K	$	@	  9	H	  	K	  -	>	5	(	>	  	K	  8			  	0	  &	G	$	@	  9	H	  $	%	>	  9	.	>	0	>	  5	?	6	M	5	>	8	  	@	5		$	  ,	(	  	>	$	>	  9	H	  |   G o d ' s   G r a c e   d e s c e n d s   a u t o m a t i c a l l y   i n s t i l l i n g   l i f e   i n   o u r   f a i t h   a s   a   r e s u l t   o f   c o n s t a n t   J a a p   ( r e c i t a t i o n   o f   R a m - N a a m ) ,   j u s t   a s   w a t e r   g u s h e s   f o r t h   a s   s o o n   a s   t h e   t a p   i s   t u r n e d   o n . " ;  
 t o d A r r a y [ 1 3 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 1 3 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 ] [ 3 ] =   " .		$	M	0	  	K	  		&	M	'	>	0		,   (	?	8	M	$	>	0		,   .	A		M	$	?	&	>	$	>	  .	>	(		0	  ' 0	>	.	'   6	,	M	&	  *	0	  '	M	/	>	(	  2		>	/	G		  |   	8	8	G	  	$	M	.	- 6		M	$	?	  $	%	>	  	*	(	G	  9	K	(	G	  	>	  -	>	5	- 	8	M	$	?	$	M	5	  		$	>	  9	H	  	0	  	8	  6		M	$	?	  	>	  
	*	0	@	  		M	0	  	@	  	0	  	.	(	  9	K	$	>	  9	H	  |   		M	0	  :   6	0	@	0	  .	G		  /	K		  	G	  	(	A	8	>	0	  	 	  		M	0	  ;   .	B	2	>	'	>	0	,   8	M	5	>	'	?	7	M	 	>	(	,   .	#	?	*	B	0	  ( (	>	-	?	- 		M	0	) ,   	(	>	9	$	  ( 9	C	&	/	) ,   5	?	6	A	&	M	'	  ( 		 	) ,   		M		>	  ( $	M	0	?		A		@	) ,   ,	?		&	A	  ( 	M	0	@	5	>	  	>	  6	?		0	)   $	%	>	  8	9	8	M	0	>	0	  ( 8	?	0	)   |   		*	0	?	  		M	0	  :   		M		>	,   ,	?		&	A	   	>		  8	9	8	M	0	>	0	  |   W i t h   r a p t   a t t e n t i o n   m e d i t a t e   u p o n   ' R a m - N a a m '   b e l i e v i n g   i t   t o   b e   m e a n s   o f   u p l i f t m e n t ,   e n n o b l e m e n t   a n d   s a l v a t i o n .   T h i s   a w a k e n s   a n d   l e a d s   t h e   I n n e r   B e i n g   v e r t i c a l l y   u p w a r d . " ;  
 t o d A r r a y [ 1 4 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 1 4 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 ] [ 3 ] =   " $	,	  &	8	5	G		  &	M	5	>	0	  8	G	  0	>	.	- 	C	*	>	  	>	  *	M	0	5	G	6	  9	K	$	>	  9	H	,   	?	8	8	G	  	$	M	.	  ,	K	'	- *	M	0	,	A	&	M	'	$	>	,   ,	2	,   	(		&	- 8	9	?	$	,   .	(	  	K	  8	M	%	?	0	  	5		  6	>		$	  	0	(	G	  5	>	2	@	  8	-	@	  6	>		M	$	?	/	K		  	>	  5	?	8	M	$	>	0	- 8			>	0	  9	K	$	>	  9	H	  |   &	6	.	- &	M	5	>	0	  :   .	>	(	5	  &	G	9	  	K	  (	5	  &	M	5	>	0	  5	>	2	@	  (		0	@	  	9	>	  	>	$	>	  9	H	  :   &	K	  &	M	5	>	0	  			K		  	G	,   &	K	  	>	(	K	  	G	,   &	K	  (	>		  	G	,   		  .	A		  $	%	>	  &	K	  &	M	5	>	0	  .	B	$	M	0	  	5		  .	2	  5	?	8	0	M		(	  	0	(	G	  9	G	$	A	  |   &	6	.	- &	M	5	>	0	  	&	C	6	M	/	  9	H	  	0	  (	L	  &	M	5	>	0	K		  8	G	  
	*	0	  9	H	  |   T h e r e o n   e n t e r s   t h r o u g h   t h e   t e n t h   g a t e   S r i   R a m ' s   G r a c e   t h a t   p a v e s   t h e   w a y   f o r   d i v i n e   k n o w l e d g e ,   s t r e n g t h ,   i n n e r   b l i s s   a n d   s t e a d i n e s s . " ;  
 t o d A r r a y [ 1 5 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 1 5 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 ] [ 3 ] =   " 8	$	M	*	A	0	A	7	  	G	  8	>	(	M	(	?	'	M	/	  8	G	    $	%	>	  *	0	.	>	$	M	.	>	  	?	  &	/	>	  8	G	,   	A	#	M	!	2	?	(	@	  6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	  	.	2	- 8	9	8	M	0	>	0	,   ,	M	0	9	M	.	'	>	.	  .	G		  .	?	2	(	  9	K	  	>	$	>	  9	H	,   	?	8	8	G	  8	>	0	G	  *	>	*	  (	7	M		  9	K	  	>	$	G	  9	H		  |     &	G	5	&	/	>	  8	G	  8	M	5	6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	    	.	2	- 8	9	8	M	0	  &	2	  	.	2	  .	G		  .	?	2	>	*	  9	K	$	>	  9	H	  |   	8	  .	?	2	>	*	  .	G		  8	$	M	*	A	0	A	7	  	@	  	5	6	M	/		$	>	  0	9	$	@	  9	H	,   $	-	@	  	@	5	  	G	  8	,	  &	K	7	  (	7	M		  9	K	  *	>	$	G	  9	H		  |   *	0	.	  	2	M	/	>	#	  	@	  *	M	0	>	*	M	$	?	  	G	  2	?	/	G	  *	0	.	>	$	M	.	>	  	?	  &	/	>	,   	$	M	.	- 6		M	$	?	  	0	  8		$	- &	/	>	  $	@	(	K		  	*	G		M	7	?	$	  9	H		,   	?	(		>	  /	9	>		  &	G	5	- &	/	>	,   8	M	5	6		M	$	?	  	0	  8	$	M	*	A	0	A	7	  8		/	K		  6	,	M	&	K		  8	G	  		2	M	2	G		  	?	/	>	  	/	>	  9	H	  |   W i t h   t h e   b l e s s i n g s   o f   a   r e a l i z e d   s a i n t - s o u l ( S a t g u r u )   a n d   G o d ' s   G r a c e ,   t h e   d e v o t e e ' s   ' K u n d a l i n i '   m e r g e s   i n t o   t h e   l o t u s   w i t h   t h o u s a n d   p e t a l s   -   t h e   S u p r e m e   C o n s c i o u s n e s s   -   S a h a s r a a r   a n d   i n s t a n t l y   ' d e s t r o y s '   a l l   e v i l s   a n d   s i n s .   I n   f a c t ,   s u b l i m a t i o n   a n d   s a l v a t i o n   o f   t h e   h u m a n   s o u l   p r e s u p p o s e s   G o d ' s   G r a c e ,   d e v o t e e ' s   s i n c e r e   e f f o r t s   a n d   w i l l   -   p o w e r ,   a n d   m o r e   i m p o r t a n t l y ,   G u r u ' s   b l e s s i n g s   a n d   p a t r o n a g e .   T h e   h u m a n   s o u l   b e c o m e s   o n e   w i t h   t h e   S u p r e m e   S o u l .   T h e n   t h e   d e v o t e e   t r a n s c e n d s   t h e   m i n d   a n d   a t t a i n s   c o m p l e t e   e n l i g h t e n m e n t . " ;  
 t o d A r r a y [ 1 6 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 1 6 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 ] [ 3 ] =   " .			2	,   	2	M	/	>	#	  $	%	>	  6	A	-	  	0	(	G	  5	>	2	G	  *	0	.	>	$	M	.	&	G	5	,   	*		K	  .	H		  8	0	  	A		>		0	  ,	>	0	- ,	>	0	  *	M	0	#	>	.	  	0	$	>	  9	B		  |   5		&	(	>	  :   (	.	8	M		>	0	  |   .			2	  :   	2	M	/	>	#		>	0	@	,   8	.	C	&	M	'	?	- 	8	@	  		(	M	(	$	?	  	?	8	8	G	  9	.	  		$	M	$	0	K	$	0	  		G	  ,	"	$	G	  	>			  |   6	?	5	  :   8	L	-	>		M	/	,   6	>		$	  |   6	A	-	  :   6	A	-	  6		A	(	,   8	M	5	8	M	$	?	  |   I n   a l l   h u m i l i t y   a n d   d e f e r e n c e ,   I   p r o s t r a t e   m y s e l f   a g a i n   a n d   y e t   a g a i n   b e f o r e   T h e e ,   t h e   P r o v i d e r   o f   b e n e d i c t i o n ,   h a p p i n e s s ,   p e a c e ,   s e r e n i t y   a n d   a u s p i c i o u s n e s s . " ;  
 t o d A r r a y [ 1 7 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 1 7 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 ] [ 3 ] =   " &	K	(	K		  	A	\	G	  9	A		  9	>	%	K		  	G	  8	>	%	,   .	>	%	>	  	A		>	  	0	,   (	.	M	0	$	>	  	5		  -		M	$	?	*	B	0	M	5		,   9	G	  8	>	0	G	  5	?	6	M	5	  	G	  8	M	5	>	.	@	!   	*		K	  .	G	0	>	  (	.	8	M		>	0	  9	K	  |   W i t h   f o l d e d   h a n d s ,   t h e   h e a d   b o w e d   i n   r e v e r e n c e   a n d   t h e   h e a r t   o v e r w h e l m e d   w i t h   h u m i l i t y   a n d   d e f e r e n c e ,   O   L o r d   o f   t h e   U n i v e r s e ,   I   s a l u t e   T h e e ! " ;  
 t o d A r r a y [ 1 8 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 1 8 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 ] [ 3 ] =   " &	K	(	K		  9	>	%	K		  	K	  	K	!	<	  	0	  $	%	>	  .	8	M	$		  	5		  	A		(	K		  	K	  -	B	.	?	  *	0	  	?		>	  	0	,   	*		K	  .	G	0	>	  	(	G		K	  8	H			!	<	K	- 	0	K	!	<	  ,	>	0	  *	M	0	#	>	.	  9	K	  |   W i t h   f o l d e d   h a n d s ,   k n e e l i n g   a n d   b o w i n g   m y   h e a d ,   I   p r a y   a n d   p a y   T h o u   m y   m o s t   d e v o u t   o b e i s a n c e . " ;  
 t o d A r r a y [ 1 9 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 1 9 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 ] [ 3 ] =   " *	>	*	K		  	G	  (	>	6		  	5		  .			2	  	>	0		  6	0	#	  &	G	(	G	  5	>	2	G	  	*		G	  	0	#	K		  	>	  -	@	$	0	  '	M	/	>	(	  	0	$	>	  9	A		,   6		M	$	?	/	K		  	G	  *	A			  	*		K	,   .	H		  *	M	0	#	>	.	  	0	$	>	  9	B		  |   K n o w i n g   Y o u   t o   b e   t h e   R e d e e m e r - B e n e f a c t o r ,   I   b o w   b e f o r e   T h e e ,   O   O m n i p o t e n t   L o r d ! " ;  
 t o d A r r a y [ 2 0 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 2 0 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  -		M	$	?	  *	B	0	M	#	  	5		  8	&	-	>	5	(	>			  8	G	  	$	- *	M	0	K	$	  	0		G	,   9	G	  .	G	0	G	  0	>	.	  *	M	0	-	A	!   	*		K	  6	M	0	&	M	'	>	  8	G	  (	.	(	  	0	$	>	  9	B		  |   W i t h   a   s p i r i t u a l   d e d i c a t i o n   a n d   a   h e a r t   f u l l   o f   d e v o t i o n ,   r e v e r e n c e   a n d   l o f t y   t h o u g h t s   a n d   c o m p l e t e   f a i t h ,   I   b o w   a n d   r e m e m b e r   T h e e ,   m y   v e n e r a b l e   L o r d   R a m ! " ;  
 t o d A r r a y [ 2 1 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 2 1 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 ] [ 3 ] =   " 9	G	  *	M	0		>	6	  8	M	5	0	B	*	,   	8	@	.	  
	0	M		8	M	5	@	  		$	  	G	  8	M	5	>	.	@	  !   9	G	  8	,		K	  *	B	0	M	#	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	,   8	0	M	5	K	$	M	$	.	  *	0	.	>	$	M	.	>	  ( *	A	0	7	K	$	.	)   !   	*		K	  (	.	8	M		>	0	  9	K	  |   L i g h t   o f   a l l   l i g h t s   a n d   F o u n t a i n h e a d   o f   a l l   e n e r g i e s ,   O   S u p r e m e   B e i n g ,   t h a t   p u r i f i e s   a n d   s a n c t i f i e s   a l l ,   I   l i e   b e f o r e   y o u   i n   d e f e r e n c e . " ;  
 t o d A r r a y [ 2 2 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 2 2 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 ] [ 3 ] =   " 9	G	  8	$	M	/	,   	M		>	(	  	5		  	(		&	  	G	  8	0	M	5	K		M		  .		&	?	0	,   6	M	0	@	  0	>	.	  !   	&		&	  -   0	K	.	>			?	$	  9	K		0	  	*		K	  .	G	0	>	  	(	G		  ,	>	0	  *	M	0	#	>	.	  9	K	  |   /	9	>		  0	>	.	  	K	  8	$	M	/	,   	M		>	(	,   	(		&	  	>	  *	0	.	- '	>	.	  	0	M	%	>	$	  	(		$	  ,	M	0	9	M	.	- 8	M	5	0	B	*	  	9	>	  	/	>	  9	H	  |   O v e r w h e l m e d   w i t h   e c s t a s y ,   I   b o w   a g a i n   a n d   a g a i n   b e f o r e   T h e e ,   S r i   R a m   -   t h e   s a c r e d   E m b o d i m e n t   o f   E x i s t e n c e   -   C o n s c i o u s n e s s   -   A b s o l u t e   B l i s s   ( ' S a t c h i d a a n a n d a ' ) .     H e r e   S r i   R a m   h a s   b e e n   h a i l e d   a s   t h e   S u p r e m e   S o u l   w h o   i s   t h e   S o u r c e ,   A b o d e   a s   w e l l   a s   t h e   I n d w e l l e r   o f   a l l   b e i n g s ,   t h e   I m p e r i s h a b l e   a n d   I n f i n i t e   ' B r a h m   -   S w a r o o p ' . " ;  
 t o d A r r a y [ 2 3 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 2 3 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 ] [ 3 ] =   " 8	0	M	5	K	$	M	$	.	  ,   .	9	>	(	$	.	,   	$	M	.	>	  6	M	0	@	  0	>	.	,   *	0	.	  8	$	M	/	  	*	0	?	5	0	M	$	(	6	@	2	  $	$	M	$	M	5	,   $	G		K	.	/	,   8	0	M	5	K		M		  	M		>	(	- 8	0	M	5	>	'	?		  	(		&	  	G	  8	M	5	-	>	5	  5	>	2	>	,   8	,	  6	>		M	$	?	/	K		  8	G	  /	A		M	$	,   	?	8		G	  8	.	>	(	  &	B	8	0	>	  	K		  (	9	@		,   	?	8	8	G	  	(	M	/	$	M	0	  	K		  (	9	@		,   8	,		>	  6	>	8		,   8	M	5	>	.	@	,   *	A	0	A	7	K	$	M	$	.	,   &	/	>	2	A	  8	-	@	  &	G	5	K		  	>	  &	G	5	  9	H	,   		8	G	  ,	>	0	- ,	>	0	  (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	  |   S h r i   R a m   i s   s u p r e m e   s e l f ,   h i g h e s t   t r u t h ,   l i g h t   o f   l i g h t s ,   D e e p e s t   w i s d o m ,   g r e a t e s t   j o y ,   o m n i p o t e n t ,   o n e   w i t h o u t   s e c o n d ,   L o r d   o f   a l l ,   f i r s t   o n e ,   m o s t   m e r c i f u l ,   G o d   o f   G o d s   -   S a l u t a t i o n s   u n t o   H i m ,   a g a i n   a n d   a g a i n ,   a g a i n   a n d   a g a i n .     T h e   S u p r e m e   S o u l ,   S r i   R a m ,   i s   t h e   m a t c h l e s s ,   r a d i a n t   a n d   n o n - d u a l   a p o t h e o s i s   ( d i v i n e   e l e v a t i o n   )   o f   A b s o l u t e   T r u t h ,   O m n i p o t e n c e ,   O m n i s c i e n c e ,   O m n i p r e s e n c e ,   I m m u t a b i l i t y   ( C h a n g e l e s s n e s s )   a n d   E t e r n a l   B l i s s .   I n   c o m p l e t e   h u m i l i t y   a n d   d e f e r e n c e ,   I   b o w   a g a i n   a n d   y e t   a g a i n   b e f o r e   G o d   o f   G o d s ,   S r i   R a m -   G r a c e   a n d   C o m p a s s i o n   I n c a r n a t e .   " ;  
 t o d A r r a y [ 2 4 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 2 4 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 ] [ 3 ] =   " 0	>	.	  	.	0	  	0	(	G	  5	>	2	>	  6	,	M	&	  9	H	,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  ,	K	2	  9	H	;   0	>	.	  (	>	.	  	>	  	>	(	  	.	C	$	  8	.	>	(	  9	H	  |   0	>	.	  	G	  	A	#	K		  	>	  8	.	B	9	  *	5	?	$	M	0	  *	>	 	  9	H	,   6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	,   	$		  0	>	.	- 0	>	.	,   0	>	.	  9	@	  0	>	.	  	>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	?	/	G	  |   ' R a m - N a a m '   b l e s s e s   t h e   d e v o t e e s   w i t h   p u r i t y   a n d   i m m o r t a l i t y .   T h e   n e c t a r - l i k e   h o l y   n a m e   o f   S r i   R a m   e n n o b l e s   a n d   e d i f i e s   a n d   s h o u l d   b e   r e c i t e d   i n c e s s a n t l y   ( w i t h o u t   a n y   p a u s e . ) " ;  
 t o d A r r a y [ 2 5 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 2 5 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 ] [ 3 ] =   " 0	>	.	  *	0	.	  8	$	M	/	  9	H	,   8	0	M	5	K		M		  	(	A	-	5	  	M		>	(	  9	H	,   0	>	.	  -		5	>	(	M	  *	M	0		>	6	  0	B	*	  9	H		,   8	0	M	5	K	$	M		C	7	M		  	(		&	  9	H		  $	%	>	  8	,	  *	M	0		>	0	  	@	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  9	H		,   0	>	.	  .	9	>	(	  	5		  8	0	M	5	K	$	M	$	.	  9	H		  |   S r i   R a m   a l o n e   i s   A b s o l u t e   T r u t h ,   E x p e r i e n t i a l   W i s d o m ,   L i g h t ,   B l i s s   a n d   O m n i p o t e n c e .   P e r f e c t   a n d   N o n - D u a l ,   H e   i s   t h e   S u p r e m e   S o u l . " ;  
 t o d A r r a y [ 2 6 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 2 6 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  			M		>	0	#	  	.	C	$	  6	,	M	&	  	>	  ,	K	2	(	>	  9	H	,   ' 0	>	.	- 0	>	.	'   8	A		  8	+	2	$	>	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  9	H	  |   (	>	.	  	.	C	$	  9	H	,   	.	C	$	  ,	K	2	  9	H	  	0	  	(		&	  	5		  	*	>	0	  9	0	M	7	  	>	  *	M	0	&	>	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   n e c t a r o u s   ( l i k e   n e c t a r )   a n d   e n d o w s   t h e   d e v o t e e s   w i t h   s u c c e s s ,   g l o r y ,   i n n e r   c a l m   a n d   b l i s s . " ;  
 t o d A r r a y [ 2 7 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 2 7 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 ] [ 3 ] =   " 0	>	.	  	G	  	A	#	K		  	>	  	>	(	  ( 8	M	$	A	$	?	)   	.	C	$	  $	A	2	M	/	  9	H	,   0	>	.	  	@	  	%	>	  	.	C	$	  9	H	,   0	>	.	  	@	  	0	M		>	  .	G		  ,	K	2	  -	@	  	.	C	$	  9	H		  $	%	>	  	(		@	  *	B		>	  	.	C	$	  8	>	.	>	(	  	@	$	  9	H	  |   S i n g i n g   s o n g s   i n   p r a i s e   o f   S r i   R a m   i s   m o s t   s a c r o s a n c t   a s   i s   c h e r i s h i n g   a n d   r e m e m b e r i n g   H i m   w i t h   d e v o t i o n   i n   a n y   m a n n e r   o r   f o r m . " ;  
 t o d A r r a y [ 2 8 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 2 8 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 ] [ 3 ] =   " 0	>	.	  	>	  	>	*	  .	(	  	>	  5	?		>	0	- 0	A	*	@	  	.	C	$	  9	H	,   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	,   	.	C	$	- 8		5	>	&	  9	H	  |   0	>	.	- '	M	/	>	(	,   	?	$	  &	M	5	>	0	>	  	?	/	>	  	/	>	  	.	C	$	- 	?		$	(	  9	H	  	0	M	%	>	$	  0	>	.	  6	,	M	&	  .	G		  	*	,   '	>	0	#	>	,   '	M	/	>	(	  8	,	  	A		  	>	  8		M		>	  		$	M	$	0	  8	.	>	9	?	$	  9	H	  -   0	>	.	  6	,	M	&	  	(	  8	-	@	  	-	M	/	>	8	K		  	G	  2	?		  		*	/	A		M	$	  9	H	  |     .	(	(	,   	>	*	,   	2	>	*	,   	?		$	(	,   '	M	/	>	(	,   8	.	>	'	>	(	  8	-	@	  0	>	.	- (	>	.	  	G	  8	>	%	  8	.	M	,	'	?	$	M	$	  9	K		0	  	.	C	$	  9	K	  	>	$	G	  9	H		  |   	>	*	  6	,	M	&	  	>	  9	K	$	>	  9	H	  	0	  .	(	(	  	0	M	%	  	>	  |   	2	>	*	  8	M	5	0	  	>	  	0	  	?		$	(	  $	$	M	$	M	5	  	>	  9	K	$	>	  9	H	  |   '	M	/	>	(	  8	M	5	0	A	*	  	>	  $	%	>	  8	.	>	'	>	(	  ( 8	.	>	'	@	)   .	G		  $	M	0	?	*	A		@	  ( '	M	/	G	/	,   '	M	/	>	$	>	,   8	A	'	M	/	>	(	)   	>	  2	/	  9	K	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   s a n c t i f i e s   e v e r y t h i n g   -   ' d h y a a n ' ,   ' s a a d h a n a a ' ,   m e d i t a t i o n ,   c o n t e m p l a t i o n   a n d   r e v e l a t i o n s   ( a n s w e r s   t o   t h e   p r o b l e m s   a p p e a r i n g   d u r i n g   m e d i t a t i o n ) .   A s   t h e   d e v o t e e   r e c i t e s   ' R a m   -   R a m ' ,   t h e   s p i r i t u a l   s i g n i f i c a n c e   i s   f e l t   k e e n l y   a n d   s u b t l y ;   w h i l e   i t   i s   v o c a l   c h a n t i n g   o f   t h e   w o r d ,   t h e   S a a d h a k   r e a l l y   m e d i t a t e s   a n d   r e f l e c t s   o n   t h e   s p i r i t . " ;  
 t o d A r r a y [ 2 9 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 2 9 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 ] [ 3 ] =   " 	?	9	M	5	>	,   	?	8	  *	0	  0	>	.	- 0	>	.	  8	A	9	>	$	>	  9	H	,   5	?	2	8	$	>	  9	H	,   5	>	9	@	  	.	C	$	- $	A	2	M	/	  .	'	A	0	  9	H	  |   0	>	.	- (	>	.	  	@	  8			?	$	  *	B			@	  8	A		C	$	- 8	$	M		0	M	.	  9	H	,   0	>	.	- 0	>	.	  	5	?	(	>	6	@	,   	$	M	/	(	M	$	?		- 8	A		  	K	  &	G	(	G	  5	>	2	>	  9	H	  |   B l e s s e d   i s   t h e   t o n g u e   t h a t   f o r e v e r   r e m e m b e r s   ' R a m - R a m ' .   I n d e e d ,   t h e   o n l y   s i g n i f i c a n t   w e a l t h   a n d   r i g h t e o u s   d e e d   w o r t h   p e r f o r m i n g   c o n s i s t s   i n   c o n s t a n t   a n d   s u s t a i n e d   r e c i t a t i o n   o f   ' R a m - R a m ' .   T h i s   s u r e l y   b e s t o w s   l a s t i n g   i n n e r   h a p p i n e s s . " ;  
 t o d A r r a y [ 3 0 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 3 0 ] [ 1 ] =   " 0 1 " ; 	 t o d A r r a y [ 3 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 ] [ 3 ] =   " 	K	  	(	  	.	C	$	.	/	- .	'	A	0	  0	>	.	- (	>	.	  *	0	  '	M	/	>	(	  2		>	$	>	  9	H	,   5	9	  9	@	  	5	?	(	>	6	@	- *	&	  ( .	K		M	7	- *	&	)   	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  	0	M	%	>	0	M	$	  	9	>		  8	G	  +	?	0	  8		8	>	0	  .	G		  2	K		(	>	  (	9	@		  *	!	<	$	>	  9	H	,   		8	  8	M	%	>	(	  	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  |   *	0	.	>	$	M	.	>	  0	8	- 8	M	5	0	A	*	  9	H	,   	5	?	(	>	6	@	  9	H	,   	.	C	$	  9	H	  |   		8	  	.	C	$	- 0	8	  	>	  8	>	0	  0	>	.	- (	>	.	  9	H	  	K	  	8	@	.	  8	0	M	5	K	$	M	$	.	  	(		&	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   	.	C	$	- *	&	  	8	@	  8	M	%	?	$	?	  	K	  -	@	  	9	$	G	  9	H		  	K	  8	M	5	/		  $	K	  	.	0	  9	H	  9	@	,   *	0	  	0	K		  	K	  -	@	  	.	0	  ,	(	>	(	G	  .	G		    8		M	7	.	  9	H		.   O n e   w h o   c o n t e m p l a t e s   a n d   m e d i t a t e s   o n   S r i   R a m - N a a m   a l o n e   a c h i e v e s   s a l v a t i o n .   T h e   S u p r e m e   S o u l   i s   n e c t a r - l i k e   a n d   R a m - N a a m   i s   t h e   e s s e n c e   o f   t h i s   n e c t a r   w h i c h   f a s c i n a t e s ,   t h r i l l s ,   e l e v a t e s   a n d   c o n f e r s   e t e r n a l   b l i s s . [ A m r i t - P a d   a l s o   r e f e r s   t o   t h a t   s t a t e   o f   i m m o r t a l i t y   w h i c h   i s   c a p a b l e   o f   b e s t o w i n g   i t s e l f   o n   o t h e r s ] . " ;  
 t o d A r r a y [ 3 1 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 3 1 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  6	,	M	&	  .	>	(	  	0	  	8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	,   	>	*	  	0	,   	8	  (	>	.	  .	G		  *	0	,	M	0	9	M	.	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	&	>	  5	?	0	>		.	>	(	,   5	?	&	M	/	.	>	(	  	>	(	  |   O   M i n d !   R e m e m b e r   f o r e v e r   t h e   h o l y   w o r d s   ' R a m - R a m '   a s   t h e   p r o v i d e r   o f   s a l v a t i o n   a n d   i m m o r t a l i t y .   A l s o ,   b e   c e r t a i n   t h a t   L o r d   S r i   R a m   i s   f o r e v e r   e x i s t e n t   i n   H i s   N a m e ( R a m - N a a m ) . " ;  
 t o d A r r a y [ 3 2 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 2 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  	(	(	M	&	?	$	  $	%	>	  	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	,   0	A		>	5		K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  	0	  *	>	*	  (	7	M		  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	  (	>	.	  6	A	-	  	5		  .	9	>	(	  2		M	7	#	  9	H	,   6	>		$	?	,   .			2	,   	2	M	/	>	#	  	5		  *	M	0	8	(	M	(	  	0	(	G	  5	>	2	>	  9	H	  |   R a m - N a a m   i s   a   d i s p e n s e r   o f   b l i s s ,   w e l l   b e i n g   a n d   i s   a   p o s i t i v e   r e m e d y   f o r   a l l   t r o u b l e s .   A n   a u s p i c i o u s   a n d   g r e a t   o m e n ,   S r i   R a m - N a a m   s h o w e r s   p e a c e ,   p r o s p e r i t y ,   b e n e v o l e n c e   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 3 3 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 3 3 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 ] [ 3 ] =   " 0	>	.	- 0	>	.	  5	?		>	0	  	>	  		 	(	>	  8	0	M	5	K	$	M	$	.	  6	A	-	>	0	.	M	-	  .	>	(	?		  |   .	A		  $	%	>	  .	(	  8	G	  -   0	>	.	- 0	>	.	  	>	(	G	  8	G	  .	>	(	K	  .	(		>	9	G	  *	&	>	0	M	%	  ( +	2	)   	@	  *	M	0	>	*	M	$	?	  	0	M	%	>	$	  		M		>			  	@	  *	B	0	M	$	?	9	K	$	@	  9	H	  |   .	'	A	0	  .	(	K	0	%	  :   	6	M	5	0	  &	0	M	6	(	.   T h e   B e g i n n i n g   o f   t h o u g h t - p r o c e s s e s   c e n t r e d   u p o n   S r i   R a m   a u g u r s   w e l l .   I n c e s s a n t   r e c i t a t i o n   o f   S r i   R a m - N a a m   w i t h   f e e l i n g   a n d   d e v o t i o n   s o o n   f r u c t i f i e s   a n d   p a v e s   t h e   w a y   f o r   G o d - r e a l i z a t i o n . " ;  
 t o d A r r a y [ 3 4 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 3 4 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 ] [ 3 ] =   " 	K	  5	M	/		M	$	?	  	*	(	G	  .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	  2	G	$	>	  9	H	,   		8	.	G		  8	-	@	  *	M	0		>	0	  	@	  '	(	M	/	$	>	  	>	  5	>	8	  9	K	  	>	$	>	  9	H	,   		8	G	  8	L	-	>		M	/	,   8	A		,   8	.	C	&	M	'	?	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	G	  	6	@	0	M	5	>	&	  *	M	0	>	*	M	$	  9	K	  	>	$	G	  9	H		  |   	9	>		  0	>	.	- (	>	.	  	K	  '	A	(	  	B			$	@	  9	H	,   5	9	>		  8	G	  &	A			  *	@	\	>	    &	G	(	G	  5	>	2	G	  6	K		,   8				  -	>		  	>	$	G	  9	H		  |   5	?	7	.	- 5	?	7	>	&	  :   8	$	M	5		A	#	  8	G	  8	A		,   0		K		A	#	  8	G	  &	A			  	0	  $	.	K		A	#	  8	G	  5	?	7	>	&	,   	2	8	M	/	,   *	M	0	.	>	&	  	>	  *	M	0	>	&	A	0	M	-	>	5	  9	K	$	>	  9	H	  |     5	?	7	>	&	  	8	>	  &	A			  9	H	  	?	8	8	G	  	B		(	G	  	>	  		*	>	/	  (	  8	B		G	  |   	,	  5	?	7	.	  ( 	8	.	    9	K	  	>	$	>	  9	H	  $	,	  8	B		,	B		  ,	?	2		A	2	  (	9	@		  0	9	$	@	  |   I n s t a l l i n g   S r i   R a m - N a a m   i n   t h e   i n m o s t   n i c h e   o f   t h e   h e a r t   f i l l s   t h e   d e v o t e e   w i t h   s u b l i m i t y   a n d   h i g h e r   s p i r i t u a l   ' w e a l t h ' .   H a p p y   t i d i n g s   m a r k e d   b y   g o o d   f o r t u n e ,   p e a c e   a n d   p r o s p e r i t y   v i s i t   t h e   p l a c e   w h i l e   t h e   a g e n t s   o f   g l o o m ,   p a i n   a n d   d o o m   d e p a r t   f r o m   w h e r e   R a m - N a a m   i s   u t t e r e d . " ;  
 t o d A r r a y [ 3 5 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 3 5 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 ] [ 3 ] =   " 0	>	.	  (	>	.	  	@	  *	@	\	>	  ( 5	M	/	%	>	)   	K	  &	B	0	  	0		G	,   		8	G	  	.	C	$	- $	$	M	$	M	5	  8	G	  8	@			  	0	  6	>	(	M	$	?	  2	>	$	>	  9	H	  |   	$		5	  -	>	5	- *	M	0	G	.	  8	G	,   *	M	0	G	.	*	B	0	M	5		0	>	.	- 0	>	.	  	*	?		  |   	8	8	G	  		M		G	  "			  8	G	  9	0	  *	M	0		>	0	  	@	  	(	A		B	2	$	>	  	@	  $	H	/	>	0	@	  9	K	$	@	  9	H	,   9	0	  *	M	0		>	0	  	G	  	0	>	.	,   8	A		  	>	  (	?	0	M	.	>	#	  9	K	$	>	  9	H	  |   D r i v i n g   a w a y   m e n t a l   a g o n y ,   t h e   H o l y   R a m - N a a m   s o o t h e s   h i g h - s t r u n g   n e r v e s   a n d   t r a n q u i l l i z e s .   O u r   o n l y   d u t y   i s   t o   r e c i t e   R a m - R a m   w i t h   f i r m   f a i t h   a n d   d e v o t i o n .   T h e   w a y   t o   a l l   r o u n d   s u c c e s s   a n d   e x c e l l e n c e   i s   p a v e d   a u t o m a t i c a l l y   a n d   t h e   d e v o t e e   i s   h e l p e d   t o   u n d e r t a k e   h i g h e r   s p i r i t u a l   p i l g r i m a g e   i n   a   p r o p i t i o u s ( a u s p i c i o u s )   e n v i r o n m e n t . " ;  
 t o d A r r a y [ 3 6 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 3 6 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 ] [ 3 ] =   " 9	G	  8	>	'		!   8	&	>	  0	>	.	  (	>	.	  	>	    *	M	0	G	.	*	B	0	M	5		  	>	*	  	0	K	,   		8	G	  8	M	.	0	#	  0		K	  	K	  	$	M	/		$	  .	>			2	?		  9	H	,   .			2	  	>	  8	M	0	K	$	  9	H	  $	%	>	  	K	  *	@	\	>	  *	9	A			>	(	G	  5	>	2	G	  	8	9	M	/	  $	%	>	  -	/	>	(		  &	A		K		-     5	?	*	$	M	$	?	/	K		  	K	  &	B	0	  	0		G	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	@	  *	M	0	$	?		B	2	$	>	  	K	  &	B	0	  	0		G	  	(	A		B	2	$	>	  	0	(	G	  5	>	2	>	  9	H	,   9	0	  *	M	0		>	0	  8	G	  0	A		?		0	,   2	>	-		>	0	@	  	5		  8	A			0	  9	H	  |   5	?	7	.	- 5	?			  8				  :   8	,	  	0	  8	G	  		  8	>	%	  	8	9	M	/	  $	%	>	  -	/	>	(		  5	?	*	$	?	/	K		  	>	  	  *	!	<	(	>	  |   O   S a a d h a k !   W i t h   k e e n n e s s   a n d   c o m p l e t e   f a i t h ,   r e m e m b e r   f o r e v e r   ' R a m - N a a m '   -   t h e   P r o v i d e r   o f   i n v a l u a b l e   i n n e r   p e a c e ,   c o m f o r t ,   h a p p i n e s s   a n d   e q u a n i m i t y ,   a n d   t h e   V i c t o r   w h o   v a n q u i s h e s   a g o n y ,   a n g u i s h   a n d   i n a u s p i c i o u s n e s s . " ;  
 t o d A r r a y [ 3 7 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 3 7 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  	*	(	>	  8	$	M		0	M	.	  9	H	,   *	A	#	M	/	- 	0	M	.	  9	H	,   0	>	.	- (	>	.	  	A		0	M	.	K		  ( *	>	*	- 	0	M	.	K	)   	>	  (	>	6	  	0	(	G	  5	>	2	>	  9	H	  |   	K	  	K		  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	  -	>	5	*	B	0	M	5		  	>	*	  	0	$	>	  9	H	,   		8		>	  $	(	  	5		  .	(	  &	K	(	K		  6	A	&	M	'	$	0	  ( 	$	?	  6	A	&	M	'	)   9	K	  	>	$	G	  9	H		  |   D e v o u t   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   t h e   m o s t   s a c r e d   a c t   t h a t   e n n o b l e s ,   e l e v a t e s   a n d   s a n c t i f i e s ,   b e s i d e s   c l e a n s i n g   t h e   i n n e r   d r o s s   ( e v i l )   b y   o v e r w h e l m i n g   t h e   e v i l   a n d   t h e   e v i l   d e e d s   o f   t h e   d e v o t e e . " ;  
 t o d A r r a y [ 3 8 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 3 8 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 8 ] [ 3 ] =   " 	?	8	.	G		  0	>	.	- (	>	.	  0	A	*	@	  6	A	-	  	>		M	0	$	9	K	  	>	$	>	  9	H	,   		8		G	  *	>	*	  	5		  &	A			  -	>		  	>	$	G	  9	H		  |   	K	  0	>	.	- (	>	.	  	>	  .	(	  8	G	  	0	M	%	>	$	  .	(	  2		>		0	  			M		>	0	#	  	0	$	>	  9	H	,   		8		G	  8		6	/	  	5		  -	/	  &	B	0	  9	K	  	>	$	G	  9	H		  |   $	>	*	  :   $	@	(	  *	M	0		>	0	  	G	  &	A			  ( 1 )   	'	M	/	>	$	M	.	?		  ( &	H	9	?		  	5		  .	>	(	8	?		)     	M	5	0	,   	>	.	,   	M	0	K	'	,   	?		$	>	,   6	K		  	&	?	  |     ( h	)   	'	?	-	K	$	?		  :   &	B	8	0	G	  *	M	0	>	#	?	/	K		  	G	  	>	0	#	  &	A			  	H	8	G	  	K	0	  &	M	5	>	0	>	,   8	0	M	*	- ,	?		M		A	  &	M	5	>	0	>	  ( i	)   	'	?	&	H	5	?		  :   &	H	5	@	  	>	0	#	K		  &	M	5	>	0	>	  &	A			  :   -	B		.	M	,   ,	>	"	<	,   8	B		>	  	&	?	  |   -	/	  :   	(	?	7	M		  9	K	(	G	  	@	  	6			>	  	H	8	G	  	(	,   '	(	,   .	>	(	- 9	>	(	?	  |   0	K		- .	C	$	M	/	A	  8	G	    -	/	  |   O n e   w h o s e   i n n e r   b e i n g   g e t s   a g l o w   w i t h   t h e   H o l y   L i g h t   o f   R a m   N a a m   n o   l o n g e r   s u f f e r s   t h e   p a n g s   o f   s u f f e r i n g ,   a d v e r s i t y ,   d o u b t   a n d   f e a r .   A n y o n e   w h o   r e m e m b e r s   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   r e v e r e n c e   i s   n o t   b o t h e r e d   b y   f e a r   a n d   d o u b t . " ;  
 t o d A r r a y [ 3 9 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 3 9 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 9 ] [ 3 ] =   " 0	>	.	  	>	  8	A		&	0	,   .	'	A	0	,   8	.	C	&	M	'	  (	>	.	  	?	8	  .	G		  	8	@	(	  9	K	  	>	$	>	  9	H	,   		8	  5	M	/		M	$	?	  	@	  8	>	0	@	  	>	.	(	>			  *	B	0	M	#	  9	K	  	>	$	@	  9	H		  |   	K	  	K		  	?	$	  .	G		  0	>	.	- 0	>	.	  	>	  8	M	.	0	#	  	0	$	>	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  (	?	: 8		&	G	9	- 	5	6	M	/	  *	>	0	  9	K	  	>	$	>	  9	H	,   .	A		M	$	  9	K	  	>	$	>	  9	H	  |   H e   h a s   a l l   h i s   d e s i r e s   f u l f i l l e d   w h o   c o n s e c r a t e s   h i s   i n m o s t   n i c h e   w i t h   S r i   R a m ' s   h o l y   n a m e .   P a s s i o n a t e   a n d   c e a s e l e s s   r e m e m b r a n c e   o f   R a m - R a m   e n a b l e s   t h e   d e v o t e e   t o   a t t a i n   e t e r n a l   s a l v a t i o n   f r o m   t h e   m o r t a l   w o r l d . " ;  
 t o d A r r a y [ 4 0 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 4 0 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 0 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9	>	/		  9	H	  ( 9	0	  *	M	0		>	0	  	@	  	5	6	M	/		$	>	  *	B	0	@	  	0	(	G	  5	>	2	>	) ,   8	A		  &	G	(	G	  5	>	2	>	  9	H	  |   8	?	.	0	(	  $	K	  8	0	M	5	K		M		- 8	,	  	0	M	.	K		  8	G	  
			>	- 	0	M	.	  9	H	  	M	/	K			?	  0	>	.	- *	M	0	-	A	  $	K	  ,	2	- 8	>	.	0	M	%	M	/	,   8	,	  6		M	$	?	/	K		  	G	  8	0	M	5	- 8	A		  	5		  *	B	0	M	#	  	M		>	(	- *	M	0		>	6	  	G	  *	A			  9	H		  |   8	?	.	0	(	  :   -	>	5	(	>	  8	9	?	$	  -		5	>	(	M	(	>	.	  			M		>	0	#	  |   A s   t h e   s u p r e m e   r e l i g i o u s   p r a c t i c e ,   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   w i t h   d e v o t i o n   a n d   d e d i c a t i o n   f a c i l i t a t e s   a l l   r o u n d   w e l l   b e i n g   a n d   p o s i t i v e   a t t i t u d e .   S r i   R a m ' s   c o n s t a n t   r e m e m b r a n c e   i s   t h e   H i g h e s t   A c t   t h a t   b l e s s e s   t h e   d e v o t e e   w i t h   s t r e n g t h ,   b l i s s   a n d   h i g h e r   k n o w l e d g e . " ;  
 t o d A r r a y [ 4 1 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 4 1 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 1 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	>	  9	@	  8	?	.	0	(	  	0	,   0	>	.	- 0	>	.	  *	0	.	G	6	M	5	0	  0	>	.	  9	H		  |   0	>	.	- 0	>	.	  *	M	0	-	A	- 0	>	.	  	>	  0	8	>	8	M	5	>	&	(	  	0	,   0	>	.	- 0	>	.	  9	0	@	  	>	  (	>	.	  9	H	  |   9	0	?	  :   *	>	*	K		  	>	  9	0	#	  	0	(	G	  5	>	2	>	  *	0	.	>	$	M	.	>	  |   -		  :   	H	8	G	  	>	/	  	>	0	>	  	>		0	,   	A		>	2	@	  	0		G	  0	8	  2	G	$	@	  9	H	,   	8	@	  *	M	0		>	0	  *	M	0	-	A	  0	>	.	  	@	  8	M	.	C	$	?	  	K	  ,	>	0	- ,	>	0	  .	(	  .	G		  2	>		0	  0	8	>	8	M	5	>	&	(	  	0	(	>	  -		(	- -	>		(	  	9	2	>	$	>	  9	H	  |   O   M i n d !   R e m e m b e r   f o r e v e r   S r i   R a m ' s   H o l y   n a m e .   H e   s y m b o l i z e s   G o d ,   t h e   P u r i f i e r .   R e c i t e   f o r e v e r   ' R a m - R a m '   a s   t h e   N a m e   I t s e l f   e m b o d i e s   G o d .   ' H a r i ' :   T h e   A l m i g h t y   G o d   w h o   o v e r p o w e r s   a n d   c o n q u e r s   a l l   e v i l s . " ;  
 t o d A r r a y [ 4 2 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 4 2 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 2 ] [ 3 ] =   " .	>	$	>	- *	?	$	>	,   -	>		,   *	A	$	M	0	,   *	$	M	(	@	,   '	(	,   8	.	M	,	(	M	'	@	,   *	$	?	- *	M	0	?	/	$	.	,   *	M	0	?	/	,   .	?	$	M	0	,   .	0	#	- 	>	2	  .	G		  	K		  -	@	  8	9	>	/		  (	9	@		  9	K	$	G	,   	G	5	2	  0	>	.	- (	>	.	  9	@	  	*		K	  $	>	0	(	G	  5	>	2	>	  9	H	,   	*		>	  8	0			M	7		  9	H	  |   A s   t h e   s p i r i t   w i t h i n   p r e p a r e s   t o   d e p a r t   f r o m   t h e   h u m a n   b o d y ,   a l l   t h e   w o r l d l y   r e l a t i o n s   a n d   f a m i l i a l   b o n d s   p r o v e   o f   n o   a v a i l .   ' R a m   -   N a a m '   a l o n e   a c c o m p a n i e s   t h e   S p i r i t   o n   i t s   o n w a r d   j o u r n e y   t o   G o d ' s   a b o d e   a n d   i s   I t s   s a v i o u r / p r o t e c t o r . " ;  
 t o d A r r a y [ 4 3 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 4 3 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 3 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  8	?	.	0	(	  9	@	  $	G	0	>	  8	>	%	@	  9	H	,   .	?	$	M	0	  9	H	,   *	M	0	G	.	@	  9	H	,   9	?	$		>	0	@	  	5		  6	A	-	- *	M	0	>	#	@	  9	H	  |   0	>	.	  $	K	  	(	>	&	?		>	2	  8	G	,   *	M	0	$	M	/	G		  /	A		  .	G		  	*		G	  8	>	%	  0	9	(	G	    5	>	2	>	  9	H	,   8	&	>	  8	>	%	  &	G	(	G	  5	>	2	>	  9	H	  |   	$		  0	>	.	  	>	  -		M	$	  	-	@	  -	@	  		G	2	>	  (	9	@		  0	9	$	>	  |   *	M	0	-	A	  0	>	.	  8	&	H	5	  	*	(	G	  -		M	$	  	G	  8	>	%	  9	K	$	G	  9	H		  |   O   S a a d h a k !   T h y   o n l y   a s s o c i a t e ,   c o m r a d e ,   f r i e n d   a n d   w e l l - w i s h e r   i s   S r i   R a m ' s   h o l y   n a m e   t h a t   n e v e r   f o r s a k e s   a n d ,   i n d e e d ,   h a s   b e e n   w i t h   t h e   d e v o t e e s   s i n c e   t h e   b e g i n n i n g   o f   t h e   u n i v e r s e .   I n   f a c t ,   S r i   R a m ' s   d e v o u t   d e v o t e e   i s   n e v e r   l o n e s o m e ,   a s   H i s   b l e s s i n g s   a n d   p r o t e c t i o n   a r e   a l w a y s   a v a i l a b l e   t o   h i m . " ;  
 t o d A r r a y [ 4 4 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 4 4 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 4 ] [ 3 ] =   " 	(	- 0	9	?	$	  			2	  9	K	,   -	/			0	    5	?	*	$	M	$	?	  8				  9	K	,   	(	G	0	@	    0	>	$	M	0	?	  	>	  8	,	  	0	    	(	M	'		>	0	  	>	/	>	  9	K	,   	H	8	G	  9	@	  0	>	.	  (	>	.	  	@	  	M	/	K	$	?	  		.		>	$	@	  9	H	  5	H	8	G	  9	@	  	8	>	(	@	  8	G	  8	-	@	  &	A			  &	A	0	M	-	>		M	/	,   &	A	0	M	&	?	(	  &	B	0	  -	>		  	>	$	G	  9	H		  |   B e   i t   a   d e s o l a t e   a n d   f o r s a k e n   j u n g l e ,   a n   a w e s o m e   d a r k   n i g h t ,   s e e m i n g l y   e n d l e s s   t r i b u l a t i o n s   a n d   a g o n i e s   -   a l l   t h e s e   d i s a p p e a r   i n s t a n t l y   a n d   o f   t h e i r   o w n   a c c o r d   a s   s o o n   a s   o u r   i n n e r   b e i n g   i s   a g l o w   w i t h   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 4 5 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 4 5 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 5 ] [ 3 ] =   " 	,	  		2		(	  -	0	@	  0	A		>	5		K		  	>	  		.	(	  9	K	,   	,	  6	$	M	0	A	$	>	,   *	M	0	$	?		B	2	$	>	  	5		  	!		(	G		  ,	9	A	$	  ,	"	  	>			,   $	,	  0	>	.	- (	>	.	,   	K	  8		M		>	  .	?	$	M	0	  9	H	,   8	&	>	  9	?	$	  	0	(	G	  5	>	2	>	  	5		  0		M	7		9	H	  	0	  8	A		  	>	  &	>	$	>	  9	H	,   		8		>	  	>	*	    	@		?		  |   T h e   d e v o t e e   s h o u l d   c o n s t a n t l y   r e m e m b e r   a n d   r e c i t e   ' R a m -   N a a m '   -   t h e   i n f a l l i b l e   ( s u r e )   r e m e d y   f o r   e n m i t y ,   h u r d l e s ,   r e s i s t a n c e   o r   o p p o s i t i o n   a s   ' J a a p '   o f   ' R a m - N a a m   '   a l o n e   p r o v e s   t o   b e   a   d e p e n d a b l e   f r i e n d ,   b e n e f a c t o r   a n d   p r o t e c t o r . " ;  
 t o d A r r a y [ 4 6 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 4 6 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 6 ] [ 3 ] =   " .	(	  	,	  8	>	9	8	,     &	C	]	$	>	    	K	  ,	H	 	G	  	0	M	%	>	$	  8	M	%	?	0	$	>	  	K	  (	  *	M	0	>	*	M	$	  	0	  8		G	,   &	A	7	M		- 	?		$	>	  	?	$	M	$		G	  	A		\	G	- 	A		\	G	  	0	  &	G	- 	?		$	>			    	?	$	  	K	  	G	0	  2	G		,   $	,	  0	>	.	- (	>	.	,   	K	  	?		$	>			  	K	  	B	0	M	#	  	0	(	G	  5	>	2	>	- (	>	6		  9	H	,   	?		$	>	.	#	?	  9	H	,   	K	  	?	$	M	$	  .	G		  		 	(	G	  5	>	2	G	  8	-	@	  8			2	M	*	K		,   8	-	@	  		M		>			  	K	  *	B	0	M	$	?		0	(	G	  5	>	2	>	  9	H	,   		8		@	  	5	C	$	?	  	0	?	/	G	  ,   		8	  (	>	.	  	K	  	*	?		  |   	?		$	>	.	#	?	  :   		  	2	M	*	?	$	  0	$	M	(	  	K	  	-	@	7	M		- .	(		>	9	G	  +	2	  	>	  &	G	(	G	  5	>	2	>	  9	H	  |   W h e n   f a c e d   w i t h   a c u t e   a n x i e t y ,   u n s t e a d i n e s s   a n d   w o r r i e s   ,   o n e   s h o u l d   r e m e m b e r   ' R a m - N a a m '   t h a t   i n s t a n t l y   d i s s o l v e s   a l l   t h e   t e n s i o n s   a n d ,   i n s t e a d ,   p r o v i d e s   t h e   d e s i r e d   b l e s s i n g s   a n d   g a i n s .   " ;  
 t o d A r r a y [ 4 7 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 4 7 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 7 ] [ 3 ] =   " 	,	  		&	>	8	@	  	>	  8	>		0	  9	>	9	>		>	0	  .		>	  &	G	  	0	M	%	>	$	  8				  8	>		0	  .	G		  ,	>	]	  	  	>	5	G	  	0	  	$	?	- &	A			  	G	  	>	0	#	  .	(	  	,	0	>	(	G	  2		G	,   *	@	\	?	$	  9	K	,   		A	2	  9	K	,   $	,	  ,	>	0	- ,	>	0	  0	>	.	- 0	>	.	,   	K	  5	M	/		M	$	?	  	K	  8				K		  8	G	  0	>	9	$	  &	?	2	>	(	G	  5	>	2	>	  9	H	,   		8	G	  *	M	0	G	.	*	B	0	M	5		  	*	?		  	M	/	K			?	  0	>	.	- (	>	.	  8				  8	>		0	  8	G	  .	>	(	5	  	@	5	(	- 0	A	*	@	  (	>	5	  	K	  *	>	0	  2	G	  	>	(	G	  5	>	2	>	  9	H	  |   I n   t r y i n g   t i m e s   o f   o v e r w h e l m i n g   g r i e f   a n d   g l o o m ,   t a k e   t o   i n c e s s a n t ( n o n - s t o p )   r e c i t a t i o n   o f   ' R a m - R a m   ' .   Y o u   w i l l   s u r e l y   c o m e   o u t   o f   t h e   w o o d s   ( o u t   o f   d a n g e r ) . " ;  
 t o d A r r a y [ 4 8 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 4 8 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 8 ] [ 3 ] =   " 8				.	/	  	L	,	@	8	  			G	  5	  	 	?	(	>		  -	0	G	  8	.	/	  .	G		  	,	  	 	K	0	  	7	M		K		  8	G	  $	%	>	  -	/	>	(		  5	M	/	%	>	- 	2	G	6	K		  8	G	  5	M	/		M	$	?		?	0	  	>	/	G	,   $	,	  *	>	2	(	  	0	(	G	  5	>	2	G	,   8	A		- &	>	$	>	,   &	@	(	K		  *	0	  &	/	>	  	0	(	G	  5	>	2	G	  *	M	0	-	A	  0	>	.	  	G	  (	>	.	  	K	  	*	?	/	G	    |     	M	2	G	6	  :   *	>			  	M	2	G	6	  ( 1 )   	5	?	&	M	/	>	  ( h	)   	8	M	.	?	$	>	,   ( i	)   0	>		  ( j	)   &	M	5	G	7	  ( k	)   	-	?	(	?	5	G	6	  |   	(	M	9	G		  	5	?	&	M	/	>	  	@	  *	>			  	M	0		%	?	/	>		  $	%	>	  	M	2	G	6	  	G	  	>	0	#	  -	@	  	9	>	  	>	$	>	  9	H	  |   W h e n   h o p e l e s s   c a l a m i t i e s   a n d   s e e m i n g l y   i n s u r m o u n t a b l e   d i f f i c u l t i e s   s t a r e   y o u   i n   t h e   f a c e ,   y o u   s h o u l d   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' -   t h e   C o m p a s s i o n a t e   B e n e f a c t o r   a n d   P r o v i d e r ,   e v e r y   m o m e n t   o f   t h e   d a y . " ;  
 t o d A r r a y [ 4 9 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 4 9 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 4 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 4 9 ] [ 3 ] =   " 	?	8	  8	.	/	  	K		  -	/	>	(		  		(	>	  		?	$	  9	K	  	>		  $	%	>	  	A	8			- ,	A	0	G	  5	M	/		M	$	?	  	5		  &	A			  	G	0	  2	G		,   $	K	  ,	?	(	>	  &	G	0	  	?	/	G	- $	A	0		$	  0	>	.	- 0	>	.	  	*	?		  	0	  0	>	.	- 0	>	.	  	@	  9	?	$	G	7	@	,   	(	A		M	0	9	6	@	2	  *	A		>	0	- 0		(	  	K	  ,	(	>	/	G	  0		?	/	G	  	0	M	%	>	$	  	0	M	$	  9	K		0	  ( -	>	5	  *	B	0	M	5		)   *	A		>	0	$	G	  0	9	?	/	G		>	  |   W h e n e v e r   f a c e d   w i t h   g r a v e   d a n g e r s ,   l o a t h s o m e   p e o p l e   o r   a d v e r s e   c i r c u m s t a n c e s ,   t a k e   t o   i n c e s s a n t   r e c i t a l   o f   R a m - N a a m   a n d   i n v o k e   S r i   R a m ' s   G r a c e   p a s s i o n a t e l y   a n d   w i t h   c o m p l e t e   f a i t h   i n   T h e   S a v i o u r . " ;  
 t o d A r r a y [ 5 0 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 5 0 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	?	$	M	/	  8	9	>	/	$	>	  	0	G		>	,   0	>	.	- (	>	.	  8	.	M	/		,   8	A		  &	G		>	  |   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	  	>	  		  .	>	$	M	0	  	8	0	>	- 8	9	>	0	>	  9	H	  	0	  		(		@	    6	0	#	  9	@	  6	>	(	M	$	?	  8	M	%	>	(	  9	H	  |   	$		5	  0	>	.	- (	>	.	  	@	  8	.	M	*	$	?	  	0	M		?	$	  	5		  8			?	$	  	@		?	/	G	,   (	>	.	  	K	  9	@	  	@	5	(	  /	>	$	M	0	>	  	G	  2	?		  .	>	0	M		  5	M	/	/	- 8		,	2	  ,	(	>		0	  2	G	  	>		/	G	  |   	8	8	G	  	(	M	.	- .	0	#	  	>	  -	/	  (	7	M		  9	K		>	  	0	  0	>	.	- -		M	$	  	@	  /	>	$	M	0	>	  (	?	0	M	5	?		(	  8	.	M	*	(	M	(	  9	K		@	,   5	9	  	9	@		  0	A		>	    (	9	@		  0	9	G		>	  |   ' R a m - N a a m '   s t a n d s   b y   u s   s t e a d f a s t l y   t h r o u g h   t h i c k   a n d   t h i n ,   a n d   h e l p s ,   c o m f o r t s ,   c o n s o l e s ,   s u s t a i n s   a n d   o f f e r s   p e r f e c t   r e f u g e   ( s h e l t e r )   a n d   s e r e n i t y   l i k e   n o n e   e l s e .   T r e a s u r e   u p   t h e   i n v a l u a b l e   w e a l t h   o f   R a m - N a a m ,   w h i c h   a c t s   a s   t h e   g u i d e   f o r   t h e   S p i r i t   o n   i t s   u l t i m a t e   j o u r n e y   t o w a r d s   s a l v a t i o n .   T h e   t r u e   ' S a a d h a k '   i s   a l w a y s   u n d e r   t h e   c o n s t a n t   p r o t e c t i o n   a n d   b l e s s i n g s   o f   S r i   R a m ,   a n d   i s   n e v e r   b o u n d   b y   t h e   a w e s o m e   c h a i n s   o f   t h e   B i r t h   -   D e a t h   c y c l e   f r o m   w h i c h   h e   g e t s   l i b e r a t e d   f o r e v e r . " ;  
 t o d A r r a y [ 5 1 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 5 1 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 1 ] [ 3 ] =   " 0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  $	@	(	K	  2	K		K		  ( 5	?	6	M	5	)   	>	  8	M	5	>	.	@	  9	H	,   8	0	M	5	K	$	M	$	.	,   8	0	M	5	K		M		,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  *	A	0	A	7	  9	H	  	0	  (	?	$	M	/	  8	>	%	  0	9	(	G	  5	>	2	>	  9	H	  |   $	@	(	  2	K		  :   .	C	$	M	/	A	2	K		  ( -	B	- 2	K		  8	G	  *	>	$	2	    2	K		  $		)   	(	M	$	0	?		M	7	  ( -	A	5	0	M	2	K		)   	0	  8	M	5	0	M		2	K		  ( 8	M	5	0	M		M	2	K		  8	G	  8	$	M	/	2	K		  $		)   |   S r i   R a m   i s   t h e   S u p r e m e   P r e s i d i n g - D e i t y ( G o d )   o f   a l l   t h e   t h r e e   w o r l d s ( U n i v e r s e ) .   H i m s e l f   b e i n g   t h e   P u r e s t   -   t h e   S u b l i m e s t   S a n c t i f i e r ,   S r i   R a m   b l e s s e s   H i s   d e v o t e e s   b y   b e i n g   w i t h   t h e m   f o r e v e r . " ;  
 t o d A r r a y [ 5 2 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 5 2 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 2 ] [ 3 ] =   " /		M		  $	*	8	M	/	>	,   '	M	/	>	(	,   $	M	/	>		,   *	M	0	-	A	  .	?	2	(	  	G	  8	,	  8	>	'	(	,   			2	  .	G		  	A		?	/	>	  ,	(	>	  	0	  		8	.	G		  (	?	5	>	8	,   	9	0	>	  5	H	0	>		M	/	,   /	G	  8	,	  	M	0	?	/	>	/	G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	8	9	@	(	,   +	@		@	  9	H		  |   	$		  0	>	.	- 0	>	.	  	*	?		,   	0	  8		8	>	0	- 8	>		0	  	K	  $	0	  	>		/	G	  |   /		M		  :   	?	8	  	0	M	.	  	G	  	0	(	G	  8	G	  *	0	- 9	?	$	  9	K	  	5		  	*	(	>	  	2	M	/	>	#	  9	K	  |   $	*	  :   	'	M	/	>	$	M	.	?		  *	M	0		$	?	  	G	  2	?		  	7	M		  		 	>	(	>	,   	K	  8	9	(	  9	K	  8		G	,   5	9	  $	*	  |   '	M	/	>	(	  :   .	(	K	5	C	$	?	/	K		    	K	  8		8	>	0	  	K	  	0	  8	G	  9		>		0	  (	>	.	  *	0	  	?		>	(	>	  |   $	M	/	>		  :   5	?		>	0	K		,   5	?	7	/	>	8		M	$	?	  	&	?	  	>	  	B		  	>	(	>	    |   /		M		, &	>	(	  	0	  $	*	  8	>	'		K		  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  	0	M	.	  9	H		  |   $	M	/	>		  6	,	M	&	  	>	  	0	M	%	  &	>	(	  -	@	  9	K	$	>	  9	H	  |   	9			>	0	  	0	  +	2	G		M		>	  	K	!	<		0	  		*	/	K		@	  5	8	M	$	A			  	>	  8	.	0	M	*	#	  &	>	(	  /	>	  $	M	/	>		  	9	2	>	$	>	  9	H	  |   5	H	0	>		M	/	  :   	8	  2	K		  $	%	>	  *	0	2	K		  	G	  5	?	7	/	- 8	.	M	,	(	M	'	@	  8	A		K		  	@	  8	0	M	5	%	>	  		*	G		M	7	>	  	0	  &	G	(	>	  5	H	0	>		M	/	  9	H	  |   I n   t h e   a b s e n c e   o f   R a m   -   N a a m ,   e v e n   t h e   l o f t y   p r a c t i c e s   l i k e   y a g n a ,   w o r s h i p ,   m e d i t a t i o n ,   r e n u n c i a t i o n   a n d   h e r m i t a g e   ( l i f e   o f   h e r m i t s   -   s a n y a s i n s )   l o s e   a l l   s i g n i f i c a n c e   a n d   m e a n i n g .   I n   f a c t ,   s a l v a t i o n   i s   p o s s i b l e   o n l y   t h r o u g h   c e a s e l e s s ( e n d l e s s )   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   ' R a m - R a m ' .   " ;  
 t o d A r r a y [ 5 3 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 5 3 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 3 ] [ 3 ] =   " 8		/	.	- .	(	  	(	M	&	M	0	?	/	K	*	0	  (	?	/		$	M	0	#	  	G	  8	-	@	  8	>	'	(	  0	>	.	- 	>	*	  .	G		  8	.	>	/	G	  9	A	5	G	  9	H		  	0	M	%	>	$	  (	>	.	- 	*	,   8		/	.	  	G	  2	?		,   		G	2	>	  	-	M	/	>	8	  *	0	M	/	>	*	M	$	  9	H	  |   *	0	.	G	6	M	5	0	  	0	>	'	(	  	G	  8	-	@	  	0	M	.	  -	@	  0	>	.	- 	>	*	  .	G		  8	.	>	9	?	$	  9	H		  |   0	>	.	- 	>	*	  8	0	M	5	K	$	M	$	.	  ( 8	.	M	*	B	0	M	#	)   8	>	'	(	>	  9	H	  |   	$		  8	A		- 8			/	  ( 8	A		- 8			M	0	9	)   0	>	.	- (	>	.	  	>	  8	?	.	0	(	  	0	K	  |   8		/	.	  :   		  '	M	/	G	/	  .	G		  '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	?	    2		>	(	>	  8		/	.	  	>	  8	>	'	(	  9	H	  |   	-	M	/	>	8	  :   	*	,   '	M	/	>	(	  	&	?	  	K	  ,	>	0	- ,	>	0	,   (	?	$	M	/	,   (	?	0		$	0	  	0	$	G	  0	9	(	>	  	-	M	/	>	8	  9	H	  |     	0	>	'	(	  :   *	M	0	-	A	  	@	  .	9	?	.	>	,   		(		G	  	A	#	K		  	>	  	>	(	  |   ' R a m - J a a p '   b y   i t s e l f   i n h e r e n t l y   a n d   s u f f i c i e n t l y   i m p l i e s   a n d   g r a n t s   s e l f   -   c o n t r o l   a s   w e l l   a s   t h e   s p i r i t u a l   w e a l t h   t h a t   r e a l l y   m a t t e r s .   S o ,   r e m e m b e r   t h e   s u p r e m e l y   s a c r e d   a n d   P r o v i d e r   o f   B l i s s   ' R a m   -   R a m ' ! . " ;  
 t o d A r r a y [ 5 5 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 5 5 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 5 ] [ 3 ] =   " 0	>	.	- 	>	*	  		  	2	L		?		  	0	M	.	,   			M		  	0	M	.	  	9	>	  	/	>	  9	H	,   /	G	  	!		(	K		,   0	A		>	5		K		,   	5	0	K	'		K		  $	%	>	  &	A			- 8	.	B	9	  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   .	9	>	(	- .		$	M	0	,   0	>	.	- 0	>	.	  	>	  	*	(	>	  *	A	#	M	/	  *	M	0	>	#	- 6	*	%	  9	H	,   		M		>	- (	?	/	.	  	5		  
			>	- $	*	  9	H	  |   8	A	5	M	0	$	:   0	>	.	- (	>	.	  	>	  	>	*	  8	0	M	5	&	G	6	,   8	0	M	5		>	2	  	0	  8	0	M	5	  	5	8	M	%	>			  .	G		  	0	$	G	  0	9	(	>	  8	A	5	M	0	$	  	9	2	>	$	>	  9	H	  |   H i g h e r   a n d   l o f t i e r   t h a n   e v e r y t h i n g   e l s e   i s   R a m - J a a p   t h a t   o v e r c o m e s   a l l   p r o b l e m s ,   h u r d l e s ,   i r r i t a n t s   a n d   p a i n s .   R a m - J a a p   i s   t h e   m o s t   a u s p i c i o u s   v o w   o f   d e v o t i o n ,   m e d i t a t i o n   a n d   s p i r i t u a l   p r a c t i c e .   " ;  
 t o d A r r a y [ 5 4 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 5 4 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 4 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9		  8	.	>	'	?	  9	H	  $	%	>	  /	G	  8	,	  6	>	0	@	0	?		,   .	>	(	8	?		- 0	K		K		  	0	  	0	K	*	K		  5	  &	H	5	@	  8				K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   	'	M	/	>	$	M	.	?		- 6		M	$	?	/	K		  	0	  (	L	  (	?	'	?	/	K		  	>	  &	>	$	>	  $	%	>	  8	0	M	5	- 8	A		K		  	@	  	>	(	- 		>	(	>	  9	H	- 0	>	.	  |     	&	M	'	?	  - 8	?	&	M	'	?	  :   8	.	C	&	M	'	?	,   8	+	2	$	>	- 	7	M		  8	?	&	M	'	?	/	>		  |   ' R a m - J a a p '   i s   s i m p l e   a n d   u n c o m p l i c a t e d ,   e a s y   t o   p r a c t i c e   a n d   c u r e s   a l l   i l l s   a n d   t r o u b l e s   -   p h y s i c a l ,   m e n t a l   a n d   s p i r i t u a l .   ' R a m - J a a p '   l e a d s   t o   s u c c e s s ,   s t r e n g t h ,   a f f l u e n c e   a n d   i n t u i t i v e   p o w e r s   ( s p i r i t u a l   a n d   e x t r a - s e n s o r y ) .   " ;  
 t o d A r r a y [ 5 6 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 5 6 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 6 ] [ 3 ] =   " 0	>	.	- 0	>	.	  *	0	  	?	$	M	$	  	?		>	(	>	  8	A		&	0	  5	?		>	0	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	>	  5	?		>	0	K		  .	G		  ,	8	  	>	(	>	,   9	0	  8	.	/	  -		5	&	- 5	?		>	0	K		  	>	  8	M	+	A	0	#	  		&	M	&	>	$	M	$	8	M	%	?	$	?	  9	H	,   	$		  &	C	]	    (	?	6	M		/	*	B	0	M	5		  0	>	.	- 0	>	.	  	*	K	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	K	  '	M	/	>	(	G	  	>	  $	>	$	M	*	0	M	/	  9	H	,   			M		$	.	  '	>	.	- 	5	8	M	%	>	  0	A	*	@	  	.	C	$	  	@	  *	M	0	>	*	M	$	?	  |   *	0	.	- *	&	  :   ,	M	0	9	M	.	'	>	.	    |   	9	>		    8	B	0	M	/	,   	(	M	&	M	0	  $	%	>	  		M	(	?	  *	M	0		>	6	  (	9	@		  	0	$	@	,   	K	  8	M	5	/		  	M	/	K	$	?	7	M	.	>	(	  9	H	  |   	?	8	.	G		  	>		0	  	@	5	  +	?	0	  *	@		G	  (	9	@		  2	L		$	>	  ,   5	9	  *	0	.	- '	>	.	  9	H	  |   	9	>		    8	&	>	  *	0	.	>	(	(	M	&	  9	H	,   	K	  &	A			,   6	K		,   	0	>	,   .	C	$	M	/	A	  0	9	?	$	  9	H	,   5	9	  *	0	.	- *	&	  9	H	  |   F o r e v e r   c o n t e m p l a t e   ' S r i   R a m - R a m '   a s   n o t h i n g   e l s e   d e s e r v e s   t h o u g h t   o r   c o n c e n t r a t i o n !   R e c i t e   S r i   R a m ' s   h o l y   N a m e   w i t h   f a i t h   a n d   f i r m   d e t e r m i n a t i o n   t o   a t t a i n   t h e   s t a t e   o f   S u p r e m e   C o n s c i o u s n e s s ,   B l i s s   a n d   K n o w l e d g e ! " ;  
 t o d A r r a y [ 5 7 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 5 7 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 7 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  ( 9	0	@	- (	>	.	)   *	M	0	-	A	  8	G	  	A	\	(	G	  	>	  8	0	M	5	K	$	M	$	.	  	5		  	8	(	  8	>	'	(	  9	H	  |   	$		5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	0	G		,   	K	  8	G	5	(	  9	G	$	A	  	.	C	$	  &	G	(	G	  5	>	2	>	  9	H	  |   T h e   h o l y   R a m - N a a m   u n i t e s   t h e   h u m a n   s o u l   w i t h   S r i   R a m - t h e   S u p r e m e   S o u l   w i t h   e a s e   a n d   w i t h o u t   a n y   d o u b t .   S o ,   r e c i t e   S r i   R a m - R a m   t o   a t t a i n   t h e   n e c t a r   o f   d i v i n i t y ! " ;  
 t o d A r r a y [ 5 8 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 5 8 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 8 ] [ 3 ] =   " 0	>	.	- (	>	.	- 0	A	*	@	    	?		$	>	.	#	?	  	8	>	  0	$	M	(	  9	H	,   	?	8		>	  .	B	2	M	/	  (	9	@		  !	>	2	>	- 		>	  	>	  8		$	>	  	0	M	%	>	$	  	.	B	2	M	/	  9	H	  |   0	>	.	- (	>	.	  	@	  .	9	>	(	$	>	  .	B	2	M	/	5	>	(	  9	H	,   	8		G	  *	M	0	-	>	5	  	@	  $	A	2	(	>	  (	9	@		  9	H	  	0	  /	9	  	$	?	  6		M	$	?	6	>	2	@	  9	H	  |   0	>	.	- (	>	.	  $	K	  		&	M	'	>	0		  	>	*	  9	H	  	0	M	%	>	$	  	8		>	  	>	*	  .	A		M	$	?	- &	>	$	>	  9	H	  |   R a m - N a a m   i s   a   j e w e l   t h a t   i s   i n v a l u a b l e ,   u n i q u e   a n d   i n c o m p a r a b l e   i n   i t s   e f f e c t i v e n e s s   a n d   l i m i t l e s s   p o w e r .   W h i l e   t h e   p r o f u n d i t y ,   g r a c e   a n d   m a j e s t y   o f   t h e   h o l y   R a m - N a a m   c a n n o t   b e   o v e r e s t i m a t e d ,   i t   h e l p s   t h e   d e v o t e e s   i n   g e t t i n g   s a l v a t i o n   ( ' M o k s h a ' -   d e l i v e r a n c e   o f   t h e   s o u l   f r o m   t h e   h u m a n   b o n d a g e ) . " ;  
 t o d A r r a y [ 5 9 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 5 9 ] [ 1 ] =   " 0 2 " ; 	 t o d A r r a y [ 5 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 5 9 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  .	B	2	  		M	7	0	  .	9	>	6		M	$	?	  	>	  8	M	0	K	$	  ( 	>	(	)   9	H		,   0	>	.	- 0	>	.	  	>	  	>	*	  6	A	-	  8		$	K	7	  9	H	,   8		$	K	7	  &	G		0	  '	(	M	/	  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- .		$	M	0	  $	>		$	M	0	?		- 5	?	&	M	/	>	  	>	  -	@	  .	B	2	  9	H	  $	%	>	  8	0	M	5	K	$	M		C	7	M		  0		M	7	>	  	5		  9	H	,   	8	8	G	  ,	"		0	  	K		  $		$	M	0	  /		$	M	0	  (	9	@		  	0	M	%	>	$	  0	>	.	- .		$	M	0	  $		$	M	0	  -	@	  9	H	  	0	  			M		$	0	  /		$	M	0	  -	@	  9	H	  |   	K	  0	>	.	- &	0	,	>	0	  8	G	  *	M	0	>	*	M	$	(	9	@		  9	K	  8		>	,   5	9	  	9	@		  	0	  8	G	  -	@	  (	9	@		  .	?	2	  8		G		>	  |     $		$	M	0	  :   $	>		$	M	0	?		  5	?	&	M	&	M	/	>	  	G	  8	?	&	M	'	>		$	,   .		$	M	0	  8	>	'	(	>	    	@	  5	?	6	G	7	  5	?	'	?	/	>		  |   /		$	M	0	  :   $	>	,	@		,   8	?	&	M	'	  .	(	M	$	M	0	K		  &	M	5	>	0	>	  	>	0	M	/	  8	?	&	M	'	?	  	G	  "			,   	7	M		&	2	  	.	2	  	&	?	  5	?	5	?	'	  		M	0	>		C	$	?	  |   R a m - N a a m   e m b o d i e s   t h e   s o u r c e   a n d   r e s e r v o i r   o f   p o w e r   a n d   s t r e n g t h ,   b e s t o w s   c o n t e n t m e n t   a n d   f u l f i l m e n t   a n d   i s   t h e   p r i m a r y   i m p e t u s   ( d r i v i n g   f o r c e )   b e h i n d   t h e   o c c u l t   ( s u p e r n a t u r a l ,   m a g i c a l   a n d   m y s t i c a l   p h e n o m e n a ) .   S r i   R a m   p l e a s e s   a l l ,   d i s a p p o i n t s   n o n e ,   a n d   i s   t h e   m o s t   e f f e c t i v e   t a l i s m a n   a g a i n s t   e v i l   d e s i g n s   a n d   d e e d s .   W h a t   i s   n o t   o b t a i n e d   t h r o u g h   t h e   b e n i g n   b e n e d i c t i o n   o f   S r i   R a m   c a n n o t   b e   r e a l i z e d   f r o m   a n y p l a c e   o r   a n y o n e   e l s e . " ;  
 t o d A r r a y [ 6 0 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 6 0 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 0 ] [ 3 ] =   " .	B	2	  .		$	M	0	  -	@	$	0	  8	M	%	?	$	  	.	2	- 		M	0	K		  	K	  	M	0	.	6		  	?	2	>	  &	G	$	>	  9	H	  |   0	>	.	- 0	>	.	  	>	  	>	*	  &	K	7	K		- &	A	0	M		A	#	K		  	K	  5	?	(	7	M		  	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	    6		M	$	?	  	K	  		&	M	,	K	'	?	$	- 	>		C	$	  	0	$	>	  9	H	  $	%	>	  8	A	7	A	.	M	(	>	  (	>	!	@	  	K	  	K	2	  &	G	$	>	  9	H	  |   0	>	.	  .		$	M	0	,   	.	C	$	  0	A	*	@	  0	8	  -	@	$	0	  	K	2	  &	G	$	>	  9	H	- 	.	C	$	  0	8	  -	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	  :   8	0	M	*	>		>	0	  8	A	7	A	*	M	$	  6		M	$	?	  	K	  8	,	8	G	  (	@		G	  8	M	%	?	$	  .	B	2	>	'	>	0	- 		M	0	  .	G		  (	?	5	>	8	  	0	$	@	  9	H	  |     8	A	7	A	.	M	(	>	    :   	.	2	- (	>	2	  .	G		  			2	>	- *	?			2	>	  	G	  ,	@		  .	'	M	/	- (	>	!	@	  |   	8	@	  	G	  ,	@		  	>		C	$	  	A	#	M	!	2	?	(	@	  
	*	0	  	G	  		M	0	K		  	@	  	0	    	.	(	  	0	$	@	  9	H	  |   R a m - N a a m   a w a k e n s   t h e   m e t a p h y s i c a l   e n e r g y   c e n t r e s   l o c a t e d   w i t h i n   u s ,   s m o t h e r s   ( c u r b s )   l o w l y   v i c e s ,   a w a k e n s   ' K u n d a l i n i ' ( s p i r i t u a l   e n e r g y )   a n d   a c c e l e r a t e s   t h e   f l o w   o f   e n e r g y   i n   t h e   ' S u s h m a n a a   N a a d i ' .   R a m - N a a m   f i l l s   o u r   i n n e r   b e i n g   w i t h   c e l e s t i a l   b l i s s   a n d   p u r e   j o y . " ;  
 t o d A r r a y [ 6 1 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 6 1 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 1 ] [ 3 ] =   " 	(	G		  *	M	0		>	0	  	@	  &	?	5	M	/	  '	M	5	(	@	  	8	>	(	@	  8	G	  9	@	  		&	-	B	$	  9	K	  	>	$	@	  9	H	,   -	@	$	0	  6	>		$	  	0	(	G	  5	>	2	>	,   ,	?	(	>	  *	M	0	/	$	M	(	  9	K	(	G	  5	>	2	>	  	>	*	  (	?	0	(	M	$	0	  	0	.	M	-	  9	K	  	>	$	>	  9	H	  |   	,	  .	(	  0	>	.	- 0	>	.	  .	'	A	0	  '	A	(	  .	G		  0	.	    	>	$	>	    9	H	  $	,	  0	>	.	- 0	>	.	  	G	  *	&	  -	@	$	0	@	  6		M	$	?	/	K		  	K	  	>		C	$	  	0	  &	G	$	G	  9	H		  |   (	>	&	  :   8	.	>	'	?	  	5	8	M	%	>	  .	G		  8	A	(	>		    &	G	(	G	  5	>	2	>	  8	B		M	7	M	.	  6	,	M	&	  |   R a m - N a a m   f a c i l i t a t e s   d i v i n e   r e v e l a t i o n s   a n d   b e s t o w s   t h e   g i f t   o f   s o u n d l e s s   e c h o .   W h i l e   t h e   d e v o t e e   i s   f i l l e d   w i t h   p e r f e c t   c a l m   a n d   q u i e t u d e ,   h e   a l s o   e x p e r i e n c e s   t h e   b e g i n n i n g   o f   u n i n t e r r u p t e d   r e c i t a t i o n   o f   h o l y   ' R a m - R a m '   w i t h o u t   m a k i n g   a n y   c o n s c i o u s   e f f o r t .   A s   t h e   d e v o t e e ' s   h e a r t   a n d   s o u l   a r e   f i n e l y   t u n e d   i n   t o   t h e   d i v i n e   a n d   s u b l i m e   R a m - N a a m ,   t h e   v a r i o u s   s p i r i t u a l   p o w e r s   t h a t   l i e   a s l e e p   w i t h i n   a r e   a l s o   a w a k e n e d . " ;  
 t o d A r r a y [ 6 2 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 2 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 2 ] [ 3 ] =   " 	,	  	5	?	0	>	.	- (	?	0	(	M	$	0	  0	>	.	- (	>	.	  	G	  -	@	$	0	  	B			(	G	- 		(	G	  8	G	  ' .	H		  	$	M	.	>	  9	B		'   	8	@	  	H	$	(	M	/	  -	>	5	(	>	  *	0	.	>	(	(	M	&	*	B	0	M	5		  -   8	A		  8	9	?	$	  	>		C	$	  9	K	$	@	  9	H	  	0	  	5	?	&	M	/	>	  	@	  	M	0		%	?	  ( 	>		 	)   -   ' .	H		  &	G	9	  9	B		'   	A	2	  	>	$	@	  9	H	,   	0	M	%	>	$	  0	>	.	- (	>	.	  	G	  *	M	0		>	6	  8	G	  		M		>	(	$	>	  	>	  		'		>	0	  &	B	0	  9	K	  	>	$	>	  9	H	,   $	,	  0	>	.	- 2	@	2	>	- 0		(	>	  0	A	*	@	  +	A	2	5	>	0	@	  	?	2	  	>	$	@	  9	H	  |   C o n s t a n t   r e c i t a l   o f   R a m - N a a m   a w a k e n s   u s   t o   t h e   t r u t h :   ' I   a m   t h e   S o u l '   w i t h   g r e a t   s e n s e   o f   j o y ,   a s   o p p o s e d   t o   t h e   i l l u s i o n   b o r n   o f   i g n o r a n c e   ' I   a m   t h e   B o d y ' .   I n d e e d ,   t h e   b r i g h t   l i g h t   o f   R a m - N a a m   d i s p e l s   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   f i l l i n g   o u r   i n n e r   b e i n g   w i t h   a b i d i n g   e c s t a s y   a n d   b l i s s . " ;  
 t o d A r r a y [ 6 3 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 6 3 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 3 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	@	  	5	C	$	M	$	?	  	*	- /		M		  9	H	  |   /	G	  /		M		  *	$	?	$	K		  	K	  *	5	?	$	M	0	  	0	(	>	  5	>	2	>	  9	H	  $	%	>	  *	0	.	  	'	M	/	/	(	  ( 8	0	M	5	K		M		  *	>	 	M	/	- 8	>	.		M	0	@	)   9	H	  0	>	.	- (	>	.	  .	G		  *	M	0	@	$	?	  - 8	>	'	(	>	  	K	  8	+	2	$	>	*	B	0	M	5		  8	.	M	*	(	M	(	  	0	  &	G	$	@	  9	H	  |   I n v o c a t i o n   o f   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   p a s s i o n   f r u c t i f i e s   o u r   s p i r i t u a l   p r a c t i c e   ( y i e l d s   t h e   d e s i r e d   r e s u l t )   b y   c l e a n s i n g   a n d   e d i f y i n g   u s   m o r a l l y   a n d   s p i r i t u a l l y . " ;  
 t o d A r r a y [ 6 4 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 6 4 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 4 ] [ 3 ] =   " 8	A		  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  0	>	.	- (	>	.	  8	>	0	G	  5	?	6	M	5	  	@	  	$	M	.	>	  9	H	,   $	$	M	$	M	5	  9	H	,   	8	>	  8	.		  2	@		?	/	G	  |   0	>	.	- (	>	.	  	>	  .	9	>	$	M	.	M	/	,   	8		>	  *	M	0	$	>	*	  $	K	  5	G	&	K		,   *	A	0	>	#	K		  	5		  .	A	(	?	/	K		  (	G	  -	0	*	B	0	  	>	/	>	  9	H	  |   $	@	(	  2	K		  	>	  8	>	0	  :   ' 0		'   		M	(	?	,	@		  ( 		M	(	?	  	>	  8	M	%	>	(	  9	H	  -	B	- 2	K		) ,   ' 		'   	&	?	$	M	/	  ,	@		  ( 8	B	0	M	/	  	>	  8	M	%	>	(	  9	H	  8	M	5	0	M		2	K		) ,   ' .		'   		&	M	0	,	@		  ( 	(	M	&	M	0	  	>	  8	M	%	>	(	  &	K	(	K		  	G	  .	'	M	/	  .	G		  		$	0	?		M	7	  2	K		  9	H	)   	8	  *	M	0		>	0	  0	>	.	- (	>	.	  $	@	(	K	  2	K		K		  	>	  8	>	0	  9	H	  |   .	A	(	?	  :   	K	  .	(	(	  .	G		  .		M	(	  0	9	$	>	  9	H	  |   T h e   P r o v i d e r   o f   C A L M   a n d   H A P P I N E S S ,   S r i   R a m   e p i t o m i z e s   ( r e p r e s e n t i n g   a n o t h e r   i n   m i n i a t u r e   f o r m )   t h e   S o u l   o f   t h e   U n i v e r s e .   T h e   a n c i e n t   s c r i p t u r e s ,   s a g e s   a n d   s a i n t s   h a v e   r i g h t l y   s u n g   p r a i s e s   o f   S r i   R a m - N a a m ' s   G l o r y   a n d   G r a n d e u r .   " ;  
 t o d A r r a y [ 6 5 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 6 5 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 5 ] [ 3 ] =   " /	$	?	,   *	$	?	5	M	0	$	>	- 8	>	'	M	5	@	,   8	>	'	A	- 8		$	  	5		  ,	A	&	M	'	?	.	>	(	  8	-	@	  &	?	(	- 0	>	$	  0	>	.	- (	>	.	  	>	  	A	#	- 	>	(	  	0	$	G	  9	H		  |   $	*	8	M	5	@	,   /	K		@	,   8	?	&	M	'	  	5		  	7	?	- .	9	0	M	7	?	  8	,	  8	A		K		  	G	  &	>	$	>	  0	>	.	- 0	>	.	  	>	  	>	*	  	0	$	G	  9	H		  |   /	$	?	  :   	(	M	&	M	0	?	/	K		  $	%	>	  .	(	  	>	  &	.	(	  	0	(	G	  5	>	2	>	  |   8	$	@	  :   *	$	?	5	M	0	$	>	  |   8	?	&	M	'	  :   	?	8	(	G	  	'	M	/	>	$	M	.	?		  6		M	$	?	/	>		  *	M	0	>	*	M	$	  	@	  9	H		  |   S o n g s   o f   p r a i s e   a r e   s u n g   i n   t h e   g l o r y   o f   S r i   R a m - N a a m ,   a l l   t h e   t i m e   b y   o n e   a n d   a l l .   T h e   a s c e t i c ,   t h e   d e v o u t   a n d   t h e   f a i t h f u l   w i f e ,   s a g e s ,   h e r m i t s   a n d   e v e n   t h e   r e a l i z e d   s a i n t s   b e s e e c h   t h e   b l e s s i n g s ,   g r a c e   a n d   b e n e d i c t i o n   b y   r e c i t i n g   R a m - R a m . " ;  
 t o d A r r a y [ 6 6 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 6 6 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 6 ] [ 3 ] =   " 6	M	0	&	M	'	>	  	5		  -		M	$	?	*	B	0	M	#	  -		(	  	>	(	G	  5	>	2	G	  	>	/		- -		M	$	  	$	?	  8	A		&	0	  0	>	.	- (	>	.	  	K	  -		$	G	  9	H		  |   -		M	$	,   -	>	5	- -	0	G	- *	M	0	G	.	*	B	0	M	5		  -		(	- 	A	#	- 	>	(	  &	M	5	>	0	>	  8		6	/	,   -	/	  $	%	>	  *		M	7	*	>	$	  8	G	  &	B	0	  0	9	$	G	  9	H		  |   T h o s e   u s e d   t o   s i n g i n g   d e v o t i o n a l   h y m n s   r e v e l   a n d   b e c o m e   e c s t a t i c   ( d i v i n e l y   h a p p y )   i n   r e c i t i n g   S r i   R a m ' s   a d o r a b l e   ' N a a m '   a n d   r i s e   a b o v e   t h e   c o m m o n   p i t f a l l s   ( w e a k n e s s e s )   o f   f e a r ,   d o u b t   a n d   b i a s   ( d i s c r i m i n a t i o n ) . " ;  
 t o d A r r a y [ 6 7 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 6 7 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 7 ] [ 3 ] =   " *	B	0	G	  5	?	&	M	5	>	(	,   .	A		?	/	>	  	(	  	8	  *	>	 	  	K	  *	0	.	  *	5	?	$	M	0	  	5		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  .	>	(		0	  0	>	.	- 0	>	.	  	>	  (	?	$	M	/	  	>	*	  	5		  '	M	/	>	(	  	0	$	G	  9	H		  $	%	>	  -	@	$	0	  ' 0	>	.	'   6	,	M	&	  	@	  8	B		M	7	M	.	- &	?	5	M	/	  '	M	5	(	?	  8	A	(	  	(		&	  5	?	-	K	0	  9	K	$	G	  9	H		  |   	(	>	9	&	    $	>	(	  :   	?	9	M	5	>	  	G	  		M	0	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  5	>	#	@	  ,	H		0	@	  	9	2	>	$	@	  9	H	,   		 	  .	G		  .	'	M	/	.	>	,   9	C	&	/	  .	G		    *	6	M	/	(	M	$	@	  	0	  (	>	-	?	  .	#	M	!	2	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  *	0	>	- 5	>	#	@	  	9	2	>	$	@	  9	H		  |   *	6	M	/	(	M	$	@	  	G	  (	>	&	  	K	  	(	>	9	&	  /	>	  	(	9	&	  (	>	&	  	9	$	G	  9	H		  |   		*	>	  	>	*	  .	G		  /	9	  (	>	&	  	2	$	>	  9	H	  |   T h e   ' P u n d i t s '   ( e x p e r t s ) ,   p i o n e e r s   a n d   p r o m i n e n t   p e o p l e   c o n c e n t r a t e   t h e i r   t h o u g h t s   a n d   a t t e n t i o n   o n   t h e   g l o r y   o f   ' R a m - R a m '   c o n s i d e r i n g   I t s   r e c i t a t i o n   t o   b e   t h e   m o s t   a u s p i c i o u s .   D e v o u t ,   p a s s i o n a t e   a n d   d a i l y   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   S r i   R a m   a l o n g   w i t h   m e d i t a t i o n   o n   H i s   H o l y   N a m e   b l e s s e s   t h e   d e v o t e e s ,   w h o   a r e   f i l l e d   w i t h   d i v i n e   e c s t a s y   a s   s o o n   a s   s u b t l e   a n d   s o u n d l e s s ,   n o n - s t o p   a n d   s p o n t a n e o u s   r e c i t a t i o n   o f   R a m - R a m   b e g i n s   w i t h i n .   " ;  
 t o d A r r a y [ 6 8 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 6 8 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  '	M	5	(	?	- (	>	&	  .	G		  *	M	0	G	.	@	- 	(	A	0		M	$	,   &	G	5	$	>	  	5		  8	>	'	A	  2	@	(	$	>	  2	>	-	  	0	$	G	  9	H		,   	K	  	>	$	G	  9	H		,   	(		&	  .		M	(	  0	9	$	G	  9	H		  |   0	>	.	- (	>	.	  	K	  $	K	  &	G	5	$	>	,   &	G	5	?	/	>		,   &	?	5	M	/	2	K		- 5	>	8	@	,   5	?	6	M	5	  	G	  8	C	7	M		?		0	M	$	>	  	5		  	(	- 0		M	7		  8	-	@	  -		$	G	  9	H		  	0	M	%	>	$	  5	H	7	M	#	5	,   6	H	5	,   6	>		M	$	,   	*	(	G	  	*	(	G	  	7	M		K		  8	9	?	$	  8	-	@	  0	>	.	- 0	>	.	- -		$	G	  9	H		  |   8	A	0	  :   	(	M	&	M	0	  	&	?	  &	G	5	$	>	  |   &	G	5	  :   ,	M	0	9	M	.	>	,   6	?	5	  	&	?	  &	G	5	$	>	  |   &	G	5	@		#	  :   8	0	8	M	5	$	@	,   2		M	7	M	.	@	,   *	>	0	M	5	$	@	  |   &	H	5	  :   &	?	5	M	/	2	K		- 5	>	8	@	  |   5	?	'	>	$	>	  :   8	C	7	M		?		0	M	$	>	  |   	#	$	M	0	>	$	>	  :   6	?	5	,   5	?	7	M	#	A	,   6		M	$	?	,   	#	*	$	?	  	&	?	  |   D e e p l y   e n g r o s s e d   i n   t h e   r e m e m b r a n c e   o f   h o l y   ' R a m - N a a m ' ,   t h e   f o n d   d e v o t e e s ,   g o d m e n   a n d   s a g e s   -   a l l   e n j o y   b e i n g   i n   a   s t a t e   o f   b l i s s   a n d   d i v i n e   e c s t a s y .   A s   a   m a t t e r   o f   f a c t ,   t h e   g o d s   a n d   g o d d e s s e s ,   t h e   b l e s s e d   s o u l s   t h a t   l i v e   i n   t h e   H i g h e r   W o r l d   ( H e a v e n ) ,   n a y   t h e   C r e a t o r   a n d   t h e   P r e s e r v e r   t h e m s e l v e s   i n v o k e   a n d   r e m e m b e r   ' R a m - R a m ' ,   s i g n i f y i n g   t h a t   t h e   f o l l o w e r s   o f   d i f f e r e n t   s e c t s   s u c h   a s   ' V a i s h n a v a s ' ,   ' S h a i v a s '   a n d   ' S h a a k t a s '   a l o n g w i t h   w o r s h i p p i n g   t h e i r   p e r s o n a l   d e i t y   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' .   " ;  
 t o d A r r a y [ 6 9 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 6 9 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 6 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 6 9 ] [ 3 ] =   " 		M		G	  	A	#	5	>	(	  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	$	G	  9	H		  |   	*	(	G	  .	'	A	0	  8	M	5	0	,   8	A		&	0	  	@	$	K		  8	G	  0	>	.	  	K	  *	M	0	8	(	M	(	  	0	$	G	  9	H		  |   *	\	G	  2	?		G	- 6	>	8	M	$	M	0		M		  $	%	>	    8	>	'		  0	>	.	  	@	  	@	0	M	$	?	  	>	$	G	  9	H		,   		(		>	  	%	(	,   		(		@	  $	$	M	$	M	5	  8	9	?	$	  .	'	A	0	  	0	M		>	  	0	$	G	  9	H		  |   M e n   o f   n o b i l i t y   a n d   r e c t i t u d e   ( m o r a l   u p r i g h t n e s s )   p l e a s e   S r i   R a m   t h r o u g h   d e v o t i o n a l   a n d   s o u l f u l   h y m n s   s u n g   i n   H i s   g l o r y .   T h e   s c h o l a r s   a n d   t h e   k n o w l e d g e a b l e   p e r s o n s   e x p o u n d   H i s   g l o r y   a n d   t h e   d e v o t e e s   g o   e c s t a t i c   i n   i d o l i z i n g   a n d   h i g h l i g h t i n g   t h e   s w e e t   e s s e n c e   a n d   s i g n i f i c a n c e   o f   t h e   h o l y   ' R a m   N a a m ' . " ;  
 t o d A r r a y [ 7 0 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 7 0 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 0 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	>	  			M		>	0	#	  ( 	*	)   $	%	>	  '	M	/	>	(	  	$	M	/		$	  .	'	A	0	  	5		  		0	M	7		- .	(	  	K	  .	A		M	'	  	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	  |   $	@	(	K	  2	K		K		  .	G		  	8		>	  	A	#	- 	>	(	- /	6	K		>	(	  9	K	$	>	  9	H	  |   T h e   r e c i t a l   o f   a n d   m e d i t a t i o n   o n   t h e   h o l y   R a m - R a m   i s   h i g h l y   s a t i s f y i n g ,   e n n o b l i n g   a n d   e d i f y i n g .   I n   f a c t ,   t h e   w h o l e   U n i v e r s e   i s   r e s o n a n t   w i t h   ( e c h o e s )   t h e   q u a l i t i e s   a n d   g l o r y   o f   d i v i n e l y   v i b r a n t   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 7 1 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 7 1 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 1 ] [ 3 ] =   " .	(	  &	M	5	>	0	>	  0		?	$	- .	(	  	]	(	M	$	  -	?	(	M	(	- -	?	(	M	(	  *		%	  	8	$	  9	H		- (	6	M	5	0	  9	H		,   .	K	9	  	.		!	  	>	  -	B	$	  -	@	  	8	$	  9	H	  |   .	(	  	K	  *	M	0	.	A		$	>	  &	G	(	>	,   .	(	  &	M	5	>	0	>	  	(	A	6	>	8	?	$	- (	?	/		$	M	0	?	$	  9	K	(	>	  	0	M	%	>	$	  .	(	  	G	  0	>		M	/	  .	G		  0	9	(	>	  -	@	  .	?	%	M	/	>	  9	H	  |   0	>	.	- (	>	.	  	*	  0	A	*	@	  	>	0	M	/	  9	@	  8	$	M	/	  9	H	  |   I l l u s o r y   ( d e c e p t i v e )   a n d   e p h e m e r a l   ( s h o r t - l i v e d )   a r e   t h e   s e c t s   a n d   b e l i e f s   t h a t   o r i g i n a t e   i n   v a n i t y ,   s e l f - g l o r i f i c a t i o n   a n d   s e l f i s h n e s s .   I t   i s   a l s o   i l l u s i v e   a n d   u n d e s i r a b l e   t o   l i v e   i n   t h e   m a k e   -   b e l i e v e   ( u n r e a l )   w o r l d   o f   i m p u l s e s   a n d   u n b r i d l e d   ( u n c o n t r o l l e d )   p a s s i o n s .   O n l y   t h e   a c t   o f   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   R a m - N a a m   i s   t h e   c o m p l e t e   t r u t h . " ;  
 t o d A r r a y [ 7 2 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 7 2 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 2 ] [ 3 ] =   " 		!	(	  .		!	(	,   5	M	/	0	M	%	  	>	  $	0	M		- 5	?	$	0	M		  $	%	>	  *	M	0	$	?		B	2	$	>	  	8	$	  9	H	  |   6	$	M	0	A	$	>	,   *	0	- &	K	7	  5	0	M	#	(	,   &	A	0	>		M	0	9	,   	M	0	K	'	,   &	A	0	M	-	>	5	(	>	,   ,	A	0	G	- 	A	#	  .	?	%	M	/	>	  $	%	>	  &	A	: 	>	2	/	  9	H		  |   	G	5	2	  0	>	.	- (	>	.	  	>	*	  9	@	  8	$	M	/	  	>	  -	#	M	!	>	0	  9	H	  |   I l l o g i c a l   d e b a t e ,   i r r a t i o n a l   a r g u m e n t a t i o n ,   a l l e g a t i o n s   a n d   c o u n t e r - a l l e g a t i o n s ,   e n v y ,   s t u b b o r n n e s s ,   a n g e r ,   j e a l o u s y   a n d   e n m i t y   -   a l l   r e p r e s e n t   f a l s e h o o d   a n d   s h o u l d   b e   a v o i d e d   a s   t h e   p o t e n t i a l   d i s p e n s e r s   o f   p a i n   a n d   m i s f o r t u n e .   R e c i t a t i o n   o f   ' R a m - N a a m '   a l o n e   l e a d s   u s   t o   t h e   i n e x h a u s t i b l e   t r e a s u r e   o f   T r u t h . " ;  
 t o d A r r a y [ 7 3 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 7 3 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 3 ] [ 3 ] =   " 8	>	0	@	  8	C	7	M		?	  	G	  .	B	2	  .	G		  8	$	M	/	  9	H	  |   /	9	  8	0	M	5	  8	$	M	/	K		  	G	  8	$	M	/	  *	M	0	-	A	  0	>	.	  &	M	5	>	0	>	  5	?		8	?	$	    9	A		  9	H	  	0	M	%	>	$	  *	M	0	-	A	- 0	>	.	  (	G	  	8	G	  +	H	2	>	/	>	  9	H	  |   	H	8	G	  ,	@		  8	G	  5	C		M	7	  $	%	>	  .		\	@	  &	M	5	>	0	>	  $	>	0	K		  	>	  	>	2	,   	8	G	  9	@	  0	>	.	  &	M	5	>	0	>	  8	>	0	>	  5	?	6	M	5	  5	?	8	M	$	C	$	  9	A		  9	H	  |   T h e   e n t i r e   c r e a t i o n   o r i g i n a t e d   i n   T r u t h   w h i c h   i n   t u r n   e m a n a t e d   f r o m   S r i   R a m ,   W h o   i s   H i m s e l f   t h e   A b s o l u t e   T r u t h .   J u s t   a s   t h e   s e e d   b l o s s o m s   i n t o   t h e   t r e e   a n d   t h e   s p i d e r   w e a v e s   t h e   w e b ,   i n   t h e   s a m e   m a n n e r   t h e   e n t i r e   C o s m o s   e v o l v e d   a s   a   c o n s e q u e n c e   o f   S r i   R a m ' s   G r a c e . " ;  
 t o d A r r a y [ 7 4 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 7 4 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 4 ] [ 3 ] =   " 5	?	6	M	5	- 0	B	*	@	  5	C		M	7	  	>	  	&	?	  .	B	2	  ( ,	@		)   0	>	.	  9	H	  |   9	G	  *	M	0	>	#	@	!   $	B	  	8	  $	%	M	/	  	K	  ( 8	$	M	/	  	K	)   	-	@	  (	  -	B	2	  |   	$		  9	G	    ,	A	&	M	'	?		@	5	  !   $	B	  *	M	0	$	M	/	G		  6	M	5	>	8	  *	M	0	6	M	5	>	8	  	G	  8	>	%	  		8	  .	9	>	(	  *	M	0	-	A	  0	>	.	  	>	  8	?	.	0	(	  	0	,   		8	G	  8	M	.	0	#	  	0	  |   S r i   R a m   i s   t h e   v i t a l   l i f e   f o r c e ,   t h e   c h i e f   i n s p i r a t i o n   b e h i n d   t h e   T r e e   o f   L i f e   -   T h e   U n i v e r s e .   O   M a n !   N e v e r   f o r   a   m o m e n t   s h o u l d   T h o u   f o r g e t   H i m .   O   E n l i g h t e n e d   B e i n g !   b r e a t h e   i n   a n d   o u t   o n l y   t h e   g l o r i e s   o f   S r i   R a m . " ;  
 t o d A r r a y [ 7 5 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 7 5 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 5 ] [ 3 ] =   " 0	>	.	  	K	  ,	G	8	9	>	0	K		  	>	  8	9	>	0	>	  9	H	,   		(	M	9	G		  6	0	#	  	0	M	%	>	$	  5	?	6	M	0	>	.	  &	G	(	G	  5	>	2	>	  9	H	,   5	9	  5	?	'	M	5		8	,   8	C	7	M		?	  	5		  *	>	2	(	- 	0	$	>	- 0	B	*	  9	H	,   $	%	>	  	?	8		>	  8	M	5	-	>	5	  9	H	,   *	0	>	- 6		M	$	?	,   	M		>	(	  	(		&	- 8		M		?	&	>	(		&	,   5	9	@	  0	>	.	  8	C	7	M		?	  	>	  	0	.	M	-	,   .	'	M	/	  	5		  	(	M	$	  9	H	  |   S r i   R a m   i s   t h e   R e f u g e   a n d   P r o t e c t o r   o f   t h e   h e l p l e s s   a n d   t h e   h a p l e s s   i n   t h e   w o r l d .   T h e   C r e a t o r ,   P r e s e r v e r   a n d   D e s t r o y e r   o f   t h e   U n i v e r s e   a n d   t h e   s y m b o l   o f   B l i s s ,   E n e r g y ,   a n d   K n o w l e d g e ,   S r i   R a m   i s   t h e   B e g i n n i n g ,   t h e   M i d d l e   a n d   t h e   E n d   o f   C r e a t i o n . " ;  
 t o d A r r a y [ 7 6 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 7 6 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 6 ] [ 3 ] =   " 	$		  9	G	  .	G	0	G	,   	*	(	G	  	*	!   $	B	  *	M	0	G	.	*	B	0	M	5		  ,	!	<	G	  -	>	5	- 	>	5	  8	G	  0	>	.	- (	>	.	  	>	  	>	*	  	0	  |   0	>	.	  $	K	  *	A	0	A	7	K	$	M	$	.	  9	H	,   8	M	5	>	.	@	  9	H	,   8	,		@	  *	>	2	(	>	  	0	(	G	  5	>	2	>	  $	%	>	  *	>	*	- 8	.	A		M		/	  	5		  $	@	(	K	  $	>	*	K		  	>	  9	0	#	- 5	?	'	M	5		8	  	0	(	G	  5	>	2	>	  9	H	  |   O   m y   I n n e r   B e i n g !   R e c i t e   w i t h   f o n d n e s s ,   p a s s i o n   a n d   f a i t h   t h e   H o l y   N a m e   o f   S r i   R a m ,   W h o   p r e s e r v e s ,   p r o t e c t s   a n d   s u s t a i n s   a l l .   T h e   L o r d   o f   L o r d s ,   S r i   R a m   a n n i h i l a t e s   ( f i n i s h e s )   e v i l s   a n d   e v i l   d e e d s . " ;  
 t o d A r r a y [ 7 7 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 7 7 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 7 ] [ 3 ] =   " 8	,	  *	M	0		>	0	  	>	  .	(	K	0			(	,   -	K		  	5		  -	K		  8	>	.		M	0	@	  '	(	- '	>	(	M	/	,   ( 	(	M	(	)   8	A		K		  	>	  5	?	8	M	$	>	0	,   0	>	.	- (	>	.	  ,	?	(	>	  (	?	0	0	M	%		- (	@	0	8	  9	H	  |   8	>	0	>	  	6	M	5	0	M	/	,   .	>	(	- 8	.	M	.	>	(	  -	@	  		8	@	  *	M	0		>	0	  5	M	/	0	M	%	  9	H	  	H	8	G	  ,	?	(	>	  *	M	0	>	#	  	G	  $	(	  9	K	  |   I n   t h e   a b s e n c e   o f   R a m - N a a m ,   e v e r y t h i n g   b e c o m e s   u s e l e s s   a n d   m e a n i n g l e s s   -   r e c r e a t i o n ,   d e l i c a c i e s ,   r i c h e s   a n d   e m i n e n c e .   W i t h o u t   t h i s   H o l y   N a m e ,   a l l   t h e   w o r l d l y   p o s s e s s i o n s   b e c o m e   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   l i k e   t h e   m o r t a l   h u m a n   b o d y   w i t h o u t   t h e   p u l s a t i n g   l i f e   w i t h i n . " ;  
 t o d A r r a y [ 7 8 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 7 8 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  ,	?	(	>	  8	,	  8	M	5	>	&	  	8	G	  0	8	9	@	(	- +	@		G	  9	H		  	H	8	G	  		M		G	  8	M	5	0	  	G	  ,	?	(	>	  8			@	$	,   		&	>	8	@	  -	0	G	- 	*	M	0	?	/	  	@	$	  9	K		  |   (	>	.	  	G	  ,	?	(	>	  6	M	0	C			>	0	  ( 8		>	5		)   -	@	  		0	M	7	?	$	  (	9	@		  	0	$	>	- *	M	0	-	>	5	9	@	(	  9	K	$	>	  9	H	  |   0	>	.	- (	>	.	  9	@	  8	,	  8	M	5	>	&	K		  	>	  (	?		K	!	<	  9	H	,   *	M	0	>	#	  9	H	  |   W i t h o u t   t h e   g r a c e   a n d   b l e s s i n g s   o f   t h e   H o l y   R a m - N a a m ,   e v e r y t h i n g   l o s e s   i t s   i n t r i n s i c   v a l u e .   I n   f a c t ,   t a s t e   b e c o m e s   t a s t e l e s s   j u s t   a s   m u s i c   s o u n d s   d e p r e s s i n g   w i t h o u t   m e l o d i o u s n e s s .   L i k e w i s e   a l l   a t t e m p t s   a t   s e l f - b e a u t i f i c a t i o n   f a i l   t o   a c q u i r e   g r a c e   a n d   a t t r a c t i o n   i n   t h e   a b s e n c e   o f   R a m - N a a m .   T o   b e   s u r e ,   R a m - N a a m   a l o n e   i s   t h e   c o r e   a n d   s p i r i t   o f   a l l   e n j o y m e n t s . " ;  
 t o d A r r a y [ 7 9 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 7 9 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 7 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 7 9 ] [ 3 ] =   " 8	>	0	G	  5	?	6	M	5	  	>	  	$	M	.	>	  0	>	.	  	K	  	>	(	K	,   ( 5	?	6	M	5	>	$	M	.	>	  	0	M	%	>	$	  8	0	M	5	>	$	M	.	>	)   8		8	>	0	  	@	  		.		>	$	@	  9	A		  	M	/	K	$	?	  9	H	- ' 0	>	.	'   |   0	>	.	- (	>	.	  	G	  ,	?	(	>	  $	K	  0	>	.	  	@	  -	M	0	.	?	$	  	0	(	G	  5	>	2	@	  5	9	  6		M	$	?	- .	>	/	>	,   	?	8	8	G	  8	C	7	M		?	  	>	  8	>	0	>	  	>	0	M	/	  	2	$	>	  9	H	,   	8	G	  9	@	  	@	5	(	  6	B	(	M	/	  - (	?	7	M	*	M	0	>	#	  9	H	,   	H	8	G	  $	(	  	@	  	>	/	>	  |   K n o w   S r i   R a m   t o   b e   t h e   N e r v e - C e n t r e ,   t h e   L i g h t ,   t h e   S p i r i t   a n d   C o n s c i o u s n e s s   o f   t h e   U n i v e r s e .   I n   t h e   a b s e n c e   o f   S r i   R a m ' s   b l e s s i n g s ,   t h e   m o v i n g   s p i r i t   o f   t h e   U n i v e r s e   w i l l   l o s e   i t s   v i t a l i t y   a n d   b e   a s   l i f e l e s s   a s   t h e   m e r e   s h a d o w   o f   t h e   h u m a n   b o d y . " ;  
 t o d A r r a y [ 8 0 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 8 0 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  5	M	/	>	*	M	$	?	  	G	    ,	?	(	>	  8	>	0	>	  8		8	>	0	    			>	!	<	  8	.		?		    |   5	9	  	M		>	(	- 5	?	5	G		  -	@	  	K		2	>	,   		>	  9	H	,   	K	  0	>	.	- (	>	.	  8	G	  0	9	?	$	  9	K	  |   D e v o i d   ( i n   a b s e n c e )   o f   R a m - N a a m ,   t h e   e n t i r e   w o r l d   w o u l d   b e   a   d e s o l a t e   w i l d e r n e s s   ( w i t h o u t   a n y   h u m a n   b e i n g s )   a n d   a n   i n a n i m a t e   ( l i f e l e s s )   p h e n o m e n o n .   K n o w l e d g e ,   r e a s o n i n g   a n d   i n t e l l e c t   w o u l d   r e m a i n   b a r r e n   a n d   h o l l o w   u n l e s s   t h e s e   a r e   i n s p i r e d   a n d   b l e s s e d   b y   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 8 1 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 8 1 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 1 ] [ 3 ] =   " 8	-	@	  '	0	M	.	- 	M	0	(	M	%	- 6	>	8	M	$	M	0	,   8		*	M	0	&	>	/	  	5		  '	>	0	M	.	?		  8	?	&	M	'	>		$	  $	%	>	  ,	!	<	@	- ,	!	<	@	  *	A	8	M	$		G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	&	M	&	@	  9	H		  |   ,	?	(	>	  0	>	.	- (	>	.	  	G	  	0	M		>	,   $	0	M		,   	?		$	(	;   -	>	0	@	  -	M	0	>	(	M	$	?	  ^	H	2	>	(	G	  5	>	2	G	  9	H		  |   W i t h o u t   R a m - N a a m ,   a l l   t h e   ' h o l y '   b o o k s   a n d   s c r i p t u r e s ,   r e l i g i o u s   s e c t s   a n d   b e l i e f s ,   i d e o l o g i e s ,   l o g i c ,   r e a s o n i n g   a n d   t h e   s c h o o l s   o f   t h o u g h t   a r e   s h a l l o w ,   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   a n d   s p r e a d   o n l y   f a l s e h o o d   a n d   c o n f u s i o n . " ;  
 t o d A r r a y [ 8 2 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 8 2 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  0	A	*	@	  &	@	*		  	G	  ,	?	(	>	  .	(	  .	G		  	(	M	'		>	0	  	>	/	>	  0	9	$	>	  9	H	  |   	$		  .	G	0	G	  .	(	!   $	B	  0	>	.	- (	>	.	  	@	  8	A		&	0	  .	>	2	>	  +	G	0	  |   O   M i n d !   F o r e v e r   t e l l   t h e   b e a d s   o f   R a m - N a a m   r o s a r y   ( m a a l a a )   s o   a s   t o   e n s u r e   p e r p e t u a l   d i v i n e   l i g h t   w i t h i n .   T h e   l i f e   w o u l d   b e   d a r k   a n d   a w e s o m e   o t h e r w i s e . " ;  
 t o d A r r a y [ 8 3 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 8 3 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 3 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  	>	  			M		>	0	#	  	A	#	- 	>	(	  	0		G	  (	?	$	M	/	  9	@	  6	M	0	G	7	M	 	  	0	M	.	  9	@	  8	A		C	$	- 8	$	M		0	M	.	  	@		?		    |   0	>	.	  (	>	.	  	*	,   	0	>	'	(	,   8	?	.	0	(	,   	?		$	(	,   '	M	/	>	(	  9	@	  $	K	  8	0	M	5	6	M	0	G	7	M	 	  -   8	0	M	5	K	$	M	$	.	  	0	M	.	  9	H	  |   	$		  	8	G	  8	0	M	5	K		M		  	0	M	.	  	K	  (	?	$	M	/	  9	@	  	0	$	G	  0	9	?	/	G	  $	%	>	  8	-	@	  	0	M	$	M	$	5	M	/	,   	0	M	.	,   5	M	/	>	*	>	0	  	5		  	>	.	- '		'	>	  	0	$	G	  9	A		      -	@	  ' 0	>	.	' - ' 0	>	.	'   	*	$	G	  0	9	?	/	G	  |   	8	  	>	  	-	?	*	M	0	>	/	  9	H	  	?	  .	A		  .	G		  9	K	  0	>	.	  0	>	.	  	0	  9	>	%	  8	G	  	0	?		  			?	$	  	>	.	  |   T h e   d e v o t e e   s h o u l d   a l w a y s   r e c i t e   ' R a m - R a m '   w i t h   r e v e r e n c e   e v e n   w h i l e   p e r f o r m i n g   t h e   w o r l d l y   d u t i e s   i n c l u d i n g   t h e   r e s p o n s i b i l i t i e s   o f   t h e   j o b   o r   b u s i n e s s .   R e c i t a l   o f   t h e   h o l y   ' R a m - R a m '   i s   t h e   n o b l e s t   a n d   p u r e s t   d e e d ,   w h i c h   m u s t   b e ,   p e r f o r m e d   d a i l y   ( w i t h o u t   f a i l ) . " ;  
 t o d A r r a y [ 8 4 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 8 4 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 4 ] [ 3 ] =   " 	$	G	  	>	$	G	  8	.	/	  -	@	  0	>	.	- 	>	*	  	0	$	G	  0	9	G		,   /	9	  $	A	7	M		  	5		  *	M	0	8	(	M	(	  	0	$	>	  9	H	  |   8	K	$	G	- 	>		$	G	,   9	0	  8	.	/	- &	?	(	- 0	>	$	- 	 	K		  *	M	0	9	0	  - (	?	$	M	/	,   8	A		&	0	- .	(	K	9	0	  0	>	.	- 0	>	.	  	*	$	G	  0	9	G		  |   S r i   R a m ' s   s a c r e d   n a m e   b l e s s e s   u s   w i t h   s a t i s f a c t i o n   a n d   h a p p i n e s s .   T h u s ,   w e   s h o u l d   c o n s t a n t l y   g o   o n   r e c i t i n g   t h e   s p l e n d i d l y   e n c h a n t i n g   a n d   b l i s s f u l   ' R a m - R a m '   e v e r y   m o m e n t   w h e t h e r   a w a k e   o r   a s l e e p ,   c o m i n g   h i t h e r   o r   g o i n g   h e n c e . " ;  
 t o d A r r a y [ 8 5 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 8 5 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  .	9	>	- .	>	2	>	  	*	$	G	- 	*	$	G	  (	0		  	G	  &	M	5	>	0	K		  *	0	  $	>	2	>	  2		  	>	$	>	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	*	(	G	  5	>	2	>	  -		M	$	  (	0		  .	G		  *	M	0	5	G	6	  (	9	@		  	0	$	>	,   	*	?	$	A	  0	>	.	- 0	>	.	  	G	  	>	*	  8	G	,   *	A	(	0	>	5	C	$	?	  8	G	,   	0	M	.	  &	M	5	>	0	>	  	0	M		?	$	  ,		'	(	  	8	G	  	2	$	G	  9	H		  -   2		\	@	  |   ,		'	(	  :   8	M	5	>	0	M	%	,   	9			>	0	,   &	M	5	G	7	,   	0	M	7	M	/	>	  	0	M	7	M	/	>	,   *	M	0	G	0	?	$	  	0	M	.	  ,	>		'	$	G	  9	H		  |   ' R a m - N a a m '   i s   s o   p o w e r f u l   t h a t   i t s   d e v o u t   d e v o t e e   h a s   n o   f e a r s   o f   t h e   h e l l   s i n c e   ' R a m - R a m '   e n s u r e s   t h e   S a a d h a k ' s   s a l v a t i o n   b y   n e u t r a l i z i n g   ( b u r n i n g )   t h e   e v i l   a n d   i n a u s p i c i o u s   a c t i o n s   ( ' K a r m a ' )   l i k e   e n v y ,   j e a l o u s y ,   a n g e r ,   p r i d e   a n d   s e l f i s h n e s s   i n   t h e   s a m e   m a n n e r   i n   w h i c h   d r i e d   u p   w o o d   b u r n s   i n s t a n t l y . " ;  
 t o d A r r a y [ 8 6 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 8 6 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 6 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  	?	  '	A	(	  -	@	$	0	  (	?	0		$	0	  	B			$	@	  9	H	,   $	,	  -	/	  $	%	>	  &	A	0	M	-	>		M	/	  8	G	  -	0	>	  9	A		    ,	0	M	$	(	  -	@	  	B		- +	B		  	>	$	>	  9	H	,   	A		!	G	- 	A		!	G	  9	K	  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  	>	  .	(		>	  	?		$	>	.	#	?	,   *	>	0	8	- .	#	?	  	H	8	>	  9	H	  |   *	>	0	8	- .	#	?	  :   	(	.	K	2	  *	$	M	%	0	  	K	  8	M	*	0	M	6	  .	>	$	M	0	  8	G	  2	K	9	G	  	K	  8	M	5	0	M	#	  ,	(	>	  &	G	$	>	  9	H	  |   A s   t h e   d e v o t e e ' s   i n n e r   b e i n g   r e v e r b e r a t e s   w i t h   c e a s e l e s s   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   t h e   H o l y   R a m - N a a m ,   t h e   r e c e p t a c l e   ( c o n t a i n e r ,   v e s s e l )   f i l l e d   w i t h   f e a r ,   c a l a m i t i e s   a n d   m i s f o r t u n e s   e x p l o d e s .   T h e   b e a d s   o f   R a m - N a a m   r o s a r y   a l o n e   h a v e   t h e   d i v i n e   t o u c h   t h a t   c u r e s   a l l   i l l s   a n d   t r o u b l e s   l i k e   t h e   a l c h e m i c   s t o n e   t h a t   t u r n s   b a s e r   m e t a l s   i n t o   g o l d .   " ;  
 t o d A r r a y [ 8 7 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 8 7 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  	.	C	$	  	>	  8	>		0	  9	H	  |   0	>	.	- (	>	.	  	$	M	.	- 5	?	&	M	/	>	  $	%	>	  8	&		A	#	K		  	>	  		M	7	/	- -		!	>	0	  9	H	  |   0	>	.	- (	>	.	  6	M	0	@	  0	>	.	  .	9	>	0	>		- .	9	>	(	  8	M	5	>	.	@	,   8		8	>	0	- 0	B	*	@	  8	>		0	  .	G		  	&	M	5	?	$	@	/	  	9	>		  9	H	  |   ' R a m - N a a m '   i s   a n   o c e a n   o f   n e c t a r   t h a t   i m m o r t a l i z e s ;   a n   i n e x h a u s t i b l e   ( e n d l e s s )   t r e a s u r e   o f   h i g h e r   k n o w l e d g e   ( S e l f - r e a l i z a t i o n )   a n d   n o b l e   a n d   m o r a l   t r a i t s .   ' S r i   R a m - N a a m ,   S r i   R a m '   -   t h e   P r e s i d i n g   D e i t y   o f   t h e   U n i v e r s e ,   i s   t h e   u n p a r a l l e l e d   a n d   y e t   n e v e r - f a i l i n g   s p i r i t u a l   v e s s e l   t o   e n s u r e   s m o o t h   v o y a g e   f o r   t h e   h u m a n   s o u l   t o   e t e r n a l   s a l v a t i o n . " ;  
 t o d A r r a y [ 8 8 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 8 8 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	G		  8	,	  $	@	0	M	%	- 8	M	%	>	(	  8	.	>	/	>	  9	A		    9	H		,   0	>	.	- 0	>	.	  	>	  	*	  8	0	M	5	K	$	M	$	.	  8	M	(	>	(	- ,	>	9	0	  -	@	$	0	  6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	  |   /	9	  *	>	*	  	5		  $	>	*	  	@	  '	B	2	  	K	  '	K		0	  -	/	,   8		6	/	,   -	M	0	>	(	M	$	?	  	K	  	!	<	  8	G	  			>	!	<	  +	G			$	>	    9	H	  |   ' R a m - N a a m '   e m b o d i e s   a n d   e m b r a c e s   a l l   t h e   h o l y   p l a c e s   o f   p i l g r i m a g e ,   p r o v i d e s   c o m p l e t e   s p i r i t u a l   a b l u t i o n   t o   c l e a n s e   u s   o f   t h e   w o r l d l y   d i r t   a n d   d r o s s   ( e v i l   e f f e c t   o f   t h e   v i c e s   a n d   p a s s i o n s )   l i k e   f e a r ,   d o u b t   a n d   m i s c o n c e p t i o n s . " ;  
 t o d A r r a y [ 8 9 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 8 9 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 8 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 8 9 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	B	0	M	/	  	G	  *	M	0		>	6	  	H	8	>	  9	H	,   	K	  .	K	9	  $	%	>	  		M		>	(	$	>	  	G	  	K	0	  	(	M	'		>	0	  	K	  &	B	0	  	0	  &	G	$	>	  9	H	  |     5	>	8	M	$	5	  .	G		  0	>	.	- 	>	*	  	$	M	/	'	?		  	(		&	  ( *	0	.	>	(	(	M	&	)   *	M	0	&	>	(	  	0	$	>	  9	H	,   *	0	  /	9	  	(		&	  		8	G	  9	@	  .	?	2	$	>	  9	H	,   	?	8	G	  -		5	>	(	M	  8	M	5	/		  &	G	$	>	  9	H	  |   A s   t h e   b r i g h t   s u n s h i n e   d i s p e l s   ( r e m o v e s )   d a r k n e s s   a n d   f i l l s   t h e   u n i v e r s e   w i t h   l i g h t   a n d   w a r m t h ,   s i m i l a r l y ,   ' R a m - N a a m '   b e s t o w s   r a r e   s p i r i t u a l   b l i s s   o n   t h e   d e v o t e e s   s o   ' c h o s e n '   b y   d i s p e l l i n g   t h e i r   i g n o r a n c e ,   d a r k n e s s   a n d   d e l u s i o n s . " ;  
 t o d A r r a y [ 9 0 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 9 0 ] [ 1 ] =   " 0 3 " ; 	 t o d A r r a y [ 9 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  		#	M	!	  8	?	.	0	(	  	0	?	/	G	  ,   	5	?	0	>	.	,   	(	5	0	$	  0	>	.	- 0	>	.	- 0	>	.	  8	?	.	0	?	/	G	  ( 8	M	.	0	#	  	@		?	/	G	)   |   /	9	  			M		$	.	  *	>	 	  9	H	,   8	0	M	5	>	'	?		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  9	H	  $	%	>	  (	@		$	.	  *	>	*	@	,   	$	?	- &	A	7	M		  	>	  -	@	  		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	  |   C e a s e l e s s   ( n o n - s t o p )   r e c i t a l   o f   ' R a m - N a a m '   c l e a n s e s ,   e n n o b l e s   a n d   e l e v a t e s   e v e n   t h e   c h r o n i c   e v i l d o e r s .   A s   s u c h ,   o n e   s h o u l d   f o r e v e r   g o   o n   r e c i t i n g   t h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   w i t h   f e e l i n g ,   f a i t h   a n d   f e r v o u r   ( z e a l ) . " ;  
 t o d A r r a y [ 9 1 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 9 1 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 1 ] [ 3 ] =   " .	H		  &	?	(	- 0	>	$	  0	>	.	- 	C	*	>	  .	>			$	>	  9	B		  	M	/	K			?	  0	>	.	- 	C	*	>	  8	-	@	  	(	0	M	%	K		  8	G	,   &	A	0	M	&	6	>	  8	G	,   		%	2	- *	A	%	2	  8	G	  ,		>	$	@	  9	H	,   0	>	.	- 	C	*	>	  	(	M	$	- 8	.	/	  0		M	7	>	  	0	$	@	  9	H	  |   0	>	.	- *	M	0	-	A	  $	K	  8	,		>	  *	M	0	$	?	*	>	2	(	  	0	(	G	  5	>	2	G	- 0		M	7		  9	H		  |   I   i n v o k e   S r i   R a m ' s   G r a c e   ( a n d   F o r g i v e n e s s )   s o   a s   t o   p r o t e c t   a n d   s e c u r e   m y s e l f   a g a i n s t   t r o u b l e s ,   t u r m o i l s ,   s i n i s t e r   ( e v i l )   d e s i g n s   a n d   m i s f o r t u n e s .   A s   t h e   P r e s e r v e r   a n d   P r o t e c t o r ,   S r i   R a m ' s   G r a c e   s a v e s   a n d   s e c u r e s   a t   t h e   e n d   o f   t h i s   m o r t a l   l i f e . " ;  
 t o d A r r a y [ 9 2 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 9 2 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 2 ] [ 3 ] =   " 0	>	.	- 	C	*	>	  8	0	M	5	K		M		- /	K		  9	H	  |   0	>	.	- 	C	*	>	  *	0	.	- 8	L	-	>		M	/	,   8	A		5	8	0	  9	H	,   &	G	5	- /	K		  9	H	  |   0	>	.	- 	C	*	>	  8	,	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		- 	-	M	/	>	8	K		  .	G		  0	9	8	M	/	  9	H	,   	K	*	(	@	/	  $	$	M	$	M	5	  9	H	  |   0	>	.	- 	C	*	>	  9	@	  5	>	8	M	$	5	?		  	(	M	&	M	0	?	/	- &	.	(	,   .	(	K	(	?		M	0	9	  	5		  8		M		>	  '	0	M	.	  9	H	  |   S r i   R a m ' s   G r a c e   a n d   C o m p a s s i o n   i s   t h e   n o b l e s t   f o r m   o f   d i v i n e   b e n e d i c t i o n ;   t h e   c o r e   c o n t e n t   o f   s p i r i t u a l i t y ;   t h e   q u i n t e s s e n c e   o f   m e t a p h y s i c s   ( ' R a h a s y a v a a d ' ) ;   a n d   t h e   s u r e   w a y   t o   S u p r e m e   W i l l - P o w e r ,   c o n q u e s t   o f   t h e   S e l f   a n d   K n o w l e d g e   o f   t h e   H i g h e s t   R e l i g i o n . " ;  
 t o d A r r a y [ 9 3 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 9 3 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 3 ] [ 3 ] =   " .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	(	>	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	?	  	>	  8	A		&	0	  .	>	0	M		- 8	>	'	(	  9	H	  |   	,	  .	(	  .	G		  0	>	.	- '	A	(	  			>	0	?	$	  9	K	$	@	  9	H	,   	B			$	@	  9	H	,   $	,	  9	@	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  9	K	$	@	  9	H	  |   '	A	(	  :   8	A	0	- $	>	2	  8	9	?	$	  0	>	.	- (	>	.	  	>	  -	@	$	0	  	2	(	>	,   '	M	5	(	@	  	5		  *	M	0	$	?	'	M	5	(	?	  |   I m b i b i n g   S r i   R a m ' s   H o l y   N a m e   i s   a   s u b l i m e   w a y   o f   r e c e i v i n g   H i s   G r a c e .   O n l y   w h e n   t h e   h e a r t   i s   g e n u i n e l y   i m b u e d   ( f i l l e d )   a n d   r e s o n a n t   w i t h   R a m - N a a m ,   d o   S r i   R a m ' s   G r a c e   a n d   B e n e d i c t i o n   b l e s s   t h e   d e v o t e e .   ' D h u n ' :   S p o n t a n e o u s ,   c o n t i n u o u s   a n d   h a r m o n i o u s   r e s o n a n c e   o f   t h e   H o l y   R a m - N a a m   w i t h i n   t h e   D e v o t e e . " ;  
 t o d A r r a y [ 9 4 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 4 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 4 ] [ 3 ] =   " 	H	8	G	  	2	  .	G		  .		2	@	  (	?	0	M	-	/	  9	K		0	  .	8	M	$	  0	9	$	@	  9	H	,   		8	@	  *	M	0		>	0	  .	H		  0	>	.	- (	>	.	  .		*	  (	?	.		M	(	  9	K		0	  0	9	B		  |   .	H		    *	M	0		A	0	  .	>	$	M	0	>	  .	G		  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  	0	B		    	0	  	*	(	G	  *	M	0	?	/	$	.	  8	M	5	>	.	@	  	K	  -	@	$	0	  *	M	0			  	0	B		- 	0	M	%	>	$	  0	>	.	  	5		  0	>	.	- 	C	*	>	  .	G		  	-	?	(	M	(	$	>	  9	H	  |   J u s t   a s   t h e   m a r i n e   l i f e   ( s e a   a n i m a l s   l i k e   f i s h )   r o a m   a r o u n d   f e a r l e s s l y   i n   w a t e r ,   I   w i s h   t o   b e   f u l l y   i m m e r s e d   i n   t h e   g l o r y   o f   R a m - N a a m   a n d   t o   e x p e r i e n c e   O n e n e s s   a n d   c o m p l e t e   i d e n t i f i c a t i o n   w i t h   S r i   R a m   a n d   H i s   G r a c e .   I n d e e d ,   S r i   R a m   a n d   H i s   G r a c e   a r e   o n e   a n d   i n s e p a r a b l e   f r o m   e a c h   o t h e r . " ;  
 t o d A r r a y [ 9 5 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 9 5 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 5 ] [ 3 ] =   " ,	A	&	M	'	?	.	>	(	- 6	M	0	&	M	'	>	2	A	- -		M	$	  *	M	0	G	.	*	B	0	M	5		,   -		M	$	?	- -	>	5	(	>	  8	9	?	$	  	C	*	>	  	G	  *	A			  0	>	.	  	K	  -		$	G	  9	H		  |   0	>	.	- 	C	*	>	  		8	  -		M	$	  .	G		  	5	$	0	?	$	  9	K	$	@	  9	H	  	?	8	  *	0	  5	9	  8	M	5	/		  	C	*	>	  ,	0	8	$	>	  9	H	  |   I t   i s   w i t h   e x t r e m e   f o n d n e s s   a n d   r e v e r e n c e   t h a t   t h e   l e a r n e d   a n d   t h e   d e v o u t   r e m e m b e r   a n d   i n v o k e   t h e   b e n e d i c t i o n   o f   S r i   R a m   w h o   i s   t h e   A p o s t l e   a n d   F o u n t a i n h e a d   o f   C o m p a s s i o n   a n d   G r a c e .   I n d e e d ,   S r i   R a m   H i m s e l f   w i l l s   a n d   c h o o s e s   h i s   B e n e f i c i a r i e s   -   R e c i p i e n t s . " ;  
 t o d A r r a y [ 9 6 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 9 6 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 6 ] [ 3 ] =   " 	C	*	>	- 0	A	*	@	  *	M	0	8	>	&	  $	K	  0	>	.	  &	M	5	>	0	>	  &	@	  		  -	G			  9	H	  |   /	9	  	>	2	- 0	A	*	@	  8	0	M	*	- (	>		  	@	    2	*	G		- 	A		!	2	@	  8	G	,   5	G	&	(	>	  8	G	  	A			>	0	>	  &	?	2	>	$	@	  9	H	  |   (	?	: 8	(	M	&	G	9	,   (	?	0	M	5	?	5	>	&	  0	>	.	  	>	  (	>	.	,   	C	*	>	- 0	B	*	@	    *	M	0	8	>	&	  &	M	5	>	0	>	  	.	C	$	- 8	A		  	>	  8	M	5	>	&	  &	G	$	>	  9	H	  |   S r i   R a m   H i m s e l f   b e s t o w s   H i s   G r a c e   o n   t h e   d e v o t e e s   a n d   l i b e r a t e s   t h e   h u m a n   s o u l s   f r o m   t h e   c l u t c h e s   a n d   f a n g s   o f   T i m e   -   t h e   R u t h l e s s   ( w i t h o u t   p i t y )   S e r p e n t .   I n d e e d ,   S r i   R a m ' s   G r a c e   p r o v i d e s   t h e   n e c t a r o u s   ( l i k e   n e c t a r )   b l i s s   s u r e l y   a n d   u n m i s t a k a b l y . " ;  
 t o d A r r a y [ 9 7 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 9 7 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 7 ] [ 3 ] =   " *	M	0	-	A	  &	M	5	>	0	>	  &	?	/	>	  	/	>	  	C	*	>	- *	M	0	8	>	&	  	0	M	%	>	$	  *	M	0	-	A	  *	M	0	8	(	M	(	$	>	,   .	>			2	?		  9	H	  	5		  6	>		$	?	  	@	  *	M	0	&	>	$	>	  9	H	  |   *	M	0	8	>	&	  $	K	  	*	(	G	  	*	  ,	M	0	9	M	.	- '	>	.	  .	G		  2	G	  	>	$	>	  9	H	  |   /	9	  *	M	0	8	>	&	  		8	@	  *	M	0	>	#	@	  	K	  *	M	0	>	*	M	$	  9	K	$	>	  9	H	,   	K	  0	>	.	- 0	>	.	-   0	B	*	@	  &	?	5	M	/	  6	,	M	&	  	>	  (	?	0	(	M	$	0	  			M		>	0	#	  	0	$	>	  9	H	  |   H e   a t t a i n s   S r i   R a m ' s   G r a c e   a n d   B e n e v o l e n c e   w h o   c h a n t s   H i s   d i v i n e   n a m e   k e e n l y   a n d   f e r v e n t l y .   S u c h   a   d e v o t e e   a l s o   e x p e r i e n c e s   S r i   R a m ' s   l i b e r a l   m u n i f i c e n c e   ( g e n e r o s i t y )   i n   b e i n g   b l e s s e d   w i t h   b l i s s   a n d   i n n e r   p e a c e ,   a n d   i s   l e d   t o   G o d ' s   a b o d e . " ;  
 t o d A r r a y [ 9 8 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 9 8 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  	7	'	?	  	>	  8	G	5	(	  	@		?		    	0	  	(	M	.	  - .	0	#	  	G	  0	K		  8	G	  .	A		M	$	  9	K	  	>		/	G	,   0	K		  	K	  (	7	M		  	0	  &	@		?		    |   0	>	.	- (	>	.	  0	B	*	@	    	.	C	$	  	>	  8	G	5	(	  6	A	&	M	'	- 8	A	8	M	*	7	M		  	5		  8	M	%	?	0	  .	K		M	7	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   T h e   o n l y   ' m e d i c i n e '   w o r t h   t a k i n g   i s   t h e   H o l y   R a m - N a a m   t h a t   S u r e l y   d e l i v e r s   a n d   l i b e r a t e s   u s   f r o m   t h e   e n d l e s s   c h a i n   o f   l i f e   a n d   d e a t h ,   t h e   a g o n y   a n d   t r a v a i l s   ( p a i n )   o f   m o r t a l   l i f e ,   a n d   l e a d s   u s   t o   s a l v a t i o n   ( i m m o r t a l i t y   o f   t h e   s o u l )   o f   t h e   p u r e s t   a n d   h i g h e s t   o r d e r . " ;  
 t o d A r r a y [ 9 9 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 9 9 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 9 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 9 9 ] [ 3 ] =   " 0	>	.	- 0	>	.	  '	M	5	(	?	  	@	  *	M	0	$	?	'	M	5	(	?	  8	G	  	(	M	.	- .	0	#	  	>	  -	/	  &	B	0	  9	K	  	>	$	>	  9	H	  	0	  0	>	.	- 0	>	.	  '	M	5	(	?	  *	0	  '	M	/	>	(	  2		>	(	G	  8	G	- 		>		M	0		?	$	  9	K	(	G	  8	G	  8	-	@	  		M		>		/	>		  *	M	0			  9	K	  	>	$	@	  9	H		,   8	L	-	>		M	/	  		&	?	$	  9	K	$	>	  9	H	  |   W i t h   t h e   e c h o e s   o f   t h e   s o u n d   o f   h o l y   ' R a m - R a m '   a l l   a p p r e h e n s i o n s   o f   t h e   b i r t h - d e a t h - b i r t h   c y c l e   d i s a p p e a r .   A l s o   v a n i s h   a l l   t h e   e v i l   f o r c e s   y i e l d i n g   p l a c e   t o   t h e   a u s p i c i o u s   f o r c e s   o f   a l l   r o u n d   w e l l   b e i n g   a f t e r   t h e   d e v o t e e   t r a i n s   h i s   m i n d   a n d   a t t e n t i o n   o n   t h e   H o l y   s o u n d   o f   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 1 0 0 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 1 0 0 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 0 ] [ 3 ] =   " .	H		  0	>	.	- (	>	.	  	>	  5	?	6	?	7	M		  &	>	(	  .	>			$	>	  9	B		- *	M	0	-	A	  0	>	.	  8	G	  		(		G	  .	'	A	0	  (	>	.	  	>	  .	9	>	(	- 			M		$	.	  &	>	(	  .	>			$	>	  9	B		,   /	9	  (	?	0	M	'	(	,   (	?	0	M	,	2	- &	0	?	&	M	0	@	  	>	  		&	M	'	>	0	- 	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	  |   .	H		  [	(	M	.	- 	(	M	.	>	(	M	$	0	  	>	  -	B		>	  0	>	.	- &	M	5	>	0	  *	0	  	\	>	  9	B		,   (	  .	A		.	G		  -		M	$	?	,   (	  *	M	0	G	.	,   (	  6	M	0	&	M	'	>	  	0	  (	  9	@	  	(	A	0		M	$	?	  9	H	  |   I   h u m b l y   b e s e e c h   ( r e q u e s t )   a n d   p r a y   f o r   t h e   b e n e f a c t i o n   o f   t h e   u n p a r a l l e l e d   R a m - N a a m   t h a t   d i s p e l s   ( r e m o v e s )   p r i v a t i o n   a n d   p o v e r t y ,   a n d   g r a n t s   a l l   t h e   b l e s s i n g s .   F o r   t h e   p a s t   i n n u m e r a b l e   l i v e s ,   I   h a v e   b e e n   d e v o i d   o f   H i s   G r a c e   a n d   a m   i n d e e d   w i t h o u t   a n y   p o s i t i v e   t r a i t s   ( q u a l i t i e s )   l i k e   d e v o t i o n ,   a r d e n t   d e s i r e ,   f a i t h   a n d   g e n u i n e   s p i r i t u a l   q u e s t   ( s e a r c h ) . " ;  
 t o d A r r a y [ 1 0 1 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 1 0 1 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 1 ] [ 3 ] =   " *	0	(	M	$	A	  /	9	@	  .	G	0	@	  	0	A	#	      *	A		>	0	  9	H	  	?	  ' .	H		  $	G	0	>	  9	B		'   ;   	$		  	0	#	K		  .	G		  	?	0	G	  .	A			K	  8		-	>	2	K	,   .	A		  *	0	  .	G	9	0	  	0	K	,   	C	*	>	  	0	K	  |   9	G	  *	M	0	-	A	!   	*	  .	G	0	@	  $	M	0	A		?	/	K		  	@	  	0	  '	M	/	>	(	  (	  &	G		0	  	*	(	G	  8	>	.	0	M	%	M	/	,   	*	(	G	  8	M	5	-	>	5	,   	*	(	@	  			M		  /	6	- 	@	0	M	$	?	  	>	  5	?		>	0	  	0		G	,   .	A		G	  	*	(	G	  (	>	.	  	?	  *	M	0	@	$	?	    &	@		?		  |   I   p a s s i o n a t e l y   b e s e e c h   T h e e ,   O   L o r d ,   S r i   R a m !   b e c a u s e   ' I   a m   T h i n e '   o n l y .   H e r e   d o   I   l i e   p r o s t r a t e   b e f o r e   T h e e !   P r a y ,   b e t h i n k   T h i n e   s t a t u r e ,   m a g n i f i c e n c e ,   f a m e   a n d ,   b e i n g   u n m i n d f u l   o f   m y   v i c e s   a n d   f r a i l t i e s ,   g r a n t   m e   T h i n e   F o r g i v e n e s s ,   P a t r o n a g e ,   A f f e c t i o n ,   B l e s s i n g s   a n d   u n s h a k e a b l e   f a i t h   i n   m y   d e v o t i o n   f o r   Y o u ! " ;  
 t o d A r r a y [ 1 0 2 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 1 0 2 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	G	  $	K	  5	G	  -	@	  $	>	0	  &	?		  	0	M	%	>	$	  		(	  8	,	  	>	  -	@	  		&	M	'	>	0	  	0	  &	?	/	>	  	K	  '	0	M	.	- 9	@	(	- (	>	8	M	$	?		  %	G	,   (	@		  %	G	,   	B	(	@	  %	G	,   	2	@	,   '	K		G	,	>		  %	G	,   	#	?	$	- 	6	M	2	@	2	- ,	A	0	G	  	0	M	.	  	0	(	G	  5	>	2	G	  	(	G		  *	>	*	@	  %	G	,   5	G	  -	@	  8	,	  		  0	>	.	- (	>	.	  2	G	  	0	  $	0	  	/	G	  |   T h e   h o l y   ' R a m - N a a m '   e n s u r e d   u l t i m a t e   s a l v a t i o n   e v e n   t o   t h o s e   w h o   w e r e   a t h e i s t i c   a n d   i r r e l i g i o u s ,   a n d   w h o   l e d   a   l i f e   o f   w i c k e d n e s s ,   i m m o r a l i t y ,   c r i m e ,   p r o m i s c u i t y   ( i n d i s c r i m i n a t e   p h y s i c a l   r e l a t i o n s ) ,   d e c e i t   a n d   t r e a c h e r y .   T h i s   w a s   t h e   r e s u l t   o f   r e m e m b e r i n g   S r i   R a m ' s   N a m e   o n l y . " ;  
 t o d A r r a y [ 1 0 3 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 1 0 3 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 3 ] [ 3 ] =   " 	K	  &	C	]	  - (	?	6	M		/	@	  (	9	@		,   	5	?	6	M	5	>	8	@	  %	G	,   	8	9	(	6	@	2	  %	G	,   	?	(		>	  .	(	  	8	M	%	?	0	- -		5	>	(	M	,   *	0	  (	9	@		  	?		$	>	,   	(	H	$	?		  	0	M	.	  	0	(	G	  5	>	2	G	  	0	M	%	>	$	  	0	M	.	  '	0	M	.	>	(	A		B	2	  (	9	@		  %	G	,   	8	G	  '	0	M	.	  	5		  	0	M	.	- 9	@	(	- $	A		M		  	0	M	.	@	  -	@	,   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	*	  	0	  (	?	7	M	*	>	*	  9	K	  	/	G	,   	8	G	  *	5	?	$	M	0	  9	K	  	/	G	  	?	  		(		@	  6	A	'	M	"	<	$	>	  	?	  $	A	2	(	>	  (	9	@		  	?	  	>	  8		$	@	  	0	M	%	>	$	  5	G	  8	,	  ,	?	2		A	2	- (	?	$	>	(	M	$	- (	?	0	M	.	2	- *	>	*	  0	9	?	$	  9	K	  	/	G	  |     '	C	$	?	  :   '	H	0	M	/	- &	C	]	  (	?	6	M		/	- &	C	]	  8			2	M	*	  |   T h e   G r a c i o u s n e s s   o f   ' S r i   R a m - N a a m '   s a v e s   t h e   s o u l s   o f   e v e n   t h o s e   w h o   l a c k   s t e a d i n e s s ,   f a i t h ,   s e l f - r e s t r a i n t   a n d   a r e   i r r e l i g i o u s   a n d   o v e r t l y   i n d u l g e n t   ( f o n d   o f   p l e a s u r e ) .   T h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   h e l p e d   a n d   s u s t a i n e d   t h e   w o r s t   o f f e n d e r s   a n d   c r i m i n a l s ,   w h o   w e r e   a b s o l u t e l y   c l e a n s e d   a n d   p u r i f i e d   w i t h o u t   a n y   t r a c e s   o f   p a s t   s i n f u l n e s s .     " ;  
 t o d A r r a y [ 1 0 4 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 1 0 4 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 4 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	A		  8	G	  	5		  .	(	  8	G	  ,	K	2	(	G	  8	G	  -	@	$	0	  	G	  &	M	5	>	0	  	A	2	  	>	$	G	  9	H		,   		M		>	(	$	>	  	>	  *	0	M	&	>	  9		  	>	$	>	  9	H	,   +		  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  8	G	  9	M	0	&	/	-   	.	2	  	?	2	    	>	$	>	  9	H	,   5	?		8	?	$	  9	K	$	>	  9	H	  $	%	>	  8	>	'	(	>	  8	A		.	/	@	- 	(		&	.	/	@	  9	K	  	>	$	@	  9	H	,   	0	M	%	>	$	  8	+	2	@	-	B	$	  9	K	  	>	$	@	  9	H	  |   S i l e n t   a n d   p e r s i s t e n t   r e c i t a t i o n   o f   t h e   H o l y   ' R a m - N a a m '   d i s p e l s   ( r e m o v e s )   w i t h   i t s   r e s p l e n d e n c e   ( d a z z l i n g   b r i g h t n e s s )   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   a n d ,   i n s t e a d ,   f i l l s   t h e   d e v o t e e ' s   i n n e r   b e i n g   w i t h   S u p e r c o n s c i o u s n e s s .   K n o w l e d g e   o f   t h e   ' B r a h m a n ' - t h e   L o t u s   b r i n g s   o u r   s p i r i t u a l   q u e s t   ( s e a r c h )   t o   i t s   g r a n d   f i n a l e - O n e n e s s   w i t h   t h e   C r e a t o r . " ;  
 t o d A r r a y [ 1 0 5 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 1 0 5 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 5 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  6	0	@	0	  	5		  .	(	  .	G		  ,	8	  	>	/	G	  	0	  8	>		8	- 8	>		8	  $	%	>	  (	>	!	@	- (	>	!	@	  8	G	  ( 9	0	  $		$	M	0	?		>	  8	G	)   	*		(	G	  2		G	  	0	M	%	>	$	  0	>	.	- (	>	.	  -	@	$	0	  	8	  *	M	0		>	0	  8	.	>	  	>	/	G	  	?	  *	M	0	$	M	/	G		  0	K	.	,   			  	5		  	K	6	?		>	  8	G	  /	G	  	8	G	  0	?	8	G	- 	H	8	G	  *	9	>	\	@	  	6	M	.	G	  8	G	  	2	  0	?	8	$	>	>	  9	H	  |   $	,	  8	M	5	*	M	(	  .	G		  -	@	  	-	@	  0	>	.	- (	>	.	  	>	  5	?	8	M	.	0	#	  (	9	@		  9	K	$	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- 0	>	.	- 0	>	.	  (	?	$	M	/	  /	>	&	    0	9	$	>	  9	H	;   (	>	.	- 8	M	.	0	#	  (	?	$	M	/	  ,	(	>	  0	9	$	>	  9	H	  |   W h e n   t h e   H o l y   ' R a m - N a a m '   p e r v a d e s   ( f i l l s )   o u r   h e a r t   a n d   s o u l ,   t h e   e n t i r e   B e i n g ,   i n c l u d i n g   e v e r y   p o r e   a n d   b r e a t h ,   p u l s a t e s   w i t h   S r i   R a m ' s   G r a c e   a s   s p o n t a n e o u s l y   a s   t h e   h i l l y   s p r i n g s   g u s h   f o r t h   e f f o r t l e s s l y .   T h e r e a f t e r ,   n o t   i n   t h e   s l u m b e r o u s   s t a t e   ( d r e a m s )   d o e s   t h e   d e v o t e e   b e c o m e   o b l i v i o u s   ( f o r g e t f u l )   o f   t h e   a u s p i c i o u s   ' R a m - R a m ' .   I n s t e a d ,   ' R a m - R a m   S r i   R a m - R a m - R a m '   b e c o m e s   i n t e g r a l   p a r t   o f   h i s   c o n s c i o u s n e s s   a n d   h e   e x p e r i e n c e s   a b i d i n g   r e m e m b r a n c e   o f   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 1 0 6 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 1 0 6 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  8		/	K		  8	G	  8	-	@	  	>	0	M	/	  8	?	&	M	'	  9	K	  	>	$	G	  9	H		,   *	B	0	M	#	  9	K	  	>	$	G	  9	H		  |   5	M	/		M	$	?	  '	(	M	/	  9	K	  	>	$	>	  9	H	,   	C	$	M	/	- 	C	$	M	/	    9	K	  	>	$	>	  9	H	    |   	8	  	$	M	/		$	?		  8	A		  	>	  	-	@	  	M	7	/	  (	  9	K	(	G	  5	>	2	>	  '	>	.	- -	#	M	!	>	0	  .	9	>	- &	>	(	  	G	  0	B	*	    .	G		  $	,	  .	?	2	$	>	  9	H	  	,	  &	G	5	K		  	G	  &	G	5	  *	M	0	-	A	  0	>	.	  &	G	$	G	  9	H		  |   S r i   R a m ' s   n o b l e   a n d   c o m p a s s i o n a t e   ' N a a m '   h e l p s   i n   r e a l i z i n g   a l l   o u r   g o a l s .   T h e   d e v o t e e   e x p e r i e n c e s   f u l f i l m e n t   o f   h i s   h u m a n   e x i s t e n c e .   T h e   t r u l y   l a s t i n g   a n d   i n d e s t r u c t i b l e   w e a l t h   o f   u l t i m a t e   b l i s s   i s   r e c e i v e d   w h e n   G o d   o f   G o d s ,   S r i   R a m   b l e s s e s   u s   w i t h   i t . " ;  
 t o d A r r a y [ 1 0 7 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 1 0 7 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 7 ] [ 3 ] =   " .	G	0	>	  	9	K	-	>		M	/	!   .	H		(	G	  $	,	  8	G	  0	>	.	- (	>	.	  0	B	*	  '	(	  *	M	0	>	*	M	$	  	0	  2	?	/	>	  	,	  8	G	  0	>	.	- (	>	.	  .	G	0	G	  	>	(	  .	G		  *	M	0	5	?	7	M		  9	A		  ,   	,	  8	G	  .	H		(	G	  0	>	.	- (	>	.	  .	A		  8	G	  	>	(	>	  	0	.	M	-	  	?	/	>	  $	%	>	  	,	  8	G	  0	>	.	  (	>	.	- .		$	M	0	  *	0	  .	G	0	>	  .	(	  		>		M	0	  9	A		  .	G	0	>	  '	M	/	>	(	  2		(	G	  2		>	  |   H o w   i n d e e d   l u c k y   a m   I   t o   h a v e   b e e n   b l e s s e d   w i t h   t h e   m o s t   i n v a l u a b l e   w e a l t h   o f   ' R a m - N a a m ' !   T h i s   p r i c e l e s s   t r e a s u r e   b e c a m e   m i n e   o n l y   w h e n   w i t h   f a i t h   a n d   f e e l i n g   I   b e g a n   t o   r e c i t e ,   l i s t e n   t o   a n d   c o n t e m p l a t e   ' R a m - N a a m ' - s t e a d f a s t l y   a n d   w i t h o u t   a n y   d i s t r a c t i o n   ( i n t e r r u p t i o n ) . " ;  
 t o d A r r a y [ 1 0 8 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 1 0 8 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  *	B			@	    *	M	0	>	*	M	$	  	0	  	9	0	@	  		M		>	(	$	>	  ( .	9	>			M		>	(	$	>	)   &	M	5	>	0	>	  		$	M	*	(	M	(	  	5		  &	?	/	>	  	/	>	  .	9	>	  &	A	: 	  5	?	(	7	M		    9	K	  	/	>	  	0	M	%	>	$	  0	>	.	  (	>	.	  	?	  8	.	M	*	&	>	  *	M	0	>	*	M	$	  9	K	(	G	  *	0	  .	9	>			M		>	(	$	>	  	0	  .	9	>	&	A	: 	K		  	>	  5	?	'	M	5		8	  9	K	  	>	$	>	  9	H	  |   	H	8	G	  9	@	  0	>	.	  	G	  *	M	0	$	?	  	(	A	0	>		  8	G	  9	C	&	/	  *	0	?	*	B	0	M	#	  9	A		  $	-	@	  8	G	  8	0	M	5	- 8				  &	B	0	  9	K	  	/	G	  |   .	>	(	K	  	,	  -		5	$	*	M	0	G	.	    	?	  ,	>	]	  	$	@	  9	H	  $	K	  5	9	  8	>	0	G	  8				,   -	M	0	.	  	*	(	G	  8	>	'	  ,	9	>	  2	G	  	>	$	@	  9	H	  |   0	>	.	  (	>	.	  	5	?	&	M	/	>	  	G	  	(	M	'		>	0	  	K	  &	B	0	  	0	(	G	  	0	  5	?	*	$	M	$	?	/	K		  	>	  (	>	6	  	0	(	G	  	>	  		B		  .	(	M	$	M	0	  9	H	  |   A s   t h e   d e v o t e e   i s   b l e s s e d   w i t h   t h e   u n i q u e   s p i r i t u a l   w e a l t h   o f   ' R a m - N a a m ' ,   t h e   d a r k   a n d   p a i n f u l   c l o u d s   o f   i g n o r a n c e   d i s s o l v e   a n d   d i s a p p e a r .   A l s o   g e t   w a s h e d   a w a y   i n   t h e   d e l u g e   ( f l o o d )   o f   S r i   R a m ' s   G r a c e   a l l   t h e   e v i l   f o r c e s   o f   f e a r ,   d o u b t   a n d   m i s f o r t u n e .   F o n d   a n d   d e v o u t   d e v o t i o n   t o   S r i   R a m   t r a n s f o r m s   i t s e l f   i n t o   a n   i n f a l l i b l e   r e m e d y   a n d   a n t i d o t e   f o r   e v e n   t h e   w o r s t   f o r m s   o f   i g n o r a n c e ,   d o u b t s   a n d   m i s f o r t u n e s . " ;  
 t o d A r r a y [ 1 0 9 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 1 0 9 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 0 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 0 9 ] [ 3 ] =   " /	9	>		  $		  	?	  	K	  	K		  		  ,	>	0	  -	@	  0	>	.	- (	>	.	  	*	$	>	  9	H	,   		8		G	  -	@	$	0	  -	@	  	8	    (	>	.	  	?	  		$	(	@	  8	.	M	*	$	M	$	?	  8			?	$	  9	K	  	>	$	@	  9	H	,   	?	$	(	@	  &	G	5	K		  	G	  	K	7	>	'	M	/		M	7	  	A	,	G	0	  	G	  	K	7	  .	G		  9	H	  |   0	>	.	- 0	>	.	  	G	  	*	(	G	  8	G	  $	K	  ,	G		>	0	>	- &	/	(	@	/	,   (	?	0	M	'	(	- (	?	0	M	,	2	,   &	A		@	,   &	0	?	&	M	0	@	,   5	M	/	%	?	$	  -	@	  (	?	9	>	2	  9	K	  	>	$	>	  9	H	,   8	.	C	&	M	'	,   5	H	-	5	6	>	2	@	  	5		  -	>		M	/	5	>	(	  9	K	  	>	$	>	  9	H	  |   P a s s i o n a t e   a n d   s o u l f u l   r e m e m b r a n c e   o f   R a m - N a a m ,   e v e n   t h o u g h   o n c e ,   e n r i c h e s   t h e   d e v o t e e   s p i r i t u a l l y   i n   a   w a y   t h a t   c a n   c o m p a r e   w e l l   w i t h   M a m m o n   -   G o d   o f   W e a l t h .   R e c i t a l   o f   ' R a m - R a m '   w i t h   d e v o t i o n   a n d   f a i t h   e n d o w s   e v e n   t h e   h e l p l e s s ,   h a p l e s s ,   d e s t i t u t e ,   i n d i g e n t   ( n e e d y )   a n d   d e p r e s s e d   w i t h   w e a l t h ,   a f f l u e n c e ,   e m i n e n c e   a n d   g o o d   l u c k . " ;  
 t o d A r r a y [ 1 1 0 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 1 1 0 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 0 ] [ 3 ] =   " 	$		5	  	*	(	G	  9	M	0	&	/	  	K	  0	>	.	- (	>	.	  8	G	  *	0	?	*	B	0	?	$	  	0	  !	>	2	?		,   -	0	>	  2	@		?		  ,   	0	  0	>	.	- (	>	.	  0	B	*	@	  '	(	  9	@	  		$	M	0	?	$	  	0	?		,   	8	@	  8		M		G	  '	(	  	>	  8			M	0	9	  	0	G		  |   	*	(	G	  -	@	$	0	  0	>	.	- (	>	.	  0	B	*	@	  .	B	0	M	$	?	  	K	  8	M	%	>	*	?	$	  	0	  2	G		  $	%	>	  -	@	$	0	  	@	  	0	  .	A	\		0	  *	B		(	  	0	>	'	(	  	0	G		- 	(	M	$	8	M	%	- 	(	M	$			0	#	- 9	M	0	&	/	  .	G		  	8	@	(	  *	M	0	-	A	  0	>	.	  	@	  		*	>	8	(	>	  	0	G		  |   W e   s h o u l d   a m a s s   a n d   a c c u m u l a t e   t h e   o n l y   s a c r o s a n c t   w e a l t h   o f   ' R a m - N a a m '   i n   o u r   h e a r t s .   I n   f a c t ,   ' R a m - N a a m '   s h o u l d   b e   e m b e d d e d   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g .   W e   s h o u l d   i n t r o s p e c t   a n d   f o r e v e r   r e m a i n   i n   a   s t a t e   o f   d e v o u t   a n d   p r o f o u n d   c o n t e m p l a t i o n   o n   t h e   g l o r i e s   o f   S r i   R a m   W h o   g r a c e s   o u r   i n n e r   b e i n g . " ;  
 t o d A r r a y [ 1 1 1 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 1 1 1 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 1 ] [ 3 ] =   " -	@	$	0	  ,		  0	9	@	  8	?	$	>	0	  	K	  			G		  ,		&	  	0		G	  0	>	.	- 0	>	.	  	@	  .	'	A	0	  			>	0	- 	B			- '	M	5	(	?	  	K	  8	A	(	?		  	0	M	%	>	$	  -	@	$	0	  ,		  0	9	@	  	5		  	$	?	  .	'	A	0	  0	>	.	- 0	>	.	    	A			>	$	@	  - 			>	0	?	$	  9	A		,   8	?	$	>	0	  	K	  		G		  ,		&	  	0		G	  8	A	(	?		,   		8	.	G		  .	(	  	K	  8	A	8	M	5	0	  	0	  2	K	  $	%	>	  	8	  *	M	0		>	0	  0	>	.	- 0	>	.	  '	A	(	  .	G		,   2	/	  .	G		  5	?	2	A	*	M	$	  9	K	  	>		,   	K	  	>		  |   W e   s h o u l d   b e   a t t u n e d   t o   t h e   c e l e s t i a l   ( h e a v e n l y )   h a r m o n y   e m a n a t i n g   ( o r i g i n a t i n g )   f r o m   t h e   h o l y   ' R a m - R a m '   t h a t   f o r e v e r   o r c h e s t r a t e s   ( r u n s ,   p e r f o r m s )   w i t h i n .   I n   f a c t ,   o u r   c o n s c i o u s n e s s   s h o u l d   l o s e   i t s   i n d e p e n d e n t   i d e n t i t y   a n d   m i n g l e   a n d   m e r g e   w i t h   S r i   R a m ' s   S u p e r c o n s c i o u s n e s s . " ;  
 t o d A r r a y [ 1 1 2 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 1 1 2 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 2 ] [ 3 ] =   " 9	G	  0	>	.	!   .	H		  8	&	>	  0	>	.	- 0	>	.	  9	@	  	*	B		  |   9	G	  *	M	0	-	A	!   .	H		  8	&	H	5	  0	>	.	- 0	>	.	  *	0	  9	@	  '	M	/	>	(	  2		>	
		  | |   9	G	  9	0	@	!   9	G	  8	M	5	>	.	@	!   .	H		  8	&	>	  8	&	>	    0	>	.	- 0	>	.	  9	@	  8	?	.	0	B		    $	%	>	  8	&	H	5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  9	@	  	>	
		  |   O   M o s t   A d o r a b l e ,   S r i   R a m !   G r a n t   m e   t h e   b l e s s i n g   o f   i n v o k i n g   a n d   r e m e m b e r i n g   T h y   H o l y   N a m e   e a c h   m o m e n t   a n d   e v e r y   b r e a t h   o f   m y   l i f e .   I   w i s h   t o   m e d i t a t e ,   c o n t e m p l a t e   a n d   s i n g   d e v o u t l y   t h e   g l o r i e s   o f   T h i n e   N a m e   a l o n e . " ;  
 t o d A r r a y [ 1 1 3 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 1 1 3 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 3 ] [ 3 ] =   " 	8	  &	?	5	M	/	,   	.	0	  	0	(	G	  5	>	2	@	  5	>	#	@	  	>	  (	?	$	M	/	  	@	0	M	$	(	  	5		  8			@	0	M	$	(	  	0	(	G	  	>	  	-	?	*	M	0	>	/	  9	H	;   	*	(	G	  .	(	- .		&	?	0	  .	G		  0	>	.	- 0	>	.	  	K	  *	M	0	$	?	7	M	 	?	$	  	0	(	>	  |   (	?	$	M	/	  *	>	 	  &	A			  5	?	*	$	M	$	?	  	K	  0	K		$	>	  9	H	,   	5	0	A	&	M	'	  	0	$	>	  9	H	  $	%	>	  8	L	-	>		M	/	,   5	H	-	5	,   	6	M	5	0	M	/	,   *	M	0	&	>	$	>	  9	H	,   8	A		- &	>	$	>	  9	H	,   .	>			2	?		  9	H	,   6	A	-	>	0	.	M	-	  9	H	  |   D a i l y   r e c i t a l   o f   S r i   A m r i t   V a a n i   w i t h   f a i t h   a n d   r e v e r e n c e   f o s t e r s   t h e   i n s t a l l a t i o n   o f   ' R a m - R a m '   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g   -   S o u l .   R e g u l a r   a n d   d e v o t i o n a l   r e c i t a t i o n   o f   S r i   A m r i t   V a a n i   g u a r d s   a g a i n s t   a l l   w o r r i e s   a n d   t r o u b l e s ,   a n d   a u g u r s   a l l   r o u n d   w e l l - b e i n g ,   a b u n d a n c e   o f   a f f l u e n c e ,   h e a l t h   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 1 1 4 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 1 1 4 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 4 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  	>	*	  	5		  8			@	0	M	$	(	- 	A	#		>	(	  8	G	  	.	C	$	  	>	  ( .	>	'	A	0	M	/	  	>	)   8			>	0	  9	K	$	>	  9	H	  	0	M	%	>	$	  /	9	  .	'	A	0	$	>	  	K	  		&	?	$	  	5		  5	M	/	>	*	M	$	  	0	$	>	  9	H	  |   	8	8	G	  0	>	.	  	5		  		8		G	  (	?	5	>	8	- 8	M	%	>	(	  8	G	  *	M	0	G	.	  9	K	  	>	$	>	  9	H	  	0	  8	&		A	#	K		  	G	  8	.	B	9	  	>	  5	?	8	M	$	>	0	  9	K	$	>	  9	H	,   		M		G	- 		M		G	  &	?	5	M	/	- 	A	#	K		  .	G		  5	C	&	M	'	?	  9	K	$	@	  9	H	  |   R e v e r e n t i a l   r e c i t a l   a n d   c o n t e m p l a t i o n   o f   ' R a m - N a a m '   g r a n t s   t h e   g i f t   o f   d i v i n e   n e c t a r   a n d   e n h a n c e s   t h e   d e v o t e e ' s   s p i r i t u a l   a t t a i n m e n t s   m a n i f o l d ,   s t r e n g t h e n s   t h e   s p i r i t u a l   b o n d   w i t h   S r i   R a m   a n d   f o s t e r s   p o s i t i v e   a n d   l o f t y   t r a i t s   ( q u a l i t i e s ) . " ;  
 t o d A r r a y [ 1 1 5 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 1 1 5 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 5 ] [ 3 ] =   " 0	>	.	  $	>	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	,   5	?	.	K		(	  	0	(	G	  5	>	2	>	  9	H	,   	K	  	8			M	/	  2	>	-	,   8	A		- -	K		,   8	+	2	$	>	,   8	?	&	M	'	?	  *	M	0	&	>	(	  	0		G	  	(		&	  	>	  		*	-	K		  	0	5	>	(	G	    5	>	2	>	  9	H	  |   	8	  .		$	M	0	  	G	  	*	(	G	  8	G	  .	A		M	$	?	  ( .	K		M	7	)   *	M	0	>	*	M	$	?	,   (	?	0	M	5	>	#	,   0	>	.	- '	>	.	  	?	  *	M	0	>	*	M	$	?	,   -		5	&	8	>		M	7	>	$	M		>	0	,   *	0	.	  *	&	  	@	    *	M	0	>	*	M	$	?	  ,   	$	M	.	>	- *	0	.	>	$	M	.	>	  	>	  .	?	2	(	  		M	/	  ,   		0	B	*	$	>	-   2	>	-	  *	M	0	>	*	M	$	  9	K	  	G	  0	9	G		>	,   	8	>	  8	A	&	C	]	    (	?	6	M		/	  0		?		  |   R a m - M a n t r a   i s   t h e   R e d e e m e r   a n d   S a v i o u r   w h i c h   d e l i v e r s   o u r   s o u l   f r o m   t h e   m o r t a l   b o n d a g e   ( c a p t i v i t y   i n   t h e   p e r i s h a b l e   h u m a n   b o d y ) .   B e   s u r e   t h a t   r e m e m b r a n c e   o f   t h i s   M a h a a - M a n t r a   l e a d s   t o   s a l v a t i o n   a s   w e l l   a s   p r o v i d e s   a l l   r o u n d   b l i s s ,   g o o d   f o r t u n e ,   G o d - R e a l i z a t i o n   a n d   O n e n e s s   w i t h   t h e   S u p r e m e   B e i n g .   ( M a y   o u r   f a i t h   i n   t h e   M a h a a - M a n t r a   o f   R a m - N a a m   b e   r e s o l u t e   a n d   u n s h a k e a b l e ) . " ;  
 t o d A r r a y [ 1 1 6 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 1 1 6 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 6 ] [ 3 ] =   " 5	C	&	M	'	?	  	8	M	$	?		  -	>	5	  	@	,   6	A	-	  .			2	  8			>	0	  |     	-	M	/	A	&	/	  8	&	M	'	0	M	.	  	>	  ,   0	>	.	  (	>	.	  5	?	8	M	$	>	0	  | |     5	?	6	M	5	  .	G		  	6	M	5	0	  	G	  *	M	0	$	?	  	8	M	%	>	  	5		  	6	M	5	0	@	/	  	M		>	(	  	G	  *	M	0	$	?	  6	M	0	&	M	'	>	- 5	?	6	M	5	>	8	  ,	!	<	G	,     5	?	6	M	5	  -	0	  .	G		  6	A	-	  	5		  .			2	  5	M	/	>	*	M	$	  9	K	  |   8		M		G	  '	0	M	.	  	>	  		&	/	  9	K	  $	%	>	  0	>	.	- (	>	.	  	>	  5	?	8	M	$	>	0	  ( +	H	2	>	5	)   9	K	  |   :   A   d e v o u t   a n d   s e l f l e s s   i n v o c a t i o n   t o   G o d   o f   G o d s   S r i   R a m   :   ' M a y ,   w i t h   t h e   G r a c e   a n d   B e n e v o l e n c e   o f   t h e   S u p r e m e   S o u l   -   S R I   R A M ,   t h e   w o r l d   b e   l e d   i n t o   a b i d i n g   f a i t h   a n d   k n o w l e d g e   o f   t h e   a l l - p e r v a s i v e   g o d l i n e s s ,   g o o d n e s s   a n d   w e l l - b e i n g !   L e t   t r u e   s p i r i t u a l i t y   p e r m e a t e   t h e   u n i v e r s e   a n d   t h e   h o l i e s t   o f   t h e   h o l y   R a m - N a a m   t r a n s c e n d   ( r i s e   a b o v e )   a l l   b a r r i e r s ! ' " ;  
 t o d A r r a y [ 1 1 7 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 1 1 7 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 7 ] [ 3 ] =   " 	8	G	  5		(	- 6	,	M	&	- 8	.	B	9	,   	K	  	.	C	$	  9	H		,   	8	G	  ,	K	2	,   	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	$	G	  9	H		  -   	K	  	.	0	  ,	(	>	  &	G	$	G	  9	H		,   	8	@	  5	>	#	@	  	?	8		G	  ,	K	2	(	G	- 	>	(	G	  8	G	  5	M	/		M	$	?	  	.	0	  9	K	  	>	$	>	  9	H	,   5	9	  	.	C	$	5	>	#	@	  |   8	0	M	5	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  (	.	8	M		>	0	  |   *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	,	  6		M	$	?	/	K		  8	G	  /	A		M	$	  9	H	  	0	M	%	>	$	  	?	(	  .	G		  8	.	B		@	  6		M	$	?	/	>		  5	?	'	.	>	(	  9	H		,   	K	  8	.	8	M	$	  6		M	$	?	/	K		  	G	  8	M	5	>	.	@	  9	H		,   		(	M	9	G		  (	.	8	M		>	0	  |     8	0	M	5	  6		M	$	?	.	>	(	  *	0	.	>	$	M	.	>	  	G	  		G	  .	H		  	A		$	>	  9	B		  	0	M	%	>	$	  .	H		  		(		@	  6	0	#	  .	G		  	>	$	>	  9	B		,   .	H		  		(		G	  8	.		M	7	  8	.	0	M	*	?	$	  9	B		  |   *	0	.	>	$	M	.	>	  :   8	0	M	5	K	$	M		C	7	M		  	$	M	.	>	  |   6	M	0	@	  :   6	M	0	@	  .	>	(	  |   6	M	0	@	  :   6	K	-	>	,   /	6	,   	6	M	5	0	M	/	,   5	?		/	,   8	L	-	>		M	/	,   5	H	-	5	,   .	9	?	.	>	,   $	G		,   2		M	7	M	.	@	  |   8	0	M	5	K	$	M		C	7	M		  *	M	0	-	A	  6	M	0	@	  0	>	.	  	>	  8	A		&	0	  0	B	*	  9	H	  8	0	M	5	K		M		  	C	*	>	  	0	M	%	>	$	  5	G	  6	M	0	G	7	M	 	$	.	  	C	*	>	  0	B	*	  9	H		,   		(		>	  0	B	*	  9	H	  -   	C	*	>	  |   5	G	  	C	*	>	- 0	B	*	  *	0	.	>	$	M	.	>	,   5	M	/		M	$	?	  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  9	H		,   *	A	0	7	K	$	M	$	.	  9	H		,   8	0	M	5	K	*	0	?	- 8	0	M	5	K	$	M	$	.	  *	A	0	A	7	  9	H		  $	%	>	  8	A		  	G	  (	?	5	>	8	- 8	M	%	>	(	  9	H		  |   A M R I T V A N I :     A   t r e a s u r e   o f   n e c t a r o u s   u t t e r a n c e s   t h a t   w i l l   i m m o r t a l i z e   a n y   o n e   w h o   r e a d s   a n d   r e c i t e s   t h i s   S o n g   C e l e s t i a l   ( w i t h   f a i t h   a n d   r e v e r e n c e ) .   I   b o w   b e f o r e   S r i   R a m ,   w h o   i s   v e s t e d   w i t h   a l l   p o w e r s ! ,   I   b o w   b e f o r e   t h e   s o u r c e   a n d   r e s e r v o i r   o f   a l l   p o w e r s ! ,   I   b o w   a n d   s e e k   s h e l t e r   w i t h   t h e   S u p r e m e   S o u l ,   S r i   R a m ! ,   I   d e d i c a t e   a n d   s u r r e n d e r   m y s e l f   u n t o   H i m ! ,    P a r m a a t m a a  :   T h e   S u p r e m e   s o u l .   T h e   S u p r e m e   M a s t e r -   S r i   R a m ,   i s   a n   i n c a r n a t i o n   o f   b o u n d l e s s   c o m p a s s i o n   a n d   g r a c e .   A s   t h e   S u p r e m e   S o u l   t h a t   s a n c t i f i e s   o n e   a n d   a l l ,   S r i   R a m   i s   t h e   u l t i m a t e   a b o d e   o f   ( p e a c e   a n d )   h a p p i n e s s . " ;  
 t o d A r r a y [ 1 1 8 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 1 1 8 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 8 ] [ 3 ] =   " *	M	0	-	A	  0	>	.	  	>	  0	B	*	  9	H	  -   *	0	.	  	C	*	>	  -   	?	(	M	$	A	,   		(		>	  8	M	5	0	B	*	  		$	0	?		- 8	M	5	-	>	5	  9	H	  8	A		  &	G	(	G	  5	>	2	>	,   .			2	  	0	(	G	  5	>	2	>	- 9	0	M	7	- 9	?	$	- 		M		>		- 8	L	-	>		M	/	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  	0	M	%	>	$	  		(		@	  	C	*	>	,   	K	  	$	A	2	M	/	  9	H	,   5	9	  	M		>	(	  	5		  	(		&	  	>	  -		!	>	0	  9	H	,   6		M	$	?	- 8	>	.	0	M	%	M	/	,   6	>		$	?	- 	(		&	  	>	  		M	7	/	  8	M	0	K	$	  9	H	,   0	>	.	- 	C	*	>	  8	A		  &	G	(	G	  5	>	2	@	  9	H	,   8	,	  	>	  .			2	  	0	(	G	  5	>	2	@	  9	H	,   6		M	$	?	  5	  6	>		$	?	  		8		G	  (	?		  0	B	*	  9	H		,   5	9	  	(		&	  	0	  	M		>	(	  8	G	  *	0	?	*	B	0	M	#	  9	H	  	$		  	(	A	*	.	  9	H	  |   0	B	*	- 8	M	5	0	B	*	  :   	-	B	7	#	  	>	  0	B	*	  9	H	- 9	>	0	,   			(	,   	A		!	2	,   			B	 	@	  *	0	(	M	$	A	  		8		>	  8	M	5	0	B	*	  9	H	- 8	M	5	0	M	#	  |   .	?	6	M	0	@	  	*		@	  9	H	,   	B		>	  9	H	,   &	>	(	G	&	>	0	  9	H	- /	9	  .	?	6	M	0	@	  	>	  &	?		>		  &	G	(	G	  5	>	2	>	  0	B	*	  9	H	,   *	0	(	M	$	A	  .	?	6	M	0	@	  	>	  8	M	5	0	B	*	  9	H	- 		8		@	  .	?	 	>	8	  |   9	0	  *	M	0		>	0	  	@	  .	?	6	M	0	@	  .	'	A	0	  9	K	$	@	  9	H	  |   S r i   R a m   i s   t h e   i n c a r n a t i o n   o f   S u p r e m e   G r a c e .   H e   i s   i n h e r e n t l y   a n d   e s s e n t i a l l y   a   p r o v i d e r   o f   r e a l   p e a c e ,   h a p p i n e s s   a n d   w e l l   -   b e i n g .   A n   i n e x h a u s t i b l e ( e n d l e s s )   f o u n t a i n h e a d   o f   u n p a r a l l e l e d   g r a c e ,   l o v e   a n d   b e n e v o l e n c e ,   k n o w i n g   H i m   g r a n t s   u s   s t r e n g t h ,   w i s d o m ,   b l i s s   a n d   p e a c e .     " ;  
 t o d A r r a y [ 1 1 9 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 1 1 9 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 1 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 1 9 ] [ 3 ] =   " *	0	.	G	6	M	5	0	- 8	M	5	>	.	@	,   			M		$	.	  6	>	8		  	0	M	%	>	$	  -		5	>	(	M	  (	>	.	  *	0	.	  *	5	?	$	M	0	$	>	  	>	  	?	(	M	9	  9	H	  -   *	0	.	  6	A	&	M	'	$	>	  	@	    9	H	  .	B	0	M	$	?	  (	>	.	  |    0	>	.	   	K	  6		M	$	?	  	>	  *	A			  9	H	,   *	B	0	M	#	  	0	M	%	>	$	  .	B	2	  .		$	M	0	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  *	>	0	  		$	>	0	(	G	  5	>	2	>	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	,   .	K		M	7	- &	>	$	>	  9	H	  |     .		$	M	0	    5	9	  8	?	&	M	'	  	?	/	>	  9	A		  6	,	M	&	  	?	8		>	  			M		>	0	#	  9	.	>	0	@	  0		M	7	>	  	0	G	,   	K	  *	>	*	- .	K			  9	H	  	0	M	%	>	$	  	K	  9	.	G		  *	5	?	$	M	0	  ,	(	>	  	0	  .	A		M	$	  ( ,		'	(	- 0	9	?	$	)   	0	  &	G	  |   ,	@		>		M	7	0	  |   ' 0		'   		M	(	?	,	@		,   ' 		'   8	B	0	M	/	  ,	@		,   ' .		'   		&	M	0	,	@		  |   	(	  $	@	(	K	  	>	  		  ,	@		>		M	7	0	  9	H	,   0	>	.	- (	>	.	  ( 0	>	.	  6	,	M	&	)   G o d ' s   n a m e   s y m b o l i z e s   s u p r e m e   s a n c t i t y   a n d   d i v i n i t y .   ' R a m - N a a m ' ,   t h e   s t o r e h o u s e   o f   O m n i p o t e n c e ,   g u a r a n t e e s   d e l i v e r a n c e   f r o m   t h e   m o r t a l   b o n d a g e   l e a d i n g   t o   s a l v a t i o n . " ;  
 t o d A r r a y [ 1 2 0 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 1 2 0 ] [ 1 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 2 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 0 ] [ 3 ] =   " 	$		5	  9	G	  8	>	'		  !   0	>	.	- .		$	M	0	  	K	  8	.	B		G	  6	A	-	K	  ( 		M		>		/	K		)   	>	  $	$	M	$	M	5	  ( (	?		K	!	<	)   8	.			0	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		  ( "			K		)   	>	  	-	M	/	>	8	  	0	K	  |   	8	  $	%	M	/	  	K	  (	?	6	M		?	$	  0	B	*	  8	G	  '	>	0	#	  	0	K	  	?	  	?	8	  5	8	M	$	A	  $	%	>	  6	,	M	&	- &	M	5	>	0	>	  8	G	  5	0	M	#	?	$	  	?	/	>	  	>	  0	9	>	  9	H	,   &	K	(	K		  		  9	H		,   	0	M	%	>	$	  	*	(	G	  9	C	&	/	  .	G		  /	9	  8	A	&	C	]	  5	?	6	M	5	>	8	  0		K	  	?	  (	>	.	  	5		  (	>	.	@	,   5	>			  	5		  5	>		M	/	  		  9	@	  9	H		  |   O   S a a d h a k   !   U n d e r t a k e   s p i r i t u a l   p r a c t i c e s   i n   t h e   f u l l   k n o w l e d g e   o f   t h e   f a c t   t h a t   R a m - M a n t r a   i s   t h e   n u c l e u s   o f   a l l   t h a t   i s   G o o d .   L e t   t h e r e   b e   n o   d o u b t   t h a t   t h e   d e v o t e e   w h o   r e m e m b e r s   ( ' s a a d h a k ' )   a n d   t h e   o b j e c t   o f   r e m e m b r a n c e ( ' s a a d h y a ' ) ,   o n e   w h o   c o n t e m p l a t e s   a n d   t h e   o b j e c t   o f   c o n t e m p l a t i o n ,   t h e   s p e a k e r   a n d   t h e   s u b j e c t   m a t t e r   o f   s p e e c h   a r e   i n d e e d   o n e   a n d   t h e   s a m e . " ;  
 t o d A r r a y [ 1 2 1 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 2 1 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 1 ] [ 3 ] =   " 	*	(	G	  *	B		M	/	,   	0	>	'	M	/	  &	G	5	$	>	  6	M	0	@	  -		5	>	(	M	  	K	  .		$	M	0	  .	G		  	8	@	(	- 5	?	0	>		.	>	(	  	>	(	?	/	G	,   8	M	%	?	$	  	>	(	?	/	G	  |   0	>	.	- 6	,	M	&	  	K	  	A	#	K		  	>	  -	#	M	!	>	0	  9	H	,   8	M	0	K	$	  9	H	,   *	A			  9	H	,   5	9	  0	>	.	  	>	  .		&	?	0	  9	H	,   (	?	5	>	8	- 8	M	%	>	(	  9	H	  |     K n o w   i t   w i t h o u t   a n y   d o u b t   t h a t   y o u r   c h o s e n   d e i t y -   S r i   R a m   i s   i n h e r e n t   i n   R a m - M a n t r a   a n d   a b i d e s   t h e r e i n   a s   t h e   o r i g i n ,   s o u r c e   a n d   u n f a t h o m a b l e   ( t h a t   c a n n o t   b e   m e a s u r e d )   r e s e r v o i r   o f   a l l   t h e   v i r t u e s . " ;  
 t o d A r r a y [ 1 2 2 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 1 2 2 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 2 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  			M	$	  5	0	M	#	?	$	  -	>	5	K		  8	G	  -	0	  	0	  	0	  $	,	  0	>	.	  	@	  &	/	>	  		$	0	(	G	  	@	  *	M	0	,	2	  		M		>	- 		$	M	8	A		$	>	  0			0	,   	$	A	0	  9	K		0	  0	>	.	- (	>	.	  	G	  	A	#	K		,   	0	M	%	K		  	>	  	?		$	(	  	@		?		,   0	>	.	- (	>	.	  	?	  .	9	?	.	>	  *	0	  5	?		>	0	  	@		?	/	  |   E n g r o s s e d   i n   t h e s e   l o f t y   t h o u g h t s   a n d   w i t h   a   h e a r t   p a s s i o n a t e l y   l o n g i n g   t o   b e   b l e s s e d   w i t h   d i v i n e   g r a c e ,   f o c u s   y o u r   f o n d   a t t e n t i o n   o n   t h e   p r o f u n d i t y   a n d   g l o r y   o f   R a m   N a a m . " ;  
 t o d A r r a y [ 1 2 3 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 1 2 3 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 3 ] [ 3 ] =   " 5	?	'	?	*	B	0	M	5		  (	>	.	- &	@		M	7	>	  2	G		0	,   0	>	.	- .		$	M	0	  	K	  	8	  *	M	0		>	0	  	M	0	9	#	- '	>	0	#	  	0	  	G	,   	*	(	G	  	?	$	M	$	    	K	  &	C	]	  (	?	6	M		/	*	B	0	M	5		  ( 8	M	%	?	0	$	>	  *	B	0	M	5		)   .		$	M	0	  *	0	  	?		>	  	0	,   6	M	0	@	  0	>	.	  	>	,   	K	  6		M	$	?	  	>	  	0	  9	H	,   ,	>	0	- ,	>	0	  			M		>	0	#	  	0	G		  ( 	>	*	  	0	G		)   |   .		$	M	0	  '	>	0	#	>	    	?	$	M	$	    	K	  	G	5	2	  .		$	M	0	  .	G		  ,	>		'	  0		(	G	  	>	  (	>	.	  .		$	M	0	- '	>	0	#	>	  9	H	  |   	*	  :   0	>	.	- (	>	.	  	G	  	0	M	%	  	@	  -	>	5	(	>	  	0	$	G	  9	A		  		8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	(	>	  |     A f t e r   p r o p e r   i n i t i a t i o n   ( N a a m - D e e k s h a ) ,   u n d e r t a k e   c o n s t a n t   r e c i t a t i o n   o f   R a m - M a n t r a   w i t h   u n w a v e r i n g   c o n c e n t r a t i o n   a n d   f u l l   f a i t h   i n   t h e   f a c t   t h a t   a l l   t h e   p o w e r s   d w e l l   i n   a n d   e m a n a t e   ( o r i g i n a t e   )   f r o m   S r i   R a m   -   t h e   S o u r c e   o f   E n e r g y .   " ;  
 t o d A r r a y [ 1 2 4 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 2 4 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 4 ] [ 3 ] =   " 	?	8	  *	M	0		>	0	  ,	@		,   	2	,   .	?			@	  	0	  	(	A		B	2	  .	L	8	.	  	G	  8	9	/	K		  ( .	G	2	)   8	G	  '	@	0	G	- '	@	0	G	  5	C		M	7	  ,	(	  	>	$	>	  9	H	,   		8	@	  *	M	0		>	0	  .		$	M	0	- 	>	*	  8	G	  (	?	0		$	0	  	'	M	/	>	$	M	.	?		  *	M	0		$	?	  9	K	$	@	  0	9	$	@	  9	H	  |   .		$	M	0	- /	K		  :   	8	@	  *	&	M	'	$	M	$	?	,   	K	  .		$	M	0	  	?	  8	>	'	(	>	  8	G	  -		5	&	  .	?	2	(	  	0	>	  &	G	  |   '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	@	  $	@	(	K	  	>	  .		$	M	0	  8	G	  /	K		  .		$	M	0	- /	K		  	9	2	>	$	>	  9	H	  |   (	>	.	  	>	  	>	*	  	0	K	  	0	  		8		G	  	0	M	%	  	@	  -	>	5	(	>	  .	G		  2	@	(	    9	K	  	>		- /	9	  .		$	M	0	- /	K		  	@	  5	?	'	?	  9	H	  |   J u s t   a s   t h e   s e e d   g e t t i n g   c o n d u c i v e   e n v i r o n m e n t   o f   e a r t h ,   w a t e r   a n d   s u i t a b l e   w e a t h e r   g r a d u a l l y   g e t s   t r a n s f o r m e d   i n t o   a   t r e e ,   l i k e w i s e   c o n t e m p l a t i o n   o f   R a m   M a n t r a   w i t h   f a i t h   a n d   d e v o t i o n   l e a d s   t o   h i g h e r   s p i r i t u a l   a t t a i n m e n t s .     " ;  
 t o d A r r a y [ 1 2 5 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 5 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 5 ] [ 3 ] =   " 	8	>	  '	M	/	>	(	  0		G		,   		B		  5	?	6	M	5	>	8	  9	K	  	?	  	H	8	G	  *	0	.	>	#	A	  6		M	$	?	  	>	  -	#	M	!	>	0	  9	H	  	5		  ,	?		2	@	- 	C	9	  ,	?		2	@	  	>	  	K	7	  9	H	,    	@		  		8	@	  *	M	0		>	0	  .		$	M	0	  -	@	  6		M	$	?	- 	K	7	  9	H	  |   .		$	M	0	  .	G		  *	>	*	- $	>	*	  	K	  .	>	0	(	G	  $	%	>	  		M		G	  -	>	5	  	K	  *	M	0	+	A	2	M	2	?	$	  	0	(	G	  	@	  6		M	$	?	  9	H	  |   O u r   f a i t h   i n   t h e   e f f e c t i v e n e s s   o f   t h e   ' M a n t r a '   s h o u l d   b e   a k i n   t o   t h e   f i r m   b e l i e f   i n   t h e   a t o m   b e i n g   t h e   r e p o s i t o r y   o f   l i m i t l e s s   e n e r g y   o r   t h e   p o w e r h o u s e   b e i n g   t h e   i n e x h a u s t i b l e   s t o r e h o u s e   o f   p o w e r .   [ A   s u r e   r e m e d y   f o r   t h e   u n w h o l e s o m e   h u m a n   p a s s i o n s ,   ' R a m   M a n t r a '   a b s o l v e s   o u r   s i n s   a n d   e l e v a t e s   a n d   e d i f i e s   b y   i n s p i r i n g   n o b l e   t h o u g h t s . ] " ;  
 t o d A r r a y [ 1 2 6 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 2 6 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 6 ] [ 3 ] =   " 	8	>	  		2	- 5	?	6	M	5	>	8	  ( &	C	]	  - (	?	6	M		/	)   0		  	0	,   .		$	M	0	- (	?	'	?	,   0	>	.	- .		$	M	0	  	>	  	?		$	(	  	0	G		  ( 	0	>	'	G		)   $	%	>	  	8	>	  ,	K	'	  9	K	  	?	  	8	>	  	0	(	G	  8	G	  9	0	?	- 	C	*	>	  	5	6	M	/	  		&	?	$	  9	K		@	,   	5	6	M	/	  		$	0	G		@	  |   '	M	0	A	5	  '	>	0	#	>	  :   .		$	M	0	  .	G		  	?	$	  	K	  	5	?		2	?	$	  -	>	5	  8	G	  ,	>		'	(	>	  |   .		$	M	0	  (	?	'	>	(	  :   .		$	M	0	K	  	>	  -	#	M	!	>	0	  -   ,	@		>		M	7	0	  6	,	M	&	  |   C o n t e m p l a t e   R a m - N a a m   w i t h   a b s o l u t e   f a i t h   a n d   k n o w   t h a t   b y   d o i n g   s o   S r i   R a m ' s   g r a c e   a n d   b l e s s i n g s   w i l l   d e f i n i t e l y   d e s c e n d   o n   y o u ( t h e   d e v o t e e ) .   " ;  
 t o d A r r a y [ 1 2 7 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 2 7 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 7 ] [ 3 ] =   " 	H	8	G	  	?	!	<		@	  /	>	  &	M	5	>	0	  	A	2	(	G	  *	0	  &	A	0	M		(	M	'	  (	?		2	  	>	$	@	  9	H	  	0	  -	0	*	B	0	  5	>	/	A	  $	%	>	  *	M	0		>	6	  *	M	0	5	G	6	  	0	$	G	  9	H		,   		8	@	  *	M	0		>	0	  0	>	.	- 	C	*	>	  		*	2	,	M	'	  9	K	(	G	  *	0	  8	,	  &	A	0	M		A	#	  &	B	0	  9	K	  	>	$	G	  9	H		  $	%	>	  8	&		A	#	  -	0	  	>	$	G	  9	H		  |   W i t h   t h e   o p e n i n g   o f   t h e   w i n d o w s ,   f r e s h   a i r   a n d   l i g h t   c o m e   i n   a n d   d r i v e   a w a y   s t a l e n e s s .   L i k e w i s e ,   S r i   R a m ' s   g r a c e   a n n i h i l a t e s   ( f i n i s h e s )   a l l   v i c e s   ( a n d   b l e s s e s   u s   w i t h   v i r t u e s ) . " ;  
 t o d A r r a y [ 1 2 8 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 1 2 8 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 8 ] [ 3 ] =   " ,		(	  &	,	>	(	G	  8	G	  	H	8	G	  ,	?		2	@	  	@	  '	>	0	>	  	>	  *	M	0	5	>	9	  9	K	$	>	  9	H	,   		8	@	  *	M	0		>	0	  (	>	.	  	*	(	G	  8	G	  	C	*	>	  	>	  	5	$	0	#	  9	K	$	>	  9	H	  |   E l e c t r i c   c u r r e n t   b e g i n s   t o   f l o w   i n s t a n t a n e o u s l y   f o l l o w i n g   a   p u s h   o n   t h e   s w i t c h .   L i k e w i s e ,   r e p e t i t i o n   o f   G o d ' s   n a m e   w i t h   d e v o t i o n   b l e s s e s   u s   w i t h   H i s   G r a c e . " ;  
 t o d A r r a y [ 1 2 9 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 1 2 9 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 2 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 2 9 ] [ 3 ] =   " 	K			@	- (	2	  	K	2	(	G	  8	G	  	H	8	G	  *	>	(	@	  (	?		2	(	G	  2		$	>	  9	H	,   ,	9	(	G	  2		$	>	  9	H	,   5	H	8	G	  9	@	  	>	*	  8	G	  	C	*	>	  	5	$	0	?	$	  9	K	$	@	  9	H	  	K	  -	>	5	(	>	  	K	  8			  	0	  &	G	$	@	  9	H	  $	%	>	  9	.	>	0	>	  5	?	6	M	5	>	8	  	@	5		$	  ,	(	  	>	$	>	  9	H	  |   G o d ' s   G r a c e   d e s c e n d s   a u t o m a t i c a l l y   i n s t i l l i n g   l i f e   i n   o u r   f a i t h   a s   a   r e s u l t   o f   c o n s t a n t   J a a p   ( r e c i t a t i o n   o f   R a m - N a a m ) ,   j u s t   a s   w a t e r   g u s h e s   f o r t h   a s   s o o n   a s   t h e   t a p   i s   t u r n e d   o n . " ;  
 t o d A r r a y [ 1 3 0 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 1 3 0 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 0 ] [ 3 ] =   " .		$	M	0	  	K	  		&	M	'	>	0		,   (	?	8	M	$	>	0		,   .	A		M	$	?	&	>	$	>	  .	>	(		0	  ' 0	>	.	'   6	,	M	&	  *	0	  '	M	/	>	(	  2		>	/	G		  |   	8	8	G	  	$	M	.	- 6		M	$	?	  $	%	>	  	*	(	G	  9	K	(	G	  	>	  -	>	5	- 	8	M	$	?	$	M	5	  		$	>	  9	H	  	0	  	8	  6		M	$	?	  	>	  
	*	0	@	  		M	0	  	@	  	0	  	.	(	  9	K	$	>	  9	H	  |   		M	0	  :   6	0	@	0	  .	G		  /	K		  	G	  	(	A	8	>	0	  	 	  		M	0	  ;   .	B	2	>	'	>	0	,   8	M	5	>	'	?	7	M	 	>	(	,   .	#	?	*	B	0	  ( (	>	-	?	- 		M	0	) ,   	(	>	9	$	  ( 9	C	&	/	) ,   5	?	6	A	&	M	'	  ( 		 	) ,   		M		>	  ( $	M	0	?		A		@	) ,   ,	?		&	A	  ( 	M	0	@	5	>	  	>	  6	?		0	)   $	%	>	  8	9	8	M	0	>	0	  ( 8	?	0	)   |   		*	0	?	  		M	0	  :   		M		>	,   ,	?		&	A	   	>		  8	9	8	M	0	>	0	  |   W i t h   r a p t   a t t e n t i o n   m e d i t a t e   u p o n   ' R a m - N a a m '   b e l i e v i n g   i t   t o   b e   m e a n s   o f   u p l i f t m e n t ,   e n n o b l e m e n t   a n d   s a l v a t i o n .   T h i s   a w a k e n s   a n d   l e a d s   t h e   I n n e r   B e i n g   v e r t i c a l l y   u p w a r d .   " ;  
 t o d A r r a y [ 1 3 1 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 1 3 1 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 1 ] [ 3 ] =   " $	,	  &	8	5	G		  &	M	5	>	0	  8	G	  0	>	.	- 	C	*	>	  	>	  *	M	0	5	G	6	  9	K	$	>	  9	H	,   	?	8	8	G	  	$	M	.	  ,	K	'	- *	M	0	,	A	&	M	'	$	>	,   ,	2	,   	(		&	- 8	9	?	$	,   .	(	  	K	  8	M	%	?	0	  	5		  6	>		$	  	0	(	G	  5	>	2	@	  8	-	@	  6	>		M	$	?	/	K		  	>	  5	?	8	M	$	>	0	- 8			>	0	  9	K	$	>	  9	H	  |   &	6	.	- &	M	5	>	0	  :   .	>	(	5	  &	G	9	  	K	  (	5	  &	M	5	>	0	  5	>	2	@	  (		0	@	  	9	>	  	>	$	>	  9	H	  :   &	K	  &	M	5	>	0	  			K		  	G	,   &	K	  	>	(	K	  	G	,   &	K	  (	>		  	G	,   		  .	A		  $	%	>	  &	K	  &	M	5	>	0	  .	B	$	M	0	  	5		  .	2	  5	?	8	0	M		(	  	0	(	G	  9	G	$	A	  |   &	6	.	- &	M	5	>	0	  	&	C	6	M	/	  9	H	  	0	  (	L	  &	M	5	>	0	K		  8	G	  
	*	0	  9	H	  |   T h e r e o n   e n t e r s   t h r o u g h   t h e   t e n t h   g a t e   S r i   R a m ' s   G r a c e   t h a t   p a v e s   t h e   w a y   f o r   d i v i n e   k n o w l e d g e ,   s t r e n g t h ,   i n n e r   b l i s s   a n d   s t e a d i n e s s . " ;  
 t o d A r r a y [ 1 3 2 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 1 3 2 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 2 ] [ 3 ] =   " 8	$	M	*	A	0	A	7	  	G	  8	>	(	M	(	?	'	M	/	  8	G	    $	%	>	  *	0	.	>	$	M	.	>	  	?	  &	/	>	  8	G	,   	A	#	M	!	2	?	(	@	  6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	  	.	2	- 8	9	8	M	0	>	0	,   ,	M	0	9	M	.	'	>	.	  .	G		  .	?	2	(	  9	K	  	>	$	>	  9	H	,   	?	8	8	G	  8	>	0	G	  *	>	*	  (	7	M		  9	K	  	>	$	G	  9	H		  |     &	G	5	&	/	>	  8	G	  8	M	5	6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	    	.	2	- 8	9	8	M	0	  &	2	  	.	2	  .	G		  .	?	2	>	*	  9	K	$	>	  9	H	  |   	8	  .	?	2	>	*	  .	G		  8	$	M	*	A	0	A	7	  	@	  	5	6	M	/		$	>	  0	9	$	@	  9	H	,   $	-	@	  	@	5	  	G	  8	,	  &	K	7	  (	7	M		  9	K	  *	>	$	G	  9	H		  |   *	0	.	  	2	M	/	>	#	  	@	  *	M	0	>	*	M	$	?	  	G	  2	?	/	G	  *	0	.	>	$	M	.	>	  	?	  &	/	>	,   	$	M	.	- 6		M	$	?	  	0	  8		$	- &	/	>	  $	@	(	K		  	*	G		M	7	?	$	  9	H		,   	?	(		>	  /	9	>		  &	G	5	- &	/	>	,   8	M	5	6		M	$	?	  	0	  8	$	M	*	A	0	A	7	  8		/	K		  6	,	M	&	K		  8	G	  		2	M	2	G		  	?	/	>	  	/	>	  9	H	  |   W i t h   t h e   b l e s s i n g s   o f   a   r e a l i z e d   s a i n t - s o u l ( S a t g u r u )   a n d   G o d ' s   G r a c e ,   t h e   d e v o t e e ' s   ' K u n d a l i n i '   m e r g e s   i n t o   t h e   l o t u s   w i t h   t h o u s a n d   p e t a l s   -   t h e   S u p r e m e   C o n s c i o u s n e s s   -   S a h a s r a a r   a n d   i n s t a n t l y   ' d e s t r o y s '   a l l   e v i l s   a n d   s i n s .   I n   f a c t ,   s u b l i m a t i o n   a n d   s a l v a t i o n   o f   t h e   h u m a n   s o u l   p r e s u p p o s e s   G o d ' s   G r a c e ,   d e v o t e e ' s   s i n c e r e   e f f o r t s   a n d   w i l l   -   p o w e r ,   a n d   m o r e   i m p o r t a n t l y ,   G u r u ' s   b l e s s i n g s   a n d   p a t r o n a g e .   T h e   h u m a n   s o u l   b e c o m e s   o n e   w i t h   t h e   S u p r e m e   S o u l .   T h e n   t h e   d e v o t e e   t r a n s c e n d s   t h e   m i n d   a n d   a t t a i n s   c o m p l e t e   e n l i g h t e n m e n t . " ;  
 t o d A r r a y [ 1 3 3 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 1 3 3 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 3 ] [ 3 ] =   " .			2	,   	2	M	/	>	#	  $	%	>	  6	A	-	  	0	(	G	  5	>	2	G	  *	0	.	>	$	M	.	&	G	5	,   	*		K	  .	H		  8	0	  	A		>		0	  ,	>	0	- ,	>	0	  *	M	0	#	>	.	  	0	$	>	  9	B		  |   5		&	(	>	  :   (	.	8	M		>	0	  |   .			2	  :   	2	M	/	>	#		>	0	@	,   8	.	C	&	M	'	?	- 	8	@	  		(	M	(	$	?	  	?	8	8	G	  9	.	  		$	M	$	0	K	$	0	  		G	  ,	"	$	G	  	>			  |   6	?	5	  :   8	L	-	>		M	/	,   6	>		$	  |   6	A	-	  :   6	A	-	  6		A	(	,   8	M	5	8	M	$	?	  |   I n   a l l   h u m i l i t y   a n d   d e f e r e n c e ,   I   p r o s t r a t e   m y s e l f   a g a i n   a n d   y e t   a g a i n   b e f o r e   T h e e ,   t h e   P r o v i d e r   o f   b e n e d i c t i o n ,   h a p p i n e s s ,   p e a c e ,   s e r e n i t y   a n d   a u s p i c i o u s n e s s .   " ;  
 t o d A r r a y [ 1 3 4 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 1 3 4 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 4 ] [ 3 ] =   " &	K	(	K		  	A	\	G	  9	A		  9	>	%	K		  	G	  8	>	%	,   .	>	%	>	  	A		>	  	0	,   (	.	M	0	$	>	  	5		  -		M	$	?	*	B	0	M	5		,   9	G	  8	>	0	G	  5	?	6	M	5	  	G	  8	M	5	>	.	@	!   	*		K	  .	G	0	>	  (	.	8	M		>	0	  9	K	  |   W i t h   f o l d e d   h a n d s ,   t h e   h e a d   b o w e d   i n   r e v e r e n c e   a n d   t h e   h e a r t   o v e r w h e l m e d   w i t h   h u m i l i t y   a n d   d e f e r e n c e ,   O   L o r d   o f   t h e   U n i v e r s e ,   I   s a l u t e   T h e e ! " ;  
 t o d A r r a y [ 1 3 5 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 1 3 5 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 5 ] [ 3 ] =   " &	K	(	K		  9	>	%	K		  	K	  	K	!	<	  	0	  $	%	>	  .	8	M	$		  	5		  	A		(	K		  	K	  -	B	.	?	  *	0	  	?		>	  	0	,   	*		K	  .	G	0	>	  	(	G		K	  8	H			!	<	K	- 	0	K	!	<	  ,	>	0	  *	M	0	#	>	.	  9	K	  |   W i t h   f o l d e d   h a n d s ,   k n e e l i n g   a n d   b o w i n g   m y   h e a d ,   I   p r a y   a n d   p a y   T h o u   m y   m o s t   d e v o u t   o b e i s a n c e . " ;  
 t o d A r r a y [ 1 3 6 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 1 3 6 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 6 ] [ 3 ] =   " *	>	*	K		  	G	  (	>	6		  	5		  .			2	  	>	0		  6	0	#	  &	G	(	G	  5	>	2	G	  	*		G	  	0	#	K		  	>	  -	@	$	0	  '	M	/	>	(	  	0	$	>	  9	A		,   6		M	$	?	/	K		  	G	  *	A			  	*		K	,   .	H		  *	M	0	#	>	.	  	0	$	>	  9	B		  |   K n o w i n g   Y o u   t o   b e   t h e   R e d e e m e r - B e n e f a c t o r ,   I   b o w   b e f o r e   T h e e ,   O   O m n i p o t e n t   L o r d ! " ;  
 t o d A r r a y [ 1 3 7 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 1 3 7 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 7 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  -		M	$	?	  *	B	0	M	#	  	5		  8	&	-	>	5	(	>			  8	G	  	$	- *	M	0	K	$	  	0		G	,   9	G	  .	G	0	G	  0	>	.	  *	M	0	-	A	!   	*		K	  6	M	0	&	M	'	>	  8	G	  (	.	(	  	0	$	>	  9	B		  |   W i t h   a   s p i r i t u a l   d e d i c a t i o n   a n d   a   h e a r t   f u l l   o f   d e v o t i o n ,   r e v e r e n c e   a n d   l o f t y   t h o u g h t s   a n d   c o m p l e t e   f a i t h ,   I   b o w   a n d   r e m e m b e r   T h e e ,   m y   v e n e r a b l e   L o r d   R a m ! " ;  
 t o d A r r a y [ 1 3 8 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 1 3 8 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 8 ] [ 3 ] =   " 9	G	  *	M	0		>	6	  8	M	5	0	B	*	,   	8	@	.	  
	0	M		8	M	5	@	  		$	  	G	  8	M	5	>	.	@	  !   9	G	  8	,		K	  *	B	0	M	#	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	,   8	0	M	5	K	$	M	$	.	  *	0	.	>	$	M	.	>	  ( *	A	0	7	K	$	.	)   !   	*		K	  (	.	8	M		>	0	  9	K	  |   L i g h t   o f   a l l   l i g h t s   a n d   F o u n t a i n h e a d   o f   a l l   e n e r g i e s ,   O   S u p r e m e   B e i n g ,   t h a t   p u r i f i e s   a n d   s a n c t i f i e s   a l l ,   I   l i e   b e f o r e   y o u   i n   d e f e r e n c e . " ;  
 t o d A r r a y [ 1 3 9 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 1 3 9 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 3 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 3 9 ] [ 3 ] =   " 9	G	  8	$	M	/	,   	M		>	(	  	5		  	(		&	  	G	  8	0	M	5	K		M		  .		&	?	0	,   6	M	0	@	  0	>	.	  !   	&		&	  -   0	K	.	>			?	$	  9	K		0	  	*		K	  .	G	0	>	  	(	G		  ,	>	0	  *	M	0	#	>	.	  9	K	  |   /	9	>		  0	>	.	  	K	  8	$	M	/	,   	M		>	(	,   	(		&	  	>	  *	0	.	- '	>	.	  	0	M	%	>	$	  	(		$	  ,	M	0	9	M	.	- 8	M	5	0	B	*	  	9	>	  	/	>	  9	H	  |   O v e r w h e l m e d   w i t h   e c s t a s y ,   I   b o w   a g a i n   a n d   a g a i n   b e f o r e   T h e e ,   S r i   R a m   -   t h e   s a c r e d   E m b o d i m e n t   o f   E x i s t e n c e   -   C o n s c i o u s n e s s   -   A b s o l u t e   B l i s s   ( ' S a t c h i d a a n a n d a ' ) .     H e r e   S r i   R a m   h a s   b e e n   h a i l e d   a s   t h e   S u p r e m e   S o u l   w h o   i s   t h e   S o u r c e ,   A b o d e   a s   w e l l   a s   t h e   I n d w e l l e r   o f   a l l   b e i n g s ,   t h e   I m p e r i s h a b l e   a n d   I n f i n i t e   ' B r a h m   -   S w a r o o p ' . " ;  
 t o d A r r a y [ 1 4 0 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 1 4 0 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 0 ] [ 3 ] =   " *	M	0	>	$		  *	>	 	  -   8	0	M	5	K	$	M	$	.	  ,   .	9	>	(	$	.	,   	$	M	.	>	  6	M	0	@	  0	>	.	,   *	0	.	  8	$	M	/	  	*	0	?	5	0	M	$	(	6	@	2	  $	$	M	$	M	5	,   $	G		K	.	/	,   8	0	M	5	K		M		  	M		>	(	- 8	0	M	5	>	'	?		  	(		&	  	G	  8	M	5	-	>	5	  5	>	2	>	,   8	,	  6	>		M	$	?	/	K		  8	G	  /	A		M	$	,   	?	8		G	  8	.	>	(	  &	B	8	0	>	  	K		  (	9	@		,   	?	8	8	G	  	(	M	/	$	M	0	  	K		  (	9	@		,   8	,		>	  6	>	8		,   8	M	5	>	.	@	,   *	A	0	A	7	K	$	M	$	.	,   &	/	>	2	A	  8	-	@	  &	G	5	K		  	>	  &	G	5	  9	H	,   		8	G	  ,	>	0	- ,	>	0	  (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	  |   S h r i   R a m   i s   s u p r e m e   s e l f ,   h i g h e s t   t r u t h ,   l i g h t   o f   l i g h t s ,   D e e p e s t   w i s d o m ,   g r e a t e s t   j o y ,   o m n i p o t e n t ,   o n e   w i t h o u t   s e c o n d ,   L o r d   o f   a l l ,   f i r s t   o n e ,   m o s t   m e r c i f u l ,   G o d   o f   G o d s   -   S a l u t a t i o n s   u n t o   H i m ,   a g a i n   a n d   a g a i n ,   a g a i n   a n d   a g a i n .     T h e   S u p r e m e   S o u l ,   S r i   R a m ,   i s   t h e   m a t c h l e s s ,   r a d i a n t   a n d   n o n - d u a l   a p o t h e o s i s   ( d i v i n e   e l e v a t i o n   )   o f   A b s o l u t e   T r u t h ,   O m n i p o t e n c e ,   O m n i s c i e n c e ,   O m n i p r e s e n c e ,   I m m u t a b i l i t y   ( C h a n g e l e s s n e s s )   a n d   E t e r n a l   B l i s s .   I n   c o m p l e t e   h u m i l i t y   a n d   d e f e r e n c e ,   I   b o w   a g a i n   a n d   y e t   a g a i n   b e f o r e   G o d   o f   G o d s ,   S r i   R a m -   G r a c e   a n d   C o m p a s s i o n   I n c a r n a t e .   " ;  
 t o d A r r a y [ 1 4 1 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 1 4 1 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 1 ] [ 3 ] =   " ' 0	>	.	  	.	0	  	0	(	G	  5	>	2	>	  6	,	M	&	  9	H	,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  ,	K	2	  9	H	;   0	>	.	  (	>	.	  	>	  	>	(	  	.	C	$	  8	.	>	(	  9	H	  |   0	>	.	  	G	  	A	#	K		  	>	  8	.	B	9	  *	5	?	$	M	0	  *	>	 	  9	H	,   6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	,   	$		  0	>	.	- 0	>	.	,   0	>	.	  9	@	  0	>	.	  	>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	?	/	G	  |   R a m - N a a m '   b l e s s e s   t h e   d e v o t e e s   w i t h   p u r i t y   a n d   i m m o r t a l i t y .   T h e   n e c t a r - l i k e   h o l y   n a m e   o f   S r i   R a m   e n n o b l e s   a n d   e d i f i e s   a n d   s h o u l d   b e   r e c i t e d   i n c e s s a n t l y   ( w i t h o u t   a n y   p a u s e . ) " ;  
 t o d A r r a y [ 1 4 2 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 1 4 2 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 2 ] [ 3 ] =   " 0	>	.	  *	0	.	  8	$	M	/	  9	H	,   8	0	M	5	K		M		  	(	A	-	5	  	M		>	(	  9	H	,   0	>	.	  -		5	>	(	M	  *	M	0		>	6	  0	B	*	  9	H		,   8	0	M	5	K	$	M		C	7	M		  	(		&	  9	H		  $	%	>	  8	,	  *	M	0		>	0	  	@	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  9	H		,   0	>	.	  .	9	>	(	  	5		  8	0	M	5	K	$	M	$	.	  9	H		  |   S r i   R a m   a l o n e   i s   A b s o l u t e   T r u t h ,   E x p e r i e n t i a l   W i s d o m ,   L i g h t ,   B l i s s   a n d   O m n i p o t e n c e .   P e r f e c t   a n d   N o n - D u a l ,   H e   i s   t h e   S u p r e m e   S o u l . " ;  
 t o d A r r a y [ 1 4 3 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 1 4 3 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 3 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  			M		>	0	#	  	.	C	$	  6	,	M	&	  	>	  ,	K	2	(	>	  9	H	,   ' 0	>	.	- 0	>	.	'   8	A		  8	+	2	$	>	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  9	H	  |   (	>	.	  	.	C	$	  9	H	,   	.	C	$	  ,	K	2	  9	H	  	0	  	(		&	  	5		  	*	>	0	  9	0	M	7	  	>	  *	M	0	&	>	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   n e c t a r o u s   ( l i k e   n e c t a r )   a n d   e n d o w s   t h e   d e v o t e e s   w i t h   s u c c e s s ,   g l o r y ,   i n n e r   c a l m   a n d   b l i s s . " ;  
 t o d A r r a y [ 1 4 4 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 1 4 4 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 4 ] [ 3 ] =   " 0	>	.	  	G	  	A	#	K		  	>	  	>	(	  ( 8	M	$	A	$	?	)   	.	C	$	  $	A	2	M	/	  9	H	,   0	>	.	  	@	  	%	>	  	.	C	$	  9	H	,   0	>	.	  	@	  	0	M		>	  .	G		  ,	K	2	  -	@	  	.	C	$	  9	H		  $	%	>	  	(		@	  *	B		>	  	.	C	$	  8	>	.	>	(	  	@	$	  9	H	  |   S i n g i n g   s o n g s   i n   p r a i s e   o f   S r i   R a m   i s   m o s t   s a c r o s a n c t   a s   i s   c h e r i s h i n g   a n d   r e m e m b e r i n g   H i m   w i t h   d e v o t i o n   i n   a n y   m a n n e r   o r   f o r m . " ;  
 t o d A r r a y [ 1 4 5 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 1 4 5 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 5 ] [ 3 ] =   " 0	>	.	  	>	  	>	*	  .	(	  	>	  5	?		>	0	- 0	A	*	@	  	.	C	$	  9	H	,   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	,   	.	C	$	- 8		5	>	&	  9	H	  |   0	>	.	- '	M	/	>	(	,   	?	$	  &	M	5	>	0	>	  	?	/	>	  	/	>	  	.	C	$	- 	?		$	(	  9	H	  	0	M	%	>	$	  0	>	.	  6	,	M	&	  .	G		  	*	,   '	>	0	#	>	,   '	M	/	>	(	  8	,	  	A		  	>	  8		M		>	  		$	M	$	0	  8	.	>	9	?	$	  9	H	  -   0	>	.	  6	,	M	&	  	(	  8	-	@	  	-	M	/	>	8	K		  	G	  2	?		  		*	/	A		M	$	  9	H	  |     .	(	(	,   	>	*	,   	2	>	*	,   	?		$	(	,   '	M	/	>	(	,   8	.	>	'	>	(	  8	-	@	  0	>	.	- (	>	.	  	G	  8	>	%	  8	.	M	,	'	?	$	M	$	  9	K		0	  	.	C	$	  9	K	  	>	$	G	  9	H		  |   	>	*	  6	,	M	&	  	>	  9	K	$	>	  9	H	  	0	  .	(	(	  	0	M	%	  	>	  |   	2	>	*	  8	M	5	0	  	>	  	0	  	?		$	(	  $	$	M	$	M	5	  	>	  9	K	$	>	  9	H	  |   '	M	/	>	(	  8	M	5	0	A	*	  	>	  $	%	>	  8	.	>	'	>	(	  ( 8	.	>	'	@	)   .	G		  $	M	0	?	*	A		@	  ( '	M	/	G	/	,   '	M	/	>	$	>	,   8	A	'	M	/	>	(	)   	>	  2	/	  9	K	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   s a n c t i f i e s   e v e r y t h i n g   -   ' d h y a a n ' ,   ' s a a d h a n a a ' ,   m e d i t a t i o n ,   c o n t e m p l a t i o n   a n d   r e v e l a t i o n s   ( a n s w e r s   t o   t h e   p r o b l e m s   a p p e a r i n g   d u r i n g   m e d i t a t i o n ) .   A s   t h e   d e v o t e e   r e c i t e s   ' R a m   -   R a m ' ,   t h e   s p i r i t u a l   s i g n i f i c a n c e   i s   f e l t   k e e n l y   a n d   s u b t l y ;   w h i l e   i t   i s   v o c a l   c h a n t i n g   o f   t h e   w o r d ,   t h e   S a a d h a k   r e a l l y   m e d i t a t e s   a n d   r e f l e c t s   o n   t h e   s p i r i t . " ;  
 t o d A r r a y [ 1 4 6 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 1 4 6 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 6 ] [ 3 ] =   " 	?	9	M	5	>	,   	?	8	  *	0	  0	>	.	- 0	>	.	  8	A	9	>	$	>	  9	H	,   5	?	2	8	$	>	  9	H	,   5	>	9	@	  	.	C	$	- $	A	2	M	/	  .	'	A	0	  9	H	  |   0	>	.	- (	>	.	  	@	  8			?	$	  *	B			@	  8	A		C	$	- 8	$	M		0	M	.	  9	H	,   0	>	.	- 0	>	.	  	5	?	(	>	6	@	,   	$	M	/	(	M	$	?		- 8	A		  	K	  &	G	(	G	  5	>	2	>	  9	H	  |   B l e s s e d   i s   t h e   t o n g u e   t h a t   f o r e v e r   r e m e m b e r s   ' R a m - R a m ' .   I n d e e d ,   t h e   o n l y   s i g n i f i c a n t   w e a l t h   a n d   r i g h t e o u s   d e e d   w o r t h   p e r f o r m i n g   c o n s i s t s   i n   c o n s t a n t   a n d   s u s t a i n e d   r e c i t a t i o n   o f   ' R a m - R a m ' .   T h i s   s u r e l y   b e s t o w s   l a s t i n g   i n n e r   h a p p i n e s s . " ;  
 t o d A r r a y [ 1 4 7 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 1 4 7 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 7 ] [ 3 ] =   " 	K	  	(	  	.	C	$	.	/	- .	'	A	0	  0	>	.	- (	>	.	  *	0	  '	M	/	>	(	  2		>	$	>	  9	H	,   5	9	  9	@	  	5	?	(	>	6	@	- *	&	  ( .	K		M	7	- *	&	)   	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  	0	M	%	>	0	M	$	  	9	>		  8	G	  +	?	0	  8		8	>	0	  .	G		  2	K		(	>	  (	9	@		  *	!	<	$	>	  9	H	,   		8	  8	M	%	>	(	  	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  |   *	0	.	>	$	M	.	>	  0	8	- 8	M	5	0	A	*	  9	H	,   	5	?	(	>	6	@	  9	H	,   	.	C	$	  9	H	  |   		8	  	.	C	$	- 0	8	  	>	  8	>	0	  0	>	.	- (	>	.	  9	H	  	K	  	8	@	.	  8	0	M	5	K	$	M	$	.	  	(		&	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   	.	C	$	- *	&	  	8	@	  8	M	%	?	$	?	  	K	  -	@	  	9	$	G	  9	H		  	K	  8	M	5	/		  $	K	  	.	0	  9	H	  9	@	,   *	0	  	0	K		  	K	  -	@	  	.	0	  ,	(	>	(	G	  .	G		    8		M	7	.	  9	H		  |   O n e   w h o   c o n t e m p l a t e s   a n d   m e d i t a t e s   o n   S r i   R a m - N a a m   a l o n e   a c h i e v e s   s a l v a t i o n .   T h e   S u p r e m e   S o u l   i s   n e c t a r - l i k e   a n d   R a m - N a a m   i s   t h e   e s s e n c e   o f   t h i s   n e c t a r   w h i c h   f a s c i n a t e s ,   t h r i l l s ,   e l e v a t e s   a n d   c o n f e r s   e t e r n a l   b l i s s . [ A m r i t - P a d   a l s o   r e f e r s   t o   t h a t   s t a t e   o f   i m m o r t a l i t y   w h i c h   i s   c a p a b l e   o f   b e s t o w i n g   i t s e l f   o n   o t h e r s ] . " ;  
 t o d A r r a y [ 1 4 8 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 1 4 8 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 8 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  6	,	M	&	  .	>	(	  	0	  	8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	,   	>	*	  	0	,   	8	  (	>	.	  .	G		  *	0	,	M	0	9	M	.	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	&	>	  5	?	0	>		.	>	(	,   5	?	&	M	/	.	>	(	  	>	(	  |   O   M i n d !   R e m e m b e r   f o r e v e r   t h e   h o l y   w o r d s   ' R a m - R a m '   a s   t h e   p r o v i d e r   o f   s a l v a t i o n   a n d   i m m o r t a l i t y .   A l s o ,   b e   c e r t a i n   t h a t   L o r d   S r i   R a m   i s   f o r e v e r   e x i s t e n t   i n   H i s   N a m e   ( R a m - N a a m ) . " ;  
 t o d A r r a y [ 1 4 9 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 1 4 9 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 4 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 4 9 ] [ 3 ] =   " 0	>	.	- (	>	.	  	(	(	M	&	?	$	  $	%	>	  	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	,   0	A		>	5		K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  	0	  *	>	*	  (	7	M		  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	  (	>	.	  6	A	-	  	5		  .	9	>	(	  2		M	7	#	  9	H	,   6	>		$	?	,   .			2	,   	2	M	/	>	#	  	5		  *	M	0	8	(	M	(	  	0	(	G	  5	>	2	>	  9	H	  |   R a m - N a a m   i s   a   d i s p e n s e r   o f   b l i s s ,   w e l l   b e i n g   a n d   i s   a   p o s i t i v e   r e m e d y   f o r   a l l   t r o u b l e s .   A n   a u s p i c i o u s   a n d   g r e a t   o m e n ,   S r i   R a m - N a a m   s h o w e r s   p e a c e ,   p r o s p e r i t y ,   b e n e v o l e n c e   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 1 5 0 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 1 5 0 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 5 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 0 ] [ 3 ] =   " 0	>	.	- 0	>	.	  5	?		>	0	  	>	  		 	(	>	  8	0	M	5	K	$	M	$	.	  6	A	-	>	0	.	M	-	  .	>	(	?		  |   .	A		  $	%	>	  .	(	  8	G	  -   0	>	.	- 0	>	.	  	>	(	G	  8	G	  .	>	(	K	  .	(		>	9	G	  *	&	>	0	M	%	  ( +	2	)   	@	  *	M	0	>	*	M	$	?	  	0	M	%	>	$	  		M		>			  	@	  *	B	0	M	$	?	9	K	$	@	  9	H	  |   .	'	A	0	  .	(	K	0	%	  :   	6	M	5	0	  &	0	M	6	(	.   T h e   B e g i n n i n g   o f   t h o u g h t - p r o c e s s e s   c e n t r e d   u p o n   S r i   R a m   a u g u r s   w e l l .   I n c e s s a n t   r e c i t a t i o n   o f   S r i   R a m - N a a m   w i t h   f e e l i n g   a n d   d e v o t i o n   s o o n   f r u c t i f i e s   a n d   p a v e s   t h e   w a y   f o r   G o d - r e a l i z a t i o n . " ;  
 t o d A r r a y [ 1 5 1 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 1 5 1 ] [ 1 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 5 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 1 ] [ 3 ] =   " 	K	  5	M	/		M	$	?	  	*	(	G	  .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	  2	G	$	>	  9	H	,   		8	.	G		  8	-	@	  *	M	0		>	0	  	@	  '	(	M	/	$	>	  	>	  5	>	8	  9	K	  	>	$	>	  9	H	,   		8	G	  8	L	-	>		M	/	,   8	A		,   8	.	C	&	M	'	?	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	G	  	6	@	0	M	5	>	&	  *	M	0	>	*	M	$	  9	K	  	>	$	G	  9	H		  |   	9	>		  0	>	.	- (	>	.	  	K	  '	A	(	  	B			$	@	  9	H	,   5	9	>		  8	G	  &	A			  *	@	\	>	    &	G	(	G	  5	>	2	G	  6	K		,   8				  -	>		  	>	$	G	  9	H		  |   5	?	7	.	- 5	?	7	>	&	  :   8	$	M	5		A	#	  8	G	  8	A		,   0		K		A	#	  8	G	  &	A			  	0	  $	.	K		A	#	  8	G	  5	?	7	>	&	,   	2	8	M	/	,   *	M	0	.	>	&	  	>	  *	M	0	>	&	A	0	M	-	>	5	  9	K	$	>	  9	H	  |     5	?	7	>	&	  	8	>	  &	A			  9	H	  	?	8	8	G	  	B		(	G	  	>	  		*	>	/	  (	  8	B		G	  |   	,	  5	?	7	.	  ( 	8	.	    9	K	  	>	$	>	  9	H	  $	,	  8	B		,	B		  ,	?	2		A	2	  (	9	@		  0	9	$	@	  |   I n s t a l l i n g   S r i   R a m - N a a m   i n   t h e   i n m o s t   n i c h e   o f   t h e   h e a r t   f i l l s   t h e   d e v o t e e   w i t h   s u b l i m i t y   a n d   h i g h e r   s p i r i t u a l   ' w e a l t h ' .   H a p p y   t i d i n g s   m a r k e d   b y   g o o d   f o r t u n e ,   p e a c e   a n d   p r o s p e r i t y   v i s i t   t h e   p l a c e   w h i l e   t h e   a g e n t s   o f   g l o o m ,   p a i n   a n d   d o o m   d e p a r t   f r o m   w h e r e   R a m - N a a m   i s   u t t e r e d . " ;  
 t o d A r r a y [ 1 5 2 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 5 2 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 2 ] [ 3 ] =   " 0	>	.	  (	>	.	  	@	  *	@	\	>	  ( 5	M	/	%	>	)   	K	  &	B	0	  	0		G	,   		8	G	  	.	C	$	- $	$	M	$	M	5	  8	G	  8	@			  	0	  6	>	(	M	$	?	  2	>	$	>	  9	H	  |   	$		5	  -	>	5	- *	M	0	G	.	  8	G	,   *	M	0	G	.	*	B	0	M	5		0	>	.	- 0	>	.	  	*	?		  |   	8	8	G	  		M		G	  "			  8	G	  9	0	  *	M	0		>	0	  	@	  	(	A		B	2	$	>	  	@	  $	H	/	>	0	@	  9	K	$	@	  9	H	,   9	0	  *	M	0		>	0	  	G	  	0	>	.	,   8	A		  	>	  (	?	0	M	.	>	#	  9	K	$	>	  9	H	  |   D r i v i n g   a w a y   m e n t a l   a g o n y ,   t h e   H o l y   R a m - N a a m   s o o t h e s   h i g h - s t r u n g   n e r v e s   a n d   t r a n q u i l l i z e s .   O u r   o n l y   d u t y   i s   t o   r e c i t e   R a m - R a m   w i t h   f i r m   f a i t h   a n d   d e v o t i o n .   T h e   w a y   t o   a l l   r o u n d   s u c c e s s   a n d   e x c e l l e n c e   i s   p a v e d   a u t o m a t i c a l l y   a n d   t h e   d e v o t e e   i s   h e l p e d   t o   u n d e r t a k e   h i g h e r   s p i r i t u a l   p i l g r i m a g e   i n   a   p r o p i t i o u s   ( a u s p i c i o u s )   e n v i r o n m e n t . " ;  
 t o d A r r a y [ 1 5 3 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 1 5 3 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 3 ] [ 3 ] =   " 9	G	  8	>	'		!   8	&	>	  0	>	.	  (	>	.	  	>	    *	M	0	G	.	*	B	0	M	5		  	>	*	  	0	K	,   		8	G	  8	M	.	0	#	  0		K	  	K	  	$	M	/		$	  .	>			2	?		  9	H	,   .			2	  	>	  8	M	0	K	$	  9	H	  $	%	>	  	K	  *	@	\	>	  *	9	A			>	(	G	  5	>	2	G	  	8	9	M	/	  $	%	>	  -	/	>	(		  &	A		K		-     5	?	*	$	M	$	?	/	K		  	K	  &	B	0	  	0		G	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	@	  *	M	0	$	?		B	2	$	>	  	K	  &	B	0	  	0		G	  	(	A		B	2	$	>	  	0	(	G	  5	>	2	>	  9	H	,   9	0	  *	M	0		>	0	  8	G	  0	A		?		0	,   2	>	-		>	0	@	  	5		  8	A			0	  9	H	  |   5	?	7	.	- 5	?			  8				  :   8	,	  	0	  8	G	  		  8	>	%	  	8	9	M	/	  $	%	>	  -	/	>	(		  5	?	*	$	?	/	K		  	>	  	  *	!	<	(	>	  |   O   S a a d h a k !   W i t h   k e e n n e s s   a n d   c o m p l e t e   f a i t h ,   r e m e m b e r   f o r e v e r   ' R a m - N a a m '   -   t h e   P r o v i d e r   o f   i n v a l u a b l e   i n n e r   p e a c e ,   c o m f o r t ,   h a p p i n e s s   a n d   e q u a n i m i t y ,   a n d   t h e   V i c t o r   w h o   v a n q u i s h e s   a g o n y ,   a n g u i s h   a n d   i n a u s p i c i o u s n e s s . " ;  
 t o d A r r a y [ 1 5 4 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 1 5 4 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 4 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  	*	(	>	  8	$	M		0	M	.	  9	H	,   *	A	#	M	/	- 	0	M	.	  9	H	,   0	>	.	- (	>	.	  	A		0	M	.	K		  ( *	>	*	- 	0	M	.	K	)   	>	  (	>	6	  	0	(	G	  5	>	2	>	  9	H	  |   	K	  	K		  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	  -	>	5	*	B	0	M	5		  	>	*	  	0	$	>	  9	H	,   		8		>	  $	(	  	5		  .	(	  &	K	(	K		  6	A	&	M	'	$	0	  ( 	$	?	  6	A	&	M	'	)   9	K	  	>	$	G	  9	H		  |   D e v o u t   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   t h e   m o s t   s a c r e d   a c t   t h a t   e n n o b l e s ,   e l e v a t e s   a n d   s a n c t i f i e s ,   b e s i d e s   c l e a n s i n g   t h e   i n n e r   d r o s s   ( e v i l )   b y   o v e r w h e l m i n g   t h e   e v i l   a n d   t h e   e v i l   d e e d s   o f   t h e   d e v o t e e . " ;  
 t o d A r r a y [ 1 5 5 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 5 5 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 5 ] [ 3 ] =   " 	?	8	.	G		  0	>	.	- (	>	.	  0	A	*	@	  6	A	-	  	>		M	0	$	9	K	  	>	$	>	  9	H	,   		8		G	  *	>	*	  	5		  &	A			  -	>		  	>	$	G	  9	H		  |   	K	  0	>	.	- (	>	.	  	>	  .	(	  8	G	  	0	M	%	>	$	  .	(	  2		>		0	  			M		>	0	#	  	0	$	>	  9	H	,   		8		G	  8		6	/	  	5		  -	/	  &	B	0	  9	K	  	>	$	G	  9	H		  |   $	>	*	  :   $	@	(	  *	M	0		>	0	  	G	  &	A			  ( 1 )   	'	M	/	>	$	M	.	?		  ( &	H	9	?		  	5		  .	>	(	8	?		)     	M	5	0	,   	>	.	,   	M	0	K	'	,   	?		$	>	,   6	K		  	&	?	  |     ( h	)   	'	?	-	K	$	?		  :   &	B	8	0	G	  *	M	0	>	#	?	/	K		  	G	  	>	0	#	  &	A			  	H	8	G	  	K	0	  &	M	5	>	0	>	,   8	0	M	*	- ,	?		M		A	  &	M	5	>	0	>	  ( i	)   	'	?	&	H	5	?		  :   &	H	5	@	  	>	0	#	K		  &	M	5	>	0	>	  &	A			  :   -	B		.	M	,   ,	>	"	<	,   8	B		>	  	&	?	  |   -	/	  :   	(	?	7	M		  9	K	(	G	  	@	  	6			>	  	H	8	G	  	(	,   '	(	,   .	>	(	- 9	>	(	?	  |   0	K		- .	C	$	M	/	A	  8	G	    -	/	  |   O n e   w h o s e   i n n e r   b e i n g   g e t s   a g l o w   w i t h   t h e   H o l y   L i g h t   o f   R a m   N a a m   n o   l o n g e r   s u f f e r s   t h e   p a n g s   o f   s u f f e r i n g ,   a d v e r s i t y ,   d o u b t   a n d   f e a r .   A n y o n e   w h o   r e m e m b e r s   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   r e v e r e n c e   i s   n o t   b o t h e r e d   b y   f e a r   a n d   d o u b t . " ;  
 t o d A r r a y [ 1 5 6 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 5 6 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 6 ] [ 3 ] =   " 0	>	.	  	>	  8	A		&	0	,   .	'	A	0	,   8	.	C	&	M	'	  (	>	.	  	?	8	  .	G		  	8	@	(	  9	K	  	>	$	>	  9	H	,   		8	  5	M	/		M	$	?	  	@	  8	>	0	@	  	>	.	(	>			  *	B	0	M	#	  9	K	  	>	$	@	  9	H		  |   	K	  	K		  	?	$	  .	G		  0	>	.	- 0	>	.	  	>	  8	M	.	0	#	  	0	$	>	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  (	?	: 8		&	G	9	- 	5	6	M	/	  *	>	0	  9	K	  	>	$	>	  9	H	,   .	A		M	$	  9	K	  	>	$	>	  9	H	  |   H e   h a s   a l l   h i s   d e s i r e s   f u l f i l l e d   w h o   c o n s e c r a t e s   h i s   i n m o s t   n i c h e   w i t h   S r i   R a m ' s   h o l y   n a m e .   P a s s i o n a t e   a n d   c e a s e l e s s   r e m e m b r a n c e   o f   R a m - R a m   e n a b l e s   t h e   d e v o t e e   t o   a t t a i n   e t e r n a l   s a l v a t i o n   f r o m   t h e   m o r t a l   w o r l d . " ;  
 t o d A r r a y [ 1 5 7 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 7 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 7 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9	>	/		  9	H	  ( 9	0	  *	M	0		>	0	  	@	  	5	6	M	/		$	>	  *	B	0	@	  	0	(	G	  5	>	2	>	) ,   8	A		  &	G	(	G	  5	>	2	>	  9	H	  |   8	?	.	0	(	  $	K	  8	0	M	5	K		M		- 8	,	  	0	M	.	K		  8	G	  
			>	- 	0	M	.	  9	H	  	M	/	K			?	  0	>	.	- *	M	0	-	A	  $	K	  ,	2	- 8	>	.	0	M	%	M	/	,   8	,	  6		M	$	?	/	K		  	G	  8	0	M	5	- 8	A		  	5		  *	B	0	M	#	  	M		>	(	- *	M	0		>	6	  	G	  *	A			  9	H		  |   8	?	.	0	(	  :   -	>	5	(	>	  8	9	?	$	  -		5	>	(	M	(	>	.	  			M		>	0	#	  |   A s   t h e   s u p r e m e   r e l i g i o u s   p r a c t i c e ,   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   w i t h   d e v o t i o n   a n d   d e d i c a t i o n   f a c i l i t a t e s   a l l   r o u n d   w e l l   b e i n g   a n d   p o s i t i v e   a t t i t u d e .   S r i   R a m ' s   c o n s t a n t   r e m e m b r a n c e   i s   t h e   H i g h e s t   A c t   t h a t   b l e s s e s   t h e   d e v o t e e   w i t h   s t r e n g t h ,   b l i s s   a n d   h i g h e r   k n o w l e d g e .   " ;  
 t o d A r r a y [ 1 5 8 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 5 8 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 8 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	>	  9	@	  8	?	.	0	(	  	0	,   0	>	.	- 0	>	.	  *	0	.	G	6	M	5	0	  0	>	.	  9	H		  |   0	>	.	- 0	>	.	  *	M	0	-	A	- 0	>	.	  	>	  0	8	>	8	M	5	>	&	(	  	0	,   0	>	.	- 0	>	.	  9	0	@	  	>	  (	>	.	  9	H	  |   9	0	?	  :   *	>	*	K		  	>	  9	0	#	  	0	(	G	  5	>	2	>	  *	0	.	>	$	M	.	>	  |   -		  :   	H	8	G	  	>	/	  	>	0	>	  	>		0	,   	A		>	2	@	  	0		G	  0	8	  2	G	$	@	  9	H	,   	8	@	  *	M	0		>	0	  *	M	0	-	A	  0	>	.	  	@	  8	M	.	C	$	?	  	K	  ,	>	0	- ,	>	0	  .	(	  .	G		  2	>		0	  0	8	>	8	M	5	>	&	(	  	0	(	>	  -		(	- -	>		(	  	9	2	>	$	>	  9	H	  |   O   M i n d !   R e m e m b e r   f o r e v e r   S r i   R a m ' s   H o l y   n a m e .   H e   s y m b o l i z e s   G o d ,   t h e   P u r i f i e r .   R e c i t e   f o r e v e r   ' R a m - R a m '   a s   t h e   N a m e   I t s e l f   e m b o d i e s   G o d . " ;  
 t o d A r r a y [ 1 5 9 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 1 5 9 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 5 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 5 9 ] [ 3 ] =   " .	>	$	>	- *	?	$	>	,   -	>		,   *	A	$	M	0	,   *	$	M	(	@	,   '	(	,   8	.	M	,	(	M	'	@	,   *	$	?	- *	M	0	?	/	$	.	,   *	M	0	?	/	,   .	?	$	M	0	,   .	0	#	- 	>	2	  .	G		  	K		  -	@	  8	9	>	/		  (	9	@		  9	K	$	G	,   	G	5	2	  0	>	.	- (	>	.	  9	@	  	*		K	  $	>	0	(	G	  5	>	2	>	  9	H	,   	*		>	  8	0			M	7		  9	H	  |   A s   t h e   s p i r i t   w i t h i n   p r e p a r e s   t o   d e p a r t   f r o m   t h e   h u m a n   b o d y ,   a l l   t h e   w o r l d l y   r e l a t i o n s   a n d   f a m i l i a l   b o n d s   p r o v e   o f   n o   a v a i l .   ' R a m   -   N a a m '   a l o n e   a c c o m p a n i e s   t h e   S p i r i t   o n   i t s   o n w a r d   j o u r n e y   t o   G o d ' s   a b o d e   a n d   i s   I t s   s a v i o u r / p r o t e c t o r . " ;  
 t o d A r r a y [ 1 6 0 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 1 6 0 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  8	?	.	0	(	  9	@	  $	G	0	>	  8	>	%	@	  9	H	,   .	?	$	M	0	  9	H	,   *	M	0	G	.	@	  9	H	,   9	?	$		>	0	@	  	5		  6	A	-	- *	M	0	>	#	@	  9	H	  |   0	>	.	  $	K	  	(	>	&	?		>	2	  8	G	,   *	M	0	$	M	/	G		  /	A		  .	G		  	*		G	  8	>	%	  0	9	(	G	    5	>	2	>	  9	H	,   8	&	>	  8	>	%	  &	G	(	G	  5	>	2	>	  9	H	  |   	$		  0	>	.	  	>	  -		M	$	  	-	@	  -	@	  		G	2	>	  (	9	@		  0	9	$	>	  |   *	M	0	-	A	  0	>	.	  8	&	H	5	  	*	(	G	  -		M	$	  	G	  8	>	%	  9	K	$	G	  9	H		  |   O   S a a d h a k !   T h y   o n l y   a s s o c i a t e ,   c o m r a d e ,   f r i e n d   a n d   w e l l - w i s h e r   i s   S r i   R a m ' s   h o l y   n a m e   t h a t   n e v e r   f o r s a k e s   a n d ,   i n d e e d ,   h a s   b e e n   w i t h   t h e   d e v o t e e s   s i n c e   t h e   b e g i n n i n g   o f   t h e   u n i v e r s e .   I n   f a c t ,   S r i   R a m ' s   d e v o u t   d e v o t e e   i s   n e v e r   l o n e s o m e ,   a s   H i s   b l e s s i n g s   a n d   p r o t e c t i o n   a r e   a l w a y s   a v a i l a b l e   t o   h i m . " ;  
 t o d A r r a y [ 1 6 1 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 1 6 1 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 1 ] [ 3 ] =   " 	(	- 0	9	?	$	  			2	  9	K	,   -	/			0	    5	?	*	$	M	$	?	  8				  9	K	,   	(	G	0	@	    0	>	$	M	0	?	  	>	  8	,	  	0	    	(	M	'		>	0	  	>	/	>	  9	K	,   	H	8	G	  9	@	  0	>	.	  (	>	.	  	@	  	M	/	K	$	?	  		.		>	$	@	  9	H	  5	H	8	G	  9	@	  	8	>	(	@	  8	G	  8	-	@	  &	A			  &	A	0	M	-	>		M	/	,   &	A	0	M	&	?	(	  &	B	0	  -	>		  	>	$	G	  9	H		  |   B e   i t   a   d e s o l a t e   a n d   f o r s a k e n   j u n g l e ,   a n   a w e s o m e   d a r k   n i g h t ,   s e e m i n g l y   e n d l e s s   t r i b u l a t i o n s   a n d   a g o n i e s   -   a l l   t h e s e   d i s a p p e a r   i n s t a n t l y   a n d   o f   t h e i r   o w n   a c c o r d   a s   s o o n   a s   o u r   i n n e r   b e i n g   i s   a g l o w   w i t h   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 1 6 2 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 1 6 2 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 2 ] [ 3 ] =   " 	,	  		2		(	  -	0	@	  0	A		>	5		K		  	>	  		.	(	  9	K	,   	,	  6	$	M	0	A	$	>	,   *	M	0	$	?		B	2	$	>	  	5		  	!		(	G		  ,	9	A	$	  ,	"	  	>			,   $	,	  0	>	.	- (	>	.	,   	K	  8		M		>	  .	?	$	M	0	  9	H	,   8	&	>	  9	?	$	  	0	(	G	  5	>	2	>	  	5		  0		M	7		9	H	  	0	  8	A		  	>	  &	>	$	>	  9	H	,   		8		>	  	>	*	    	@		?		  |   T h e   d e v o t e e   s h o u l d   c o n s t a n t l y   r e m e m b e r   a n d   r e c i t e   ' R a m -   N a a m '   -   t h e   i n f a l l i b l e   ( s u r e )   r e m e d y   f o r   e n m i t y ,   h u r d l e s ,   r e s i s t a n c e   o r   o p p o s i t i o n   a s   ' J a a p '   o f   ' R a m - N a a m '   a l o n e   p r o v e s   t o   b e   a   d e p e n d a b l e   f r i e n d ,   b e n e f a c t o r   a n d   p r o t e c t o r . " ;  
 t o d A r r a y [ 1 6 3 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 1 6 3 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 3 ] [ 3 ] =   " .	(	  	,	  8	>	9	8	,     &	C	]	$	>	    	K	  ,	H	 	G	  	0	M	%	>	$	  8	M	%	?	0	$	>	  	K	  (	  *	M	0	>	*	M	$	  	0	  8		G	,   &	A	7	M		- 	?		$	>	  	?	$	M	$		G	  	A		\	G	- 	A		\	G	  	0	  &	G	- 	?		$	>			    	?	$	  	K	  	G	0	  2	G		,   $	,	  0	>	.	- (	>	.	,   	K	  	?		$	>			  	K	  	B	0	M	#	  	0	(	G	  5	>	2	>	- (	>	6		  9	H	,   	?		$	>	.	#	?	  9	H	,   	K	  	?	$	M	$	  .	G		  		 	(	G	  5	>	2	G	  8	-	@	  8			2	M	*	K		,   8	-	@	  		M		>			  	K	  *	B	0	M	$	?		0	(	G	  5	>	2	>	  9	H	,   		8		@	  	5	C	$	?	  	0	?	/	G	  ,   		8	  (	>	.	  	K	  	*	?		  |   	?		$	>	.	#	?	  :   		  	2	M	*	?	$	  0	$	M	(	  	K	  	-	@	7	M		- .	(		>	9	G	  +	2	  	>	  &	G	(	G	  5	>	2	>	  9	H	  |   W h e n   f a c e d   w i t h   a c u t e   a n x i e t y ,   u n s t e a d i n e s s   a n d   w o r r i e s   ,   o n e   s h o u l d   r e m e m b e r   ' R a m - N a a m '   t h a t   i n s t a n t l y   d i s s o l v e s   a l l   t h e   t e n s i o n s   a n d ,   i n s t e a d ,   p r o v i d e s   t h e   d e s i r e d   b l e s s i n g s   a n d   g a i n s . " ;  
 t o d A r r a y [ 1 6 4 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 1 6 4 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 4 ] [ 3 ] =   " 	,	  		&	>	8	@	  	>	  8	>		0	  9	>	9	>		>	0	  .		>	  &	G	  	0	M	%	>	$	  8				  8	>		0	  .	G		  ,	>	]	  	  	>	5	G	  	0	  	$	?	- &	A			  	G	  	>	0	#	  .	(	  	,	0	>	(	G	  2		G	,   *	@	\	?	$	  9	K	,   		A	2	  9	K	,   $	,	  ,	>	0	- ,	>	0	  0	>	.	- 0	>	.	,   	K	  5	M	/		M	$	?	  	K	  8				K		  8	G	  0	>	9	$	  &	?	2	>	(	G	  5	>	2	>	  9	H	,   		8	G	  *	M	0	G	.	*	B	0	M	5		  	*	?		  	M	/	K			?	  0	>	.	- (	>	.	  8				  8	>		0	  8	G	  .	>	(	5	  	@	5	(	- 0	A	*	@	  (	>	5	  	K	  *	>	0	  2	G	  	>	(	G	  5	>	2	>	  9	H	  |   I n   t r y i n g   t i m e s   o f   o v e r w h e l m i n g   g r i e f   a n d   g l o o m ,   t a k e   t o   i n c e s s a n t ( n o n - s t o p )   r e c i t a t i o n   o f   ' R a m - R a m   ' .   Y o u   w i l l   s u r e l y   c o m e   o u t   o f   t h e   w o o d s   ( o u t   o f   d a n g e r ) . " ;  
 t o d A r r a y [ 1 6 5 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 1 6 5 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 5 ] [ 3 ] =   " 8				.	/	  	L	,	@	8	  			G	  5	  	 	?	(	>		  -	0	G	  8	.	/	  .	G		  	,	  	 	K	0	  	7	M		K		  8	G	  $	%	>	  -	/	>	(		  5	M	/	%	>	- 	2	G	6	K		  8	G	  5	M	/		M	$	?		?	0	  	>	/	G	,   $	,	  *	>	2	(	  	0	(	G	  5	>	2	G	,   8	A		- &	>	$	>	,   &	@	(	K		  *	0	  &	/	>	  	0	(	G	  5	>	2	G	  *	M	0	-	A	  0	>	.	  	G	  (	>	.	  	K	  	*	?	/	G	    |     	M	2	G	6	  :   *	>			  	M	2	G	6	  ( 1 )   	5	?	&	M	/	>	  ( h	)   	8	M	.	?	$	>	,   ( i	)   0	>		  ( j	)   &	M	5	G	7	  ( k	)   	-	?	(	?	5	G	6	  |   	(	M	9	G		  	5	?	&	M	/	>	  	@	  *	>			  	M	0		%	?	/	>		  $	%	>	  	M	2	G	6	  	G	  	>	0	#	  -	@	  	9	>	  	>	$	>	  9	H	  |   W h e n   h o p e l e s s   c a l a m i t i e s   a n d   s e e m i n g l y   i n s u r m o u n t a b l e   d i f f i c u l t i e s   s t a r e   y o u   i n   t h e   f a c e ,   y o u   s h o u l d   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' -   t h e   C o m p a s s i o n a t e   B e n e f a c t o r   a n d   P r o v i d e r ,   e v e r y   m o m e n t   o f   t h e   d a y . " ;  
 t o d A r r a y [ 1 6 6 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 1 6 6 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 6 ] [ 3 ] =   " 	?	8	  8	.	/	  	K		  -	/	>	(		  		(	>	  		?	$	  9	K	  	>		  $	%	>	  	A	8			- ,	A	0	G	  5	M	/		M	$	?	  	5		  &	A			  	G	0	  2	G		,   $	K	  ,	?	(	>	  &	G	0	  	?	/	G	- $	A	0		$	  0	>	.	- 0	>	.	  	*	?		  	0	  0	>	.	- 0	>	.	  	@	  9	?	$	G	7	@	,   	(	A		M	0	9	6	@	2	  *	A		>	0	- 0		(	  	K	  ,	(	>	/	G	  0		?	/	G	  	0	M	%	>	$	  	0	M	$	  9	K		0	  ( -	>	5	  *	B	0	M	5		)   *	A		>	0	$	G	  0	9	?	/	G		>	  |   W h e n e v e r   f a c e d   w i t h   g r a v e   d a n g e r s ,   l o a t h s o m e   p e o p l e   o r   a d v e r s e   c i r c u m s t a n c e s ,   t a k e   t o   i n c e s s a n t   r e c i t a l   o f   R a m - N a a m   a n d   i n v o k e   S r i   R a m ' s   G r a c e   p a s s i o n a t e l y   a n d   w i t h   c o m p l e t e   f a i t h   i n   T h e   S a v i o u r . " ;  
 t o d A r r a y [ 1 6 7 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 1 6 7 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	?	$	M	/	  8	9	>	/	$	>	  	0	G		>	,   0	>	.	- (	>	.	  8	.	M	/		,   8	A		  &	G		>	  |   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	  	>	  		  .	>	$	M	0	  	8	0	>	- 8	9	>	0	>	  9	H	  	0	  		(		@	    6	0	#	  9	@	  6	>	(	M	$	?	  8	M	%	>	(	  9	H	  |   ' R a m - N a a m '   s t a n d s   b y   u s   s t e a d f a s t l y   t h r o u g h   t h i c k   a n d   t h i n ,   a n d   h e l p s ,   c o m f o r t s ,   c o n s o l e s ,   s u s t a i n s   a n d   o f f e r s   p e r f e c t   r e f u g e   ( s h e l t e r )   a n d   s e r e n i t y   l i k e   n o n e   e l s e . " ;  
 t o d A r r a y [ 1 6 8 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 1 6 8 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 8 ] [ 3 ] =   " 	$		5	  0	>	.	- (	>	.	  	@	  8	.	M	*	$	?	  	0	M		?	$	  	5		  8			?	$	  	@		?	/	G	,   (	>	.	  	K	  9	@	  	@	5	(	  /	>	$	M	0	>	  	G	  2	?		  .	>	0	M		  5	M	/	/	- 8		,	2	  ,	(	>		0	  2	G	  	>		/	G	  |   	8	8	G	  	(	M	.	- .	0	#	  	>	  -	/	  (	7	M		  9	K		>	  	0	  0	>	.	- -		M	$	  	@	  /	>	$	M	0	>	  (	?	0	M	5	?		(	  8	.	M	*	(	M	(	  9	K		@	,   5	9	  	9	@		  0	A		>	    (	9	@		  0	9	G		>	  |   T r e a s u r e   u p   t h e   i n v a l u a b l e   w e a l t h   o f   R a m - N a a m ,   w h i c h   a c t s   a s   t h e   g u i d e   f o r   t h e   S p i r i t   o n   i t s   u l t i m a t e   j o u r n e y   t o w a r d s   s a l v a t i o n .   T h e   t r u e   ' S a a d h a k '   i s   a l w a y s   u n d e r   t h e   c o n s t a n t   p r o t e c t i o n   a n d   b l e s s i n g s   o f   S r i   R a m ,   a n d   i s   n e v e r   b o u n d   b y   t h e   a w e s o m e   c h a i n s   o f   t h e   B i r t h   -   D e a t h   c y c l e   f r o m   w h i c h   h e   g e t s   l i b e r a t e d   f o r e v e r . " ;  
 t o d A r r a y [ 1 6 9 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 1 6 9 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 6 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 6 9 ] [ 3 ] =   "   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  $	@	(	K	  2	K		K		  ( 5	?	6	M	5	)   	>	  8	M	5	>	.	@	  9	H	,   8	0	M	5	K	$	M	$	.	,   8	0	M	5	K		M		,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  *	A	0	A	7	  9	H	  	0	  (	?	$	M	/	  8	>	%	  0	9	(	G	  5	>	2	>	  9	H	  |   $	@	(	  2	K		  :   .	C	$	M	/	A	2	K		  ( -	B	- 2	K		  8	G	  *	>	$	2	    2	K		  $		)   	(	M	$	0	?		M	7	  ( -	A	5	0	M	2	K		)   	0	  8	M	5	0	M		2	K		  ( 8	M	5	0	M		M	2	K		  8	G	  8	$	M	/	2	K		  $		)   |   S r i   R a m   i s   t h e   S u p r e m e   P r e s i d i n g - D e i t y   ( G o d )   o f   a l l   t h e   t h r e e   w o r l d s   ( U n i v e r s e ) .   H i m s e l f   b e i n g   t h e   P u r e s t   -   t h e   S u b l i m e s t   S a n c t i f i e r ,   S r i   R a m   b l e s s e s   H i s   d e v o t e e s   b y   b e i n g   w i t h   t h e m   f o r e v e r .   ' T e e n   L o k ' :   T h e   t h r e e   w o r l d s   n a m e l y   t h e   p h y s i c a l   w o r l d - c h a r a c t e r i z e d   b y   m o r t a l i t y   a n d   r a n g i n g   b e t w e e n   t h e   v i s i b l e   w o r l d   a n d   t h e   i n v i s i b l e ,   a b y s m a l   a n d   b o t t o m l e s s   w o r l d   b e n e a t h   t h e   e a r t h ;   t h e   s p a c e ;   a n d   t h e   h e a v e n s   t h a t   c o v e r   a n d   e x t e n d   u p   t o   G o d ' s   A b o d e . " ;  
 t o d A r r a y [ 1 7 0 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 1 7 0 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 0 ] [ 3 ] =   " /		M		  $	*	8	M	/	>	,   '	M	/	>	(	,   $	M	/	>		,   *	M	0	-	A	  .	?	2	(	  	G	  8	,	  8	>	'	(	,   			2	  .	G		  	A		?	/	>	  ,	(	>	  	0	  		8	.	G		  (	?	5	>	8	,   	9	0	>	  5	H	0	>		M	/	,   /	G	  8	,	  	M	0	?	/	>	/	G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	8	9	@	(	,   +	@		@	  9	H		  |   	$		  0	>	.	- 0	>	.	  	*	?		,   	0	  8		8	>	0	- 8	>		0	  	K	  $	0	  	>		/	G	  |   /		M		  :   	?	8	  	0	M	.	  	G	  	0	(	G	  8	G	  *	0	- 9	?	$	  9	K	  	5		  	*	(	>	  	2	M	/	>	#	  9	K	  |   $	*	  :   	'	M	/	>	$	M	.	?		  *	M	0		$	?	  	G	  2	?		  	7	M		  		 	>	(	>	,   	K	  8	9	(	  9	K	  8		G	,   5	9	  $	*	  |   '	M	/	>	(	  :   .	(	K	5	C	$	?	/	K		    	K	  8		8	>	0	  	K	  	0	  8	G	  9		>		0	  (	>	.	  *	0	  	?		>	(	>	  |   $	M	/	>		  :   5	?		>	0	K		,   5	?	7	/	>	8		M	$	?	  	&	?	  	>	  	B		  	>	(	>	    |   /		M		, &	>	(	  	0	  $	*	  8	>	'		K		  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  	0	M	.	  9	H		  |   $	M	/	>		  6	,	M	&	  	>	  	0	M	%	  &	>	(	  -	@	  9	K	$	>	  9	H	  |   	9			>	0	  	0	  +	2	G		M		>	  	K	!	<		0	  		*	/	K		@	  5	8	M	$	A			  	>	  8	.	0	M	*	#	  &	>	(	  /	>	  $	M	/	>		  	9	2	>	$	>	  9	H	  |   5	H	0	>		M	/	  :   	8	  2	K		  $	%	>	  *	0	2	K		  	G	  5	?	7	/	- 8	.	M	,	(	M	'	@	  8	A		K		  	@	  8	0	M	5	%	>	  		*	G		M	7	>	  	0	  &	G	(	>	  5	H	0	>		M	/	  9	H	  |   I n   t h e   a b s e n c e   o f   R a m   -   N a a m ,   e v e n   t h e   l o f t y   p r a c t i c e s   l i k e   y a g n a ,   w o r s h i p ,   m e d i t a t i o n ,   r e n u n c i a t i o n   a n d   h e r m i t a g e   ( l i f e   o f   h e r m i t s   -   s a n y a s i n s )   l o s e   a l l   s i g n i f i c a n c e   a n d   m e a n i n g .   I n   f a c t ,   s a l v a t i o n   i s   p o s s i b l e   o n l y   t h r o u g h   c e a s e l e s s   ( e n d l e s s )   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 1 7 1 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 1 7 1 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 1 ] [ 3 ] =   " 8		/	.	- .	(	  	(	M	&	M	0	?	/	K	*	0	  (	?	/		$	M	0	#	  	G	  8	-	@	  8	>	'	(	  0	>	.	- 	>	*	  .	G		  8	.	>	/	G	  9	A	5	G	  9	H		  	0	M	%	>	$	  (	>	.	- 	*	,   8		/	.	  	G	  2	?		,   		G	2	>	  	-	M	/	>	8	  *	0	M	/	>	*	M	$	  9	H	  |   *	0	.	G	6	M	5	0	  	0	>	'	(	  	G	  8	-	@	  	0	M	.	  -	@	  0	>	.	- 	>	*	  .	G		  8	.	>	9	?	$	  9	H		  |   0	>	.	- 	>	*	  8	0	M	5	K	$	M	$	.	  ( 8	.	M	*	B	0	M	#	)   8	>	'	(	>	  9	H	  |   	$		  8	A		- 8			/	  ( 8	A		- 8			M	0	9	)   0	>	.	- (	>	.	  	>	  8	?	.	0	(	  	0	K	  |   8		/	.	  :   		  '	M	/	G	/	  .	G		  '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	?	    2		>	(	>	  8		/	.	  	>	  8	>	'	(	  9	H	  |   	-	M	/	>	8	  :   	*	,   '	M	/	>	(	  	&	?	  	K	  ,	>	0	- ,	>	0	,   (	?	$	M	/	,   (	?	0		$	0	  	0	$	G	  0	9	(	>	  	-	M	/	>	8	  9	H	  |     	0	>	'	(	  :   *	M	0	-	A	  	@	  .	9	?	.	>	,   		(		G	  	A	#	K		  	>	  	>	(	  |   ' R a m - J a a p '   b y   i t s e l f   i n h e r e n t l y   a n d   s u f f i c i e n t l y   i m p l i e s   a n d   g r a n t s   s e l f   -   c o n t r o l   a s   w e l l   a s   t h e   s p i r i t u a l   w e a l t h   t h a t   r e a l l y   m a t t e r s .   S o ,   r e m e m b e r   t h e   s u p r e m e l y   s a c r e d   a n d   P r o v i d e r   o f   B l i s s   ' R a m   -   R a m ' ! . " ;  
 t o d A r r a y [ 1 7 2 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 1 7 2 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 2 ] [ 3 ] =   " 0	>	.	- 	>	*	  		  	2	L		?		  	0	M	.	,   			M		  	0	M	.	  	9	>	  	/	>	  9	H	,   /	G	  	!		(	K		,   0	A		>	5		K		,   	5	0	K	'		K		  $	%	>	  &	A			- 8	.	B	9	  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   .	9	>	(	- .		$	M	0	,   0	>	.	- 0	>	.	  	>	  	*	(	>	  *	A	#	M	/	  *	M	0	>	#	- 6	*	%	  9	H	,   		M		>	- (	?	/	.	  	5		  
			>	- $	*	  9	H	  |   8	A	5	M	0	$	:   0	>	.	- (	>	.	  	>	  	>	*	  8	0	M	5	&	G	6	,   8	0	M	5		>	2	  	0	  8	0	M	5	  	5	8	M	%	>			  .	G		  	0	$	G	  0	9	(	>	  8	A	5	M	0	$	  	9	2	>	$	>	  9	H	  |   H i g h e r   a n d   l o f t i e r   t h a n   e v e r y t h i n g   e l s e   i s   R a m - J a a p   t h a t   o v e r c o m e s   a l l   p r o b l e m s ,   h u r d l e s ,   i r r i t a n t s   a n d   p a i n s .   R a m - J a a p   i s   t h e   m o s t   a u s p i c i o u s   v o w   o f   d e v o t i o n ,   m e d i t a t i o n   a n d   s p i r i t u a l   p r a c t i c e . " ;  
 t o d A r r a y [ 1 7 3 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 1 7 3 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 3 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9		  8	.	>	'	?	  9	H	  $	%	>	  /	G	  8	,	  6	>	0	@	0	?		,   .	>	(	8	?		- 0	K		K		  	0	  	0	K	*	K		  5	  &	H	5	@	  8				K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   	'	M	/	>	$	M	.	?		- 6		M	$	?	/	K		  	0	  (	L	  (	?	'	?	/	K		  	>	  &	>	$	>	  $	%	>	  8	0	M	5	- 8	A		K		  	@	  	>	(	- 		>	(	>	  9	H	- 0	>	.	  |     	&	M	'	?	  - 8	?	&	M	'	?	  :   8	.	C	&	M	'	?	,   8	+	2	$	>	- 	7	M		  8	?	&	M	'	?	/	>		  |   ' R a m - J a a p '   i s   s i m p l e   a n d   u n c o m p l i c a t e d ,   e a s y   t o   p r a c t i c e   a n d   c u r e s   a l l   i l l s   a n d   t r o u b l e s   -   p h y s i c a l ,   m e n t a l   a n d   s p i r i t u a l .   ' R a m - J a a p '   l e a d s   t o   s u c c e s s ,   s t r e n g t h ,   a f f l u e n c e   a n d   i n t u i t i v e   p o w e r s   ( s p i r i t u a l   a n d   e x t r a - s e n s o r y ) . " ;  
 t o d A r r a y [ 1 7 4 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 1 7 4 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 4 ] [ 3 ] =   " 0	>	.	- 0	>	.	  *	0	  	?	$	M	$	  	?		>	(	>	  8	A		&	0	  5	?		>	0	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	>	  5	?		>	0	K		  .	G		  ,	8	  	>	(	>	,   9	0	  8	.	/	  -		5	&	- 5	?		>	0	K		  	>	  8	M	+	A	0	#	  		&	M	&	>	$	M	$	8	M	%	?	$	?	  9	H	,   	$		  &	C	]	    (	?	6	M		/	*	B	0	M	5		  0	>	.	- 0	>	.	  	*	K	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	K	  '	M	/	>	(	G	  	>	  $	>	$	M	*	0	M	/	  9	H	,   			M		$	.	  '	>	.	- 	5	8	M	%	>	  0	A	*	@	  	.	C	$	  	@	  *	M	0	>	*	M	$	?	  |   *	0	.	- *	&	  :   ,	M	0	9	M	.	'	>	.	    |   	9	>		    8	B	0	M	/	,   	(	M	&	M	0	  $	%	>	  		M	(	?	  *	M	0		>	6	  (	9	@		  	0	$	@	,   	K	  8	M	5	/		  	M	/	K	$	?	7	M	.	>	(	  9	H	  |   	?	8	.	G		  	>		0	  	@	5	  +	?	0	  *	@		G	  (	9	@		  2	L		$	>	  ,   5	9	  *	0	.	- '	>	.	  9	H	  |   	9	>		    8	&	>	  *	0	.	>	(	(	M	&	  9	H	,   	K	  &	A			,   6	K		,   	0	>	,   .	C	$	M	/	A	  0	9	?	$	  9	H	,   5	9	  *	0	.	- *	&	  9	H	  |   F o r e v e r   c o n t e m p l a t e   ' S r i   R a m - R a m '   a s   n o t h i n g   e l s e   d e s e r v e s   t h o u g h t   o r   c o n c e n t r a t i o n !   R e c i t e   S r i   R a m ' s   h o l y   N a m e   w i t h   f a i t h   a n d   f i r m   d e t e r m i n a t i o n   t o   a t t a i n   t h e   s t a t e   o f   S u p r e m e   C o n s c i o u s n e s s ,   B l i s s   a n d   K n o w l e d g e ! " ;  
 t o d A r r a y [ 1 7 5 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 1 7 5 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 5 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  ( 9	0	@	- (	>	.	)   *	M	0	-	A	  8	G	  	A	\	(	G	  	>	  8	0	M	5	K	$	M	$	.	  	5		  	8	(	  8	>	'	(	  9	H	  |   	$		5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	0	G		,   	K	  8	G	5	(	  9	G	$	A	  	.	C	$	  &	G	(	G	  5	>	2	>	  9	H	  |   T h e   h o l y   R a m - N a a m   u n i t e s   t h e   h u m a n   s o u l   w i t h   S r i   R a m - t h e   S u p r e m e   S o u l   w i t h   e a s e   a n d   w i t h o u t   a n y   d o u b t .   S o ,   r e c i t e   S r i   R a m - R a m   t o   a t t a i n   t h e   n e c t a r   o f   d i v i n i t y ! " ;  
 t o d A r r a y [ 1 7 6 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 1 7 6 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 6 ] [ 3 ] =   " 0	>	.	- (	>	.	- 0	A	*	@	    	?		$	>	.	#	?	  	8	>	  0	$	M	(	  9	H	,   	?	8		>	  .	B	2	M	/	  (	9	@		  !	>	2	>	- 		>	  	>	  8		$	>	  	0	M	%	>	$	  	.	B	2	M	/	  9	H	  |   0	>	.	- (	>	.	  	@	  .	9	>	(	$	>	  .	B	2	M	/	5	>	(	  9	H	,   	8		G	  *	M	0	-	>	5	  	@	  $	A	2	(	>	  (	9	@		  9	H	  	0	  /	9	  	$	?	  6		M	$	?	6	>	2	@	  9	H	  |   0	>	.	- (	>	.	  $	K	  		&	M	'	>	0		  	>	*	  9	H	  	0	M	%	>	$	  	8		>	  	>	*	  .	A		M	$	?	- &	>	$	>	  9	H	  |   R a m - N a a m   i s   a   j e w e l   t h a t   i s   i n v a l u a b l e ,   u n i q u e   a n d   i n c o m p a r a b l e   i n   i t s   e f f e c t i v e n e s s   a n d   l i m i t l e s s   p o w e r .   W h i l e   t h e   p r o f u n d i t y ,   g r a c e   a n d   m a j e s t y   o f   t h e   h o l y   R a m - N a a m   c a n n o t   b e   o v e r e s t i m a t e d ,   i t   h e l p s   t h e   d e v o t e e s   i n   g e t t i n g   s a l v a t i o n   ( ' M o k s h a ' -   d e l i v e r a n c e   o f   t h e   s o u l   f r o m   t h e   h u m a n   b o n d a g e ) . " ;  
 t o d A r r a y [ 1 7 7 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 1 7 7 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  .	B	2	  		M	7	0	  .	9	>	6		M	$	?	  	>	  8	M	0	K	$	  ( 	>	(	)   9	H		,   0	>	.	- 0	>	.	  	>	  	>	*	  6	A	-	  8		$	K	7	  9	H	,   8		$	K	7	  &	G		0	  '	(	M	/	  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- .		$	M	0	  $	>		$	M	0	?		- 5	?	&	M	/	>	  	>	  -	@	  .	B	2	  9	H	  $	%	>	  8	0	M	5	K	$	M		C	7	M		  0		M	7	>	  	5		  9	H	,   	8	8	G	  ,	"		0	  	K		  $		$	M	0	  /		$	M	0	  (	9	@		  	0	M	%	>	$	  0	>	.	- .		$	M	0	  $		$	M	0	  -	@	  9	H	  	0	  			M		$	0	  /		$	M	0	  -	@	  9	H	  |   	K	  0	>	.	- &	0	,	>	0	  8	G	  *	M	0	>	*	M	$	(	9	@		  9	K	  8		>	,   5	9	  	9	@		  	0	  8	G	  -	@	  (	9	@		  .	?	2	  8		G		>	  |     $		$	M	0	  :   $	>		$	M	0	?		  5	?	&	M	&	M	/	>	  	G	  8	?	&	M	'	>		$	,   .		$	M	0	  8	>	'	(	>	    	@	  5	?	6	G	7	  5	?	'	?	/	>		  |   /		$	M	0	  :   $	>	,	@		,   8	?	&	M	'	  .	(	M	$	M	0	K		  &	M	5	>	0	>	  	>	0	M	/	  8	?	&	M	'	?	  	G	  "			,   	7	M		&	2	  	.	2	  	&	?	  5	?	5	?	'	  		M	0	>		C	$	?	  |   R a m - N a a m   e m b o d i e s   t h e   s o u r c e   a n d   r e s e r v o i r   o f   p o w e r   a n d   s t r e n g t h ,   b e s t o w s   c o n t e n t m e n t   a n d   f u l f i l m e n t   a n d   i s   t h e   p r i m a r y   i m p e t u s   ( d r i v i n g   f o r c e )   b e h i n d   t h e   o c c u l t   ( s u p e r n a t u r a l ,   m a g i c a l   a n d   m y s t i c a l   p h e n o m e n a ) .   S r i   R a m   p l e a s e s   a l l ,   d i s a p p o i n t s   n o n e ,   a n d   i s   t h e   m o s t   e f f e c t i v e   t a l i s m a n   a g a i n s t   e v i l   d e s i g n s   a n d   d e e d s .   W h a t   i s   n o t   o b t a i n e d   t h r o u g h   t h e   b e n i g n   b e n e d i c t i o n   o f   S r i   R a m   c a n n o t   b e   r e a l i z e d   f r o m   a n y p l a c e   o r   a n y o n e   e l s e . " ;  
 t o d A r r a y [ 1 7 8 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 1 7 8 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 8 ] [ 3 ] =   " .	B	2	  .		$	M	0	  -	@	$	0	  8	M	%	?	$	  	.	2	- 		M	0	K		  	K	  	M	0	.	6		  	?	2	>	  &	G	$	>	  9	H	  |   0	>	.	- 0	>	.	  	>	  	>	*	  &	K	7	K		- &	A	0	M		A	#	K		  	K	  5	?	(	7	M		  	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	    6		M	$	?	  	K	  		&	M	,	K	'	?	$	- 	>		C	$	  	0	$	>	  9	H	  $	%	>	  8	A	7	A	.	M	(	>	  (	>	!	@	  	K	  	K	2	  &	G	$	>	  9	H	  |   0	>	.	  .		$	M	0	,   	.	C	$	  0	A	*	@	  0	8	  -	@	$	0	  	K	2	  &	G	$	>	  9	H	- 	.	C	$	  0	8	  -	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	  :   8	0	M	*	>		>	0	  8	A	7	A	*	M	$	  6		M	$	?	  	K	  8	,	8	G	  (	@		G	  8	M	%	?	$	  .	B	2	>	'	>	0	- 		M	0	  .	G		  (	?	5	>	8	  	0	$	@	  9	H	  |     8	A	7	A	.	M	(	>	    :   	.	2	- (	>	2	  .	G		  			2	>	- *	?			2	>	  	G	  ,	@		  .	'	M	/	- (	>	!	@	  |   	8	@	  	G	  ,	@		  	>		C	$	  	A	#	M	!	2	?	(	@	  
	*	0	  	G	  		M	0	K		  	@	  	0	    	.	(	  	0	$	@	  9	H	  |   R a m - N a a m   a w a k e n s   t h e   m e t a p h y s i c a l   e n e r g y   c e n t r e s   l o c a t e d   w i t h i n   u s ,   s m o t h e r s   ( c u r b s )   l o w l y   v i c e s ,   a w a k e n s   ' K u n d a l i n i ' ( s p i r i t u a l   e n e r g y )   a n d   a c c e l e r a t e s   t h e   f l o w   o f   e n e r g y   i n   t h e   ' S u s h m a n a a   N a a d i ' .   R a m - N a a m   f i l l s   o u r   i n n e r   b e i n g   w i t h   c e l e s t i a l   b l i s s   a n d   p u r e   j o y . " ;  
 t o d A r r a y [ 1 7 9 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 1 7 9 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 7 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 7 9 ] [ 3 ] =   " 	(	G		  *	M	0		>	0	  	@	  &	?	5	M	/	  '	M	5	(	@	  	8	>	(	@	  8	G	  9	@	  		&	-	B	$	  9	K	  	>	$	@	  9	H	,   -	@	$	0	  6	>		$	  	0	(	G	  5	>	2	>	,   ,	?	(	>	  *	M	0	/	$	M	(	  9	K	(	G	  5	>	2	>	  	>	*	  (	?	0	(	M	$	0	  	0	.	M	-	  9	K	  	>	$	>	  9	H	  |   	,	  .	(	  0	>	.	- 0	>	.	  .	'	A	0	  '	A	(	  .	G		  0	.	    	>	$	>	    9	H	  $	,	  0	>	.	- 0	>	.	  	G	  *	&	  -	@	$	0	@	  6		M	$	?	/	K		  	K	  	>		C	$	  	0	  &	G	$	G	  9	H		  |   (	>	&	  :   8	.	>	'	?	  	5	8	M	%	>	  .	G		  8	A	(	>		    &	G	(	G	  5	>	2	>	  8	B		M	7	M	.	  6	,	M	&	  |   R a m - N a a m   f a c i l i t a t e s   d i v i n e   r e v e l a t i o n s   a n d   b e s t o w s   t h e   g i f t   o f   s o u n d l e s s   e c h o .   W h i l e   t h e   d e v o t e e   i s   f i l l e d   w i t h   p e r f e c t   c a l m   a n d   q u i e t u d e ,   h e   a l s o   e x p e r i e n c e s   t h e   b e g i n n i n g   o f   u n i n t e r r u p t e d   r e c i t a t i o n   o f   h o l y   ' R a m - R a m '   w i t h o u t   m a k i n g   a n y   c o n s c i o u s   e f f o r t .   A s   t h e   d e v o t e e ' s   h e a r t   a n d   s o u l   a r e   f i n e l y   t u n e d   i n   t o   t h e   d i v i n e   a n d   s u b l i m e   R a m - N a a m ,   t h e   v a r i o u s   s p i r i t u a l   p o w e r s   t h a t   l i e   a s l e e p   w i t h i n   a r e   a l s o   a w a k e n e d . " ;  
 t o d A r r a y [ 1 8 0 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 1 8 0 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 8 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 0 ] [ 3 ] =   " 	,	  	5	?	0	>	.	- (	?	0	(	M	$	0	  0	>	.	- (	>	.	  	G	  -	@	$	0	  	B			(	G	- 		(	G	  8	G	   .	H		  	$	M	.	>	  9	B		   	8	@	  	H	$	(	M	/	  -	>	5	(	>	  *	0	.	>	(	(	M	&	*	B	0	M	5		  -   8	A		  8	9	?	$	  	>		C	$	  9	K	$	@	  9	H	  	0	  	5	?	&	M	/	>	  	@	  	M	0		%	?	  ( 	>		 	)   -    .	H		  &	G	9	  9	B		   	A	2	  	>	$	@	  9	H	,   	0	M	%	>	$	  0	>	.	- (	>	.	  	G	  *	M	0		>	6	  8	G	  		M		>	(	$	>	  	>	  		'		>	0	  &	B	0	  9	K	  	>	$	>	  9	H	,   $	,	  0	>	.	- 2	@	2	>	- 0		(	>	  0	A	*	@	  +	A	2	5	>	0	@	  	?	2	  	>	$	@	  9	H	  |   C o n s t a n t   r e c i t a l   o f   R a m - N a a m   a w a k e n s   u s   t o   t h e   t r u t h :   ' I   a m   t h e   S o u l '   w i t h   g r e a t   s e n s e   o f   j o y ,   a s   o p p o s e d   t o   t h e   i l l u s i o n   b o r n   o f   i g n o r a n c e   ' I   a m   t h e   B o d y ' .   I n d e e d ,   t h e   b r i g h t   l i g h t   o f   R a m - N a a m   d i s p e l s   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   f i l l i n g   o u r   i n n e r   b e i n g   w i t h   a b i d i n g   e c s t a s y   a n d   b l i s s . " ;  
 t o d A r r a y [ 1 8 1 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 1 8 1 ] [ 1 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 8 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 1 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	@	  	5	C	$	M	$	?	  	*	- /		M		  9	H	  |   /	G	  /		M		  *	$	?	$	K		  	K	  *	5	?	$	M	0	  	0	(	>	  5	>	2	>	  9	H	  $	%	>	  *	0	.	  	'	M	/	/	(	  ( 8	0	M	5	K		M		  *	>	 	M	/	- 8	>	.		M	0	@	)   9	H	  0	>	.	- (	>	.	  .	G		  *	M	0	@	$	?	  - 8	>	'	(	>	  	K	  8	+	2	$	>	*	B	0	M	5		  8	.	M	*	(	M	(	  	0	  &	G	$	@	  9	H	  |   I n v o c a t i o n   o f   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   p a s s i o n   f r u c t i f i e s   o u r   s p i r i t u a l   p r a c t i c e   ( y i e l d s   t h e   d e s i r e d   r e s u l t )   b y   c l e a n s i n g   a n d   e d i f y i n g   u s   m o r a l l y   a n d   s p i r i t u a l l y . " ;  
 t o d A r r a y [ 1 8 2 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 1 8 2 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 2 ] [ 3 ] =   " 8	A		  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  0	>	.	- (	>	.	  8	>	0	G	  5	?	6	M	5	  	@	  	$	M	.	>	  9	H	,   $	$	M	$	M	5	  9	H	,   	8	>	  8	.		  2	@		?	/	G	  |   0	>	.	- (	>	.	  	>	  .	9	>	$	M	.	M	/	,   	8		>	  *	M	0	$	>	*	  $	K	  5	G	&	K		,   *	A	0	>	#	K		  	5		  .	A	(	?	/	K		  (	G	  -	0	*	B	0	  	>	/	>	  9	H	  |   $	@	(	  2	K		  	>	  8	>	0	  :   ' 0		'   		M	(	?	,	@		  ( 		M	(	?	  	>	  8	M	%	>	(	  9	H	  -	B	- 2	K		) ,   ' 		'   	&	?	$	M	/	  ,	@		  ( 8	B	0	M	/	  	>	  8	M	%	>	(	  9	H	  8	M	5	0	M		2	K		) ,   ' .		'   		&	M	0	,	@		  ( 	(	M	&	M	0	  	>	  8	M	%	>	(	  &	K	(	K		  	G	  .	'	M	/	  .	G		  		$	0	?		M	7	  2	K		  9	H	)   	8	  *	M	0		>	0	  0	>	.	- (	>	.	  $	@	(	K	  2	K		K		  	>	  8	>	0	  9	H	  |   .	A	(	?	  :   	K	  .	(	(	  .	G		  .		M	(	  0	9	$	>	  9	H	  |   T h e   P r o v i d e r   o f   C A L M   a n d   H A P P I N E S S ,   S r i   R a m   e p i t o m i z e s   ( r e p r e s e n t i n g   a n o t h e r   i n   m i n i a t u r e   f o r m )   t h e   S o u l   o f   t h e   U n i v e r s e .   T h e   a n c i e n t   s c r i p t u r e s ,   s a g e s   a n d   s a i n t s   h a v e   r i g h t l y   s u n g   p r a i s e s   o f   S r i   R a m - N a a m ' s   G l o r y   a n d   G r a n d e u r . " ;  
 t o d A r r a y [ 1 8 3 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 1 8 3 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 3 ] [ 3 ] =   " /	$	?	,   *	$	?	5	M	0	$	>	- 8	>	'	M	5	@	,   8	>	'	A	- 8		$	  	5		  ,	A	&	M	'	?	.	>	(	  8	-	@	  &	?	(	- 0	>	$	  0	>	.	- (	>	.	  	>	  	A	#	- 	>	(	  	0	$	G	  9	H		  |   $	*	8	M	5	@	,   /	K		@	,   8	?	&	M	'	  	5		  	7	?	- .	9	0	M	7	?	  8	,	  8	A		K		  	G	  &	>	$	>	  0	>	.	- 0	>	.	  	>	  	>	*	  	0	$	G	  9	H		  |   /	$	?	  :   	(	M	&	M	0	?	/	K		  $	%	>	  .	(	  	>	  &	.	(	  	0	(	G	  5	>	2	>	  |   8	$	@	  :   *	$	?	5	M	0	$	>	  |   8	?	&	M	'	  :   	?	8	(	G	  	'	M	/	>	$	M	.	?		  6		M	$	?	/	>		  *	M	0	>	*	M	$	  	@	  9	H		  |   S o n g s   o f   p r a i s e   a r e   s u n g   i n   t h e   g l o r y   o f   S r i   R a m - N a a m ,   a l l   t h e   t i m e   b y   o n e   a n d   a l l .   T h e   a s c e t i c ,   t h e   d e v o u t   a n d   t h e   f a i t h f u l   w i f e ,   s a g e s ,   h e r m i t s   a n d   e v e n   t h e   r e a l i z e d   s a i n t s   b e s e e c h   t h e   b l e s s i n g s ,   g r a c e   a n d   b e n e d i c t i o n   b y   r e c i t i n g   R a m - R a m . " ;  
 t o d A r r a y [ 1 8 4 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 1 8 4 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 4 ] [ 3 ] =   " 6	M	0	&	M	'	>	  	5		  -		M	$	?	*	B	0	M	#	  -		(	  	>	(	G	  5	>	2	G	  	>	/		- -		M	$	  	$	?	  8	A		&	0	  0	>	.	- (	>	.	  	K	  -		$	G	  9	H		  |   -		M	$	,   -	>	5	- -	0	G	- *	M	0	G	.	*	B	0	M	5		  -		(	- 	A	#	- 	>	(	  &	M	5	>	0	>	  8		6	/	,   -	/	  $	%	>	  *		M	7	*	>	$	  8	G	  &	B	0	  0	9	$	G	  9	H		  |   T h o s e   u s e d   t o   s i n g i n g   d e v o t i o n a l   h y m n s   r e v e l   a n d   b e c o m e   e c s t a t i c   ( d i v i n e l y   h a p p y )   i n   r e c i t i n g   S r i   R a m ' s   a d o r a b l e   ' N a a m '   a n d   r i s e   a b o v e   t h e   c o m m o n   p i t f a l l s   ( w e a k n e s s e s )   o f   f e a r ,   d o u b t   a n d   b i a s   ( d i s c r i m i n a t i o n ) . " ;  
 t o d A r r a y [ 1 8 5 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 1 8 5 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 5 ] [ 3 ] =   " *	B	0	G	  5	?	&	M	5	>	(	,   .	A		?	/	>	  	(	  	8	  *	>	 	  	K	  *	0	.	  *	5	?	$	M	0	  	5		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  .	>	(		0	  0	>	.	- 0	>	.	  	>	  (	?	$	M	/	  	>	*	  	5		  '	M	/	>	(	  	0	$	G	  9	H		  $	%	>	  -	@	$	0	  ' 0	>	.	'   6	,	M	&	  	@	  8	B		M	7	M	.	- &	?	5	M	/	  '	M	5	(	?	  8	A	(	  	(		&	  5	?	-	K	0	  9	K	$	G	  9	H		  |   	(	>	9	&	    $	>	(	  :   	?	9	M	5	>	  	G	  		M	0	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  5	>	#	@	  ,	H		0	@	  	9	2	>	$	@	  9	H	,   		 	  .	G		  .	'	M	/	.	>	,   9	C	&	/	  .	G		    *	6	M	/	(	M	$	@	  	0	  (	>	-	?	  .	#	M	!	2	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  *	0	>	- 5	>	#	@	  	9	2	>	$	@	  9	H		  |   *	6	M	/	(	M	$	@	  	G	  (	>	&	  	K	  	(	>	9	&	  /	>	  	(	9	&	  (	>	&	  	9	$	G	  9	H		  |   		*	>	  	>	*	  .	G		  /	9	  (	>	&	  	2	$	>	  9	H	  |   T h e   ' P u n d i t s '   ( e x p e r t s ) ,   p i o n e e r s   a n d   p r o m i n e n t   p e o p l e   c o n c e n t r a t e   t h e i r   t h o u g h t s   a n d   a t t e n t i o n   o n   t h e   g l o r y   o f   ' R a m - R a m '   c o n s i d e r i n g   I t s   r e c i t a t i o n   t o   b e   t h e   m o s t   a u s p i c i o u s .   D e v o u t ,   p a s s i o n a t e   a n d   d a i l y   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   S r i   R a m   a l o n g   w i t h   m e d i t a t i o n   o n   H i s   H o l y   N a m e   b l e s s e s   t h e   d e v o t e e s ,   w h o   a r e   f i l l e d   w i t h   d i v i n e   e c s t a s y   a s   s o o n   a s   s u b t l e   a n d   s o u n d l e s s ,   n o n - s t o p   a n d   s p o n t a n e o u s   r e c i t a t i o n   o f   R a m - R a m   b e g i n s   w i t h i n . " ;  
 t o d A r r a y [ 1 8 6 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 1 8 6 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  '	M	5	(	?	- (	>	&	  .	G		  *	M	0	G	.	@	- 	(	A	0		M	$	,   &	G	5	$	>	  	5		  8	>	'	A	  2	@	(	$	>	  2	>	-	  	0	$	G	  9	H		,   	K	  	>	$	G	  9	H		,   	(		&	  .		M	(	  0	9	$	G	  9	H		  |   0	>	.	- (	>	.	  	K	  $	K	  &	G	5	$	>	,   &	G	5	?	/	>		,   &	?	5	M	/	2	K		- 5	>	8	@	,   5	?	6	M	5	  	G	  8	C	7	M		?		0	M	$	>	  	5		  	(	- 0		M	7		  8	-	@	  -		$	G	  9	H		  	0	M	%	>	$	  5	H	7	M	#	5	,   6	H	5	,   6	>		M	$	,   	*	(	G	  	*	(	G	  	7	M		K		  8	9	?	$	  8	-	@	  0	>	.	- 0	>	.	- -		$	G	  9	H		  |   8	A	0	  :   	(	M	&	M	0	  	&	?	  &	G	5	$	>	  |   &	G	5	  :   ,	M	0	9	M	.	>	,   6	?	5	  	&	?	  &	G	5	$	>	  |   &	G	5	@		#	  :   8	0	8	M	5	$	@	,   2		M	7	M	.	@	,   *	>	0	M	5	$	@	  |   &	H	5	  :   &	?	5	M	/	2	K		- 5	>	8	@	  |   5	?	'	>	$	>	  :   8	C	7	M		?		0	M	$	>	  |   	#	$	M	0	>	$	>	  :   6	?	5	,   5	?	7	M	#	A	,   6		M	$	?	,   	#	*	$	?	  	&	?	  |   D e e p l y   e n g r o s s e d   i n   t h e   r e m e m b r a n c e   o f   h o l y   ' R a m - N a a m ' ,   t h e   f o n d   d e v o t e e s ,   g o d m e n   a n d   s a g e s   -   a l l   e n j o y   b e i n g   i n   a   s t a t e   o f   b l i s s   a n d   d i v i n e   e c s t a s y .   A s   a   m a t t e r   o f   f a c t ,   t h e   g o d s   a n d   g o d d e s s e s ,   t h e   b l e s s e d   s o u l s   t h a t   l i v e   i n   t h e   H i g h e r   W o r l d   ( H e a v e n ) ,   n a y   t h e   C r e a t o r   a n d   t h e   P r e s e r v e r   t h e m s e l v e s   i n v o k e   a n d   r e m e m b e r   ' R a m - R a m ' ,   s i g n i f y i n g   t h a t   t h e   f o l l o w e r s   o f   d i f f e r e n t   s e c t s   s u c h   a s   ' V a i s h n a v a s ' ,   ' S h a i v a s '   a n d   ' S h a a k t a s '   a l o n g w i t h   w o r s h i p p i n g   t h e i r   p e r s o n a l   d e i t y   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 1 8 7 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 1 8 7 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 7 ] [ 3 ] =   " 		M		G	  	A	#	5	>	(	  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	$	G	  9	H		  |   	*	(	G	  .	'	A	0	  8	M	5	0	,   8	A		&	0	  	@	$	K		  8	G	  0	>	.	  	K	  *	M	0	8	(	M	(	  	0	$	G	  9	H		  |   *	\	G	  2	?		G	- 6	>	8	M	$	M	0		M		  $	%	>	    8	>	'		  0	>	.	  	@	  	@	0	M	$	?	  	>	$	G	  9	H		,   		(		>	  	%	(	,   		(		@	  $	$	M	$	M	5	  8	9	?	$	  .	'	A	0	  	0	M		>	  	0	$	G	  9	H		  |   M e n   o f   n o b i l i t y   a n d   r e c t i t u d e   ( m o r a l   u p r i g h t n e s s )   p l e a s e   S r i   R a m   t h r o u g h   d e v o t i o n a l   a n d   s o u l f u l   h y m n s   s u n g   i n   H i s   g l o r y .   T h e   s c h o l a r s   a n d   t h e   k n o w l e d g e a b l e   p e r s o n s   e x p o u n d   H i s   g l o r y   a n d   t h e   d e v o t e e s   g o   e c s t a t i c   i n   i d o l i z i n g   a n d   h i g h l i g h t i n g   t h e   s w e e t   e s s e n c e   a n d   s i g n i f i c a n c e   o f   t h e   h o l y   ' R a m   N a a m ' . " ;  
 t o d A r r a y [ 1 8 8 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 8 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 8 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	>	  			M		>	0	#	  ( 	*	)   $	%	>	  '	M	/	>	(	  	$	M	/		$	  .	'	A	0	  	5		  		0	M	7		- .	(	  	K	  .	A		M	'	  	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	  |   $	@	(	K	  2	K		K		  .	G		  	8		>	  	A	#	- 	>	(	- /	6	K		>	(	  9	K	$	>	  9	H	  |   T h e   r e c i t a l   o f   a n d   m e d i t a t i o n   o n   t h e   h o l y   R a m - R a m   i s   h i g h l y   s a t i s f y i n g ,   e n n o b l i n g   a n d   e d i f y i n g .   I n   f a c t ,   t h e   w h o l e   U n i v e r s e   i s   r e s o n a n t   w i t h   ( e c h o e s )   t h e   q u a l i t i e s   a n d   g l o r y   o f   d i v i n e l y   v i b r a n t   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 1 8 9 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 1 8 9 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 8 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 8 9 ] [ 3 ] =   " .	(	  &	M	5	>	0	>	  0		?	$	- .	(	  	]	(	M	$	  -	?	(	M	(	- -	?	(	M	(	  *		%	  	8	$	  9	H		- (	6	M	5	0	  9	H		,   .	K	9	  	.		!	  	>	  -	B	$	  -	@	  	8	$	  9	H	  |   .	(	  	K	  *	M	0	.	A		$	>	  &	G	(	>	,   .	(	  &	M	5	>	0	>	  	(	A	6	>	8	?	$	- (	?	/		$	M	0	?	$	  9	K	(	>	  	0	M	%	>	$	  .	(	  	G	  0	>		M	/	  .	G		  0	9	(	>	  -	@	  .	?	%	M	/	>	  9	H	  |   0	>	.	- (	>	.	  	*	  0	A	*	@	  	>	0	M	/	  9	@	  8	$	M	/	  9	H	  |   I l l u s o r y   ( d e c e p t i v e )   a n d   e p h e m e r a l   ( s h o r t - l i v e d )   a r e   t h e   s e c t s   a n d   b e l i e f s   t h a t   o r i g i n a t e   i n   v a n i t y ,   s e l f - g l o r i f i c a t i o n   a n d   s e l f i s h n e s s .   I t   i s   a l s o   i l l u s i v e   a n d   u n d e s i r a b l e   t o   l i v e   i n   t h e   m a k e   -   b e l i e v e   ( u n r e a l )   w o r l d   o f   i m p u l s e s   a n d   u n b r i d l e d   ( u n c o n t r o l l e d )   p a s s i o n s .   O n l y   t h e   a c t   o f   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   R a m - N a a m   i s   t h e   c o m p l e t e   t r u t h . " ;  
 t o d A r r a y [ 1 9 0 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 1 9 0 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 0 ] [ 3 ] =   " 		!	(	  .		!	(	,   5	M	/	0	M	%	  	>	  $	0	M		- 5	?	$	0	M		  $	%	>	  *	M	0	$	?		B	2	$	>	  	8	$	  9	H	  |   6	$	M	0	A	$	>	,   *	0	- &	K	7	  5	0	M	#	(	,   &	A	0	>		M	0	9	,   	M	0	K	'	,   &	A	0	M	-	>	5	(	>	,   ,	A	0	G	- 	A	#	  .	?	%	M	/	>	  $	%	>	  &	A	: 	>	2	/	  9	H		  |   	G	5	2	  0	>	.	- (	>	.	  	>	*	  9	@	  8	$	M	/	  	>	  -	#	M	!	>	0	  9	H	  |   I l l o g i c a l   d e b a t e ,   i r r a t i o n a l   a r g u m e n t a t i o n ,   a l l e g a t i o n s   a n d   c o u n t e r - a l l e g a t i o n s ,   e n v y ,   s t u b b o r n n e s s ,   a n g e r ,   j e a l o u s y   a n d   e n m i t y   -   a l l   r e p r e s e n t   f a l s e h o o d   a n d   s h o u l d   b e   a v o i d e d   a s   t h e   p o t e n t i a l   d i s p e n s e r s   o f   p a i n   a n d   m i s f o r t u n e .   R e c i t a t i o n   o f   ' R a m - N a a m '   a l o n e   l e a d s   u s   t o   t h e   i n e x h a u s t i b l e   t r e a s u r e   o f   T r u t h . " ;  
 t o d A r r a y [ 1 9 1 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 1 9 1 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 1 ] [ 3 ] =   " 8	>	0	@	  8	C	7	M		?	  	G	  .	B	2	  .	G		  8	$	M	/	  9	H	  |   /	9	  8	0	M	5	  8	$	M	/	K		  	G	  8	$	M	/	  *	M	0	-	A	  0	>	.	  &	M	5	>	0	>	  5	?		8	?	$	    9	A		  9	H	  	0	M	%	>	$	  *	M	0	-	A	- 0	>	.	  (	G	  	8	G	  +	H	2	>	/	>	  9	H	  |   	H	8	G	  ,	@		  8	G	  5	C		M	7	  $	%	>	  .		\	@	  &	M	5	>	0	>	  $	>	0	K		  	>	  	>	2	,   	8	G	  9	@	  0	>	.	  &	M	5	>	0	>	  8	>	0	>	  5	?	6	M	5	  5	?	8	M	$	C	$	  9	A		  9	H	  |   T h e   e n t i r e   c r e a t i o n   o r i g i n a t e d   i n   T r u t h   w h i c h   i n   t u r n   e m a n a t e d   f r o m   S r i   R a m ,   W h o   i s   H i m s e l f   t h e   A b s o l u t e   T r u t h .   J u s t   a s   t h e   s e e d   b l o s s o m s   i n t o   t h e   t r e e   a n d   t h e   s p i d e r   w e a v e s   t h e   w e b ,   i n   t h e   s a m e   m a n n e r   t h e   e n t i r e   C o s m o s   e v o l v e d   a s   a   c o n s e q u e n c e   o f   S r i   R a m ' s   G r a c e . " ;  
 t o d A r r a y [ 1 9 2 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 1 9 2 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 2 ] [ 3 ] =   " 5	?	6	M	5	- 0	B	*	@	  5	C		M	7	  	>	  	&	?	  .	B	2	  ( ,	@		)   0	>	.	  9	H	  |   9	G	  *	M	0	>	#	@	!   $	B	  	8	  $	%	M	/	  	K	  ( 8	$	M	/	  	K	)   	-	@	  (	  -	B	2	  |   	$		  9	G	    ,	A	&	M	'	?		@	5	  !   $	B	  *	M	0	$	M	/	G		  6	M	5	>	8	  *	M	0	6	M	5	>	8	  	G	  8	>	%	  		8	  .	9	>	(	  *	M	0	-	A	  0	>	.	  	>	  8	?	.	0	(	  	0	,   		8	G	  8	M	.	0	#	  	0	  |   S r i   R a m   i s   t h e   v i t a l   l i f e   f o r c e ,   t h e   c h i e f   i n s p i r a t i o n   b e h i n d   t h e   T r e e   o f   L i f e   -   T h e   U n i v e r s e .   O   M a n !   N e v e r   f o r   a   m o m e n t   s h o u l d   T h o u   f o r g e t   H i m .   O   E n l i g h t e n e d   B e i n g !   b r e a t h e   i n   a n d   o u t   o n l y   t h e   g l o r i e s   o f   S r i   R a m . " ;  
 t o d A r r a y [ 1 9 3 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 1 9 3 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 3 ] [ 3 ] =   " 0	>	.	  	K	  ,	G	8	9	>	0	K		  	>	  8	9	>	0	>	  9	H	,   		(	M	9	G		  6	0	#	  	0	M	%	>	$	  5	?	6	M	0	>	.	  &	G	(	G	  5	>	2	>	  9	H	,   5	9	  5	?	'	M	5		8	,   8	C	7	M		?	  	5		  *	>	2	(	- 	0	$	>	- 0	B	*	  9	H	,   $	%	>	  	?	8		>	  8	M	5	-	>	5	  9	H	,   *	0	>	- 6		M	$	?	,   	M		>	(	  	(		&	- 8		M		?	&	>	(		&	,   5	9	@	  0	>	.	  8	C	7	M		?	  	>	  	0	.	M	-	,   .	'	M	/	  	5		  	(	M	$	  9	H	  |   S r i   R a m   i s   t h e   R e f u g e   a n d   P r o t e c t o r   o f   t h e   h e l p l e s s   a n d   t h e   h a p l e s s   i n   t h e   w o r l d .   T h e   C r e a t o r ,   P r e s e r v e r   a n d   D e s t r o y e r   o f   t h e   U n i v e r s e   a n d   t h e   s y m b o l   o f   B l i s s ,   E n e r g y ,   a n d   K n o w l e d g e ,   S r i   R a m   i s   t h e   B e g i n n i n g ,   t h e   M i d d l e   a n d   t h e   E n d   o f   C r e a t i o n . " ;  
 t o d A r r a y [ 1 9 4 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 1 9 4 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 4 ] [ 3 ] =   " 	$		  9	G	  .	G	0	G	,   	*	(	G	  	*	!   $	B	  *	M	0	G	.	*	B	0	M	5		  ,	!	<	G	  -	>	5	- 	>	5	  8	G	  0	>	.	- (	>	.	  	>	  	>	*	  	0	  |   0	>	.	  $	K	  *	A	0	A	7	K	$	M	$	.	  9	H	,   8	M	5	>	.	@	  9	H	,   8	,		@	  *	>	2	(	>	  	0	(	G	  5	>	2	>	  $	%	>	  *	>	*	- 8	.	A		M		/	  	5		  $	@	(	K	  $	>	*	K		  	>	  9	0	#	- 5	?	'	M	5		8	  	0	(	G	  5	>	2	>	  9	H	  |   O   m y   I n n e r   B e i n g !   R e c i t e   w i t h   f o n d n e s s ,   p a s s i o n   a n d   f a i t h   t h e   H o l y   N a m e   o f   S r i   R a m ,   W h o   p r e s e r v e s ,   p r o t e c t s   a n d   s u s t a i n s   a l l .   T h e   L o r d   o f   L o r d s ,   S r i   R a m   a n n i h i l a t e s   ( f i n i s h e s )   e v i l s   a n d   e v i l   d e e d s . " ;  
 t o d A r r a y [ 1 9 5 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 1 9 5 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 5 ] [ 0 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 5 ] [ 3 ] =   " 8	,	  *	M	0		>	0	  	>	  .	(	K	0			(	,   -	K		  	5		  -	K		  8	>	.		M	0	@	  '	(	- '	>	(	M	/	,   ( 	(	M	(	)   8	A		K		  	>	  5	?	8	M	$	>	0	,   0	>	.	- (	>	.	  ,	?	(	>	  (	?	0	0	M	%		- (	@	0	8	  9	H	  |   8	>	0	>	  	6	M	5	0	M	/	,   .	>	(	- 8	.	M	.	>	(	  -	@	  		8	@	  *	M	0		>	0	  5	M	/	0	M	%	  9	H	  	H	8	G	  ,	?	(	>	  *	M	0	>	#	  	G	  $	(	  9	K	  |   I n   t h e   a b s e n c e   o f   R a m - N a a m ,   e v e r y t h i n g   b e c o m e s   u s e l e s s   a n d   m e a n i n g l e s s   -   r e c r e a t i o n ,   d e l i c a c i e s ,   r i c h e s   a n d   e m i n e n c e .   W i t h o u t   t h i s   H o l y   N a m e ,   a l l   t h e   w o r l d l y   p o s s e s s i o n s   b e c o m e   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   l i k e   t h e   m o r t a l   h u m a n   b o d y   w i t h o u t   t h e   p u l s a t i n g   l i f e   w i t h i n . " ;  
 t o d A r r a y [ 1 9 6 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 1 9 6 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 6 ] [ 0 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  ,	?	(	>	  8	,	  8	M	5	>	&	  	8	G	  0	8	9	@	(	- +	@		G	  9	H		  	H	8	G	  		M		G	  8	M	5	0	  	G	  ,	?	(	>	  8			@	$	,   		&	>	8	@	  -	0	G	- 	*	M	0	?	/	  	@	$	  9	K		  |   (	>	.	  	G	  ,	?	(	>	  6	M	0	C			>	0	  ( 8		>	5		)   -	@	  		0	M	7	?	$	  (	9	@		  	0	$	>	- *	M	0	-	>	5	9	@	(	  9	K	$	>	  9	H	  |   0	>	.	- (	>	.	  9	@	  8	,	  8	M	5	>	&	K		  	>	  (	?		K	!	<	  9	H	,   *	M	0	>	#	  9	H	  |   W i t h o u t   t h e   g r a c e   a n d   b l e s s i n g s   o f   t h e   H o l y   R a m - N a a m ,   e v e r y t h i n g   l o s e s   i t s   i n t r i n s i c   v a l u e .   I n   f a c t ,   t a s t e   b e c o m e s   t a s t e l e s s   j u s t   a s   m u s i c   s o u n d s   d e p r e s s i n g   w i t h o u t   m e l o d i o u s n e s s .   L i k e w i s e   a l l   a t t e m p t s   a t   s e l f - b e a u t i f i c a t i o n   f a i l   t o   a c q u i r e   g r a c e   a n d   a t t r a c t i o n   i n   t h e   a b s e n c e   o f   R a m - N a a m .   T o   b e   s u r e ,   R a m - N a a m   a l o n e   i s   t h e   c o r e   a n d   s p i r i t   o f   a l l   e n j o y m e n t s . " ;  
 t o d A r r a y [ 1 9 7 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 1 9 7 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 7 ] [ 0 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 7 ] [ 3 ] =   " 8	>	0	G	  5	?	6	M	5	  	>	  	$	M	.	>	  0	>	.	  	K	  	>	(	K	,   ( 5	?	6	M	5	>	$	M	.	>	  	0	M	%	>	$	  8	0	M	5	>	$	M	.	>	)   8		8	>	0	  	@	  		.		>	$	@	  9	A		  	M	/	K	$	?	  9	H	- ' 0	>	.	'   |   0	>	.	- (	>	.	  	G	  ,	?	(	>	  $	K	  0	>	.	  	@	  -	M	0	.	?	$	  	0	(	G	  5	>	2	@	  5	9	  6		M	$	?	- .	>	/	>	,   	?	8	8	G	  8	C	7	M		?	  	>	  8	>	0	>	  	>	0	M	/	  	2	$	>	  9	H	,   	8	G	  9	@	  	@	5	(	  6	B	(	M	/	  - (	?	7	M	*	M	0	>	#	  9	H	,   	H	8	G	  $	(	  	@	  	>	/	>	  |   K n o w   S r i   R a m   t o   b e   t h e   N e r v e - C e n t r e ,   t h e   L i g h t ,   t h e   S p i r i t   a n d   C o n s c i o u s n e s s   o f   t h e   U n i v e r s e .   I n   t h e   a b s e n c e   o f   S r i   R a m ' s   b l e s s i n g s ,   t h e   m o v i n g   s p i r i t   o f   t h e   U n i v e r s e   w i l l   l o s e   i t s   v i t a l i t y   a n d   b e   a s   l i f e l e s s   a s   t h e   m e r e   s h a d o w   o f   t h e   h u m a n   b o d y . " ;  
 t o d A r r a y [ 1 9 8 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 1 9 8 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 8 ] [ 0 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  5	M	/	>	*	M	$	?	  	G	    ,	?	(	>	  8	>	0	>	  8		8	>	0	    			>	!	<	  8	.		?		    |   5	9	  	M		>	(	- 5	?	5	G		  -	@	  	K		2	>	,   		>	  9	H	,   	K	  0	>	.	- (	>	.	  8	G	  0	9	?	$	  9	K	  |   D e v o i d   ( i n   a b s e n c e )   o f   R a m - N a a m ,   t h e   e n t i r e   w o r l d   w o u l d   b e   a   d e s o l a t e   w i l d e r n e s s   ( w i t h o u t   a n y   h u m a n   b e i n g s )   a n d   a n   i n a n i m a t e   ( l i f e l e s s )   p h e n o m e n o n .   K n o w l e d g e ,   r e a s o n i n g   a n d   i n t e l l e c t   w o u l d   r e m a i n   b a r r e n   a n d   h o l l o w   u n l e s s   t h e s e   a r e   i n s p i r e d   a n d   b l e s s e d   b y   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 1 9 9 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 1 9 9 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 1 9 9 ] [ 0 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 1 9 9 ] [ 3 ] =   " 8	-	@	  '	0	M	.	- 	M	0	(	M	%	- 6	>	8	M	$	M	0	,   8		*	M	0	&	>	/	  	5		  '	>	0	M	.	?		  8	?	&	M	'	>		$	  $	%	>	  ,	!	<	@	- ,	!	<	@	  *	A	8	M	$		G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	&	M	&	@	  9	H		  |   ,	?	(	>	  0	>	.	- (	>	.	  	G	  	0	M		>	,   $	0	M		,   	?		$	(	;   -	>	0	@	  -	M	0	>	(	M	$	?	  ^	H	2	>	(	G	  5	>	2	G	  9	H		  |   W i t h o u t   R a m - N a a m ,   a l l   t h e   ' h o l y '   b o o k s   a n d   s c r i p t u r e s ,   r e l i g i o u s   s e c t s   a n d   b e l i e f s ,   i d e o l o g i e s ,   l o g i c ,   r e a s o n i n g   a n d   t h e   s c h o o l s   o f   t h o u g h t   a r e   s h a l l o w ,   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   a n d   s p r e a d   o n l y   f a l s e h o o d   a n d   c o n f u s i o n . " ;  
 t o d A r r a y [ 2 0 0 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 2 0 0 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  0	A	*	@	  &	@	*		  	G	  ,	?	(	>	  .	(	  .	G		  	(	M	'		>	0	  	>	/	>	  0	9	$	>	  9	H	  |   	$		  .	G	0	G	  .	(	!   $	B	  0	>	.	- (	>	.	  	@	  8	A		&	0	  .	>	2	>	  +	G	0	  |   O   M i n d !   F o r e v e r   t e l l   t h e   b e a d s   o f   R a m - N a a m   r o s a r y   ( m a a l a a )   s o   a s   t o   e n s u r e   p e r p e t u a l   d i v i n e   l i g h t   w i t h i n .   T h e   l i f e   w o u l d   b e   d a r k   a n d   a w e s o m e   o t h e r w i s e . " ;  
 t o d A r r a y [ 2 0 1 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 2 0 1 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 1 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  	>	  			M		>	0	#	  	A	#	- 	>	(	  	0		G	  (	?	$	M	/	  9	@	  6	M	0	G	7	M	 	  	0	M	.	  9	@	  8	A		C	$	- 8	$	M		0	M	.	  	@		?		    |   0	>	.	  (	>	.	  	*	,   	0	>	'	(	,   8	?	.	0	(	,   	?		$	(	,   '	M	/	>	(	  9	@	  $	K	  8	0	M	5	6	M	0	G	7	M	 	  -   8	0	M	5	K	$	M	$	.	  	0	M	.	  9	H	  |   	$		  	8	G	  8	0	M	5	K		M		  	0	M	.	  	K	  (	?	$	M	/	  9	@	  	0	$	G	  0	9	?	/	G	  $	%	>	  8	-	@	  	0	M	$	M	$	5	M	/	,   	0	M	.	,   5	M	/	>	*	>	0	  	5		  	>	.	- '		'	>	  	0	$	G	  9	A		      -	@	  ' 0	>	.	' - ' 0	>	.	'   	*	$	G	  0	9	?	/	G	  |   	8	  	>	  	-	?	*	M	0	>	/	  9	H	  	?	  .	A		  .	G		  9	K	  0	>	.	  0	>	.	  	0	  9	>	%	  8	G	  	0	?		  			?	$	  	>	.	  |   T h e   d e v o t e e   s h o u l d   a l w a y s   r e c i t e   ' R a m - R a m '   w i t h   r e v e r e n c e   e v e n   w h i l e   p e r f o r m i n g   t h e   w o r l d l y   d u t i e s   i n c l u d i n g   t h e   r e s p o n s i b i l i t i e s   o f   t h e   j o b   o r   b u s i n e s s .   R e c i t a l   o f   t h e   h o l y   ' R a m - R a m '   i s   t h e   n o b l e s t   a n d   p u r e s t   d e e d ,   w h i c h   m u s t   b e ,   p e r f o r m e d   d a i l y   ( w i t h o u t   f a i l ) . " ;  
 t o d A r r a y [ 2 0 2 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 2 0 2 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 2 ] [ 3 ] =   " 	$	G	  	>	$	G	  8	.	/	  -	@	  0	>	.	- 	>	*	  	0	$	G	  0	9	G		,   /	9	  $	A	7	M		  	5		  *	M	0	8	(	M	(	  	0	$	>	  9	H	  |   8	K	$	G	- 	>		$	G	,   9	0	  8	.	/	- &	?	(	- 0	>	$	- 	 	K		  *	M	0	9	0	  - (	?	$	M	/	,   8	A		&	0	- .	(	K	9	0	  0	>	.	- 0	>	.	  	*	$	G	  0	9	G		  |   S r i   R a m ' s   s a c r e d   n a m e   b l e s s e s   u s   w i t h   s a t i s f a c t i o n   a n d   h a p p i n e s s .   T h u s ,   w e   s h o u l d   c o n s t a n t l y   g o   o n   r e c i t i n g   t h e   s p l e n d i d l y   e n c h a n t i n g   a n d   b l i s s f u l   ' R a m - R a m '   e v e r y   m o m e n t   w h e t h e r   a w a k e   o r   a s l e e p ,   c o m i n g   h i t h e r   o r   g o i n g   h e n c e . " ;  
 t o d A r r a y [ 2 0 3 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 2 0 3 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 3 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  .	9	>	- .	>	2	>	  	*	$	G	- 	*	$	G	  (	0		  	G	  &	M	5	>	0	K		  *	0	  $	>	2	>	  2		  	>	$	>	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	*	(	G	  5	>	2	>	  -		M	$	  (	0		  .	G		  *	M	0	5	G	6	  (	9	@		  	0	$	>	,   	*	?	$	A	  0	>	.	- 0	>	.	  	G	  	>	*	  8	G	,   *	A	(	0	>	5	C	$	?	  8	G	,   	0	M	.	  &	M	5	>	0	>	  	0	M		?	$	  ,		'	(	  	8	G	  	2	$	G	  9	H		  -   2		\	@	  |   ,		'	(	  :   8	M	5	>	0	M	%	,   	9			>	0	,   &	M	5	G	7	,   	0	M	7	M	/	>	  	0	M	7	M	/	>	,   *	M	0	G	0	?	$	  	0	M	.	  ,	>		'	$	G	  9	H		  |   ' R a m - N a a m '   i s   s o   p o w e r f u l   t h a t   i t s   d e v o u t   d e v o t e e   h a s   n o   f e a r s   o f   t h e   h e l l   s i n c e   ' R a m - R a m '   e n s u r e s   t h e   S a a d h a k ' s   s a l v a t i o n   b y   n e u t r a l i z i n g   ( b u r n i n g )   t h e   e v i l   a n d   i n a u s p i c i o u s   a c t i o n s   ( ' K a r m a ' )   l i k e   e n v y ,   j e a l o u s y ,   a n g e r ,   p r i d e   a n d   s e l f i s h n e s s   i n   t h e   s a m e   m a n n e r   i n   w h i c h   d r i e d   u p   w o o d   b u r n s   i n s t a n t l y . " ;  
 t o d A r r a y [ 2 0 4 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 2 0 4 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 4 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  	?	  '	A	(	  -	@	$	0	  (	?	0		$	0	  	B			$	@	  9	H	,   $	,	  -	/	  $	%	>	  &	A	0	M	-	>		M	/	  8	G	  -	0	>	  9	A		    ,	0	M	$	(	  -	@	  	B		- +	B		  	>	$	>	  9	H	,   	A		!	G	- 	A		!	G	  9	K	  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  	>	  .	(		>	  	?		$	>	.	#	?	,   *	>	0	8	- .	#	?	  	H	8	>	  9	H	  |   *	>	0	8	- .	#	?	  :   	(	.	K	2	  *	$	M	%	0	  	K	  8	M	*	0	M	6	  .	>	$	M	0	  8	G	  2	K	9	G	  	K	  8	M	5	0	M	#	  ,	(	>	  &	G	$	>	  9	H	  |     A s   t h e   d e v o t e e ' s   i n n e r   b e i n g   r e v e r b e r a t e s   w i t h   c e a s e l e s s   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   t h e   H o l y   R a m - N a a m ,   t h e   r e c e p t a c l e   ( c o n t a i n e r ,   v e s s e l )   f i l l e d   w i t h   f e a r ,   c a l a m i t i e s   a n d   m i s f o r t u n e s   e x p l o d e s .   T h e   b e a d s   o f   R a m - N a a m   r o s a r y   a l o n e   h a v e   t h e   d i v i n e   t o u c h   t h a t   c u r e s   a l l   i l l s   a n d   t r o u b l e s   l i k e   t h e   a l c h e m i c   s t o n e   t h a t   t u r n s   b a s e r   m e t a l s   i n t o   g o l d . " ;  
 t o d A r r a y [ 2 0 5 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 2 0 5 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  	.	C	$	  	>	  8	>		0	  9	H	  |   0	>	.	- (	>	.	  	$	M	.	- 5	?	&	M	/	>	  $	%	>	  8	&		A	#	K		  	>	  		M	7	/	- -		!	>	0	  9	H	  |   0	>	.	- (	>	.	  6	M	0	@	  0	>	.	  .	9	>	0	>		- .	9	>	(	  8	M	5	>	.	@	,   8		8	>	0	- 0	B	*	@	  8	>		0	  .	G		  	&	M	5	?	$	@	/	  	9	>		  9	H	  |   ' R a m - N a a m '   i s   a n   o c e a n   o f   n e c t a r   t h a t   i m m o r t a l i z e s ;   a n   i n e x h a u s t i b l e   ( e n d l e s s )   t r e a s u r e   o f   h i g h e r   k n o w l e d g e   ( S e l f - r e a l i z a t i o n )   a n d   n o b l e   a n d   m o r a l   t r a i t s .   ' S r i   R a m - N a a m ,   S r i   R a m '   -   t h e   P r e s i d i n g   D e i t y   o f   t h e   U n i v e r s e ,   i s   t h e   u n p a r a l l e l e d   a n d   y e t   n e v e r - f a i l i n g   s p i r i t u a l   v e s s e l   t o   e n s u r e   s m o o t h   v o y a g e   f o r   t h e   h u m a n   s o u l   t o   e t e r n a l   s a l v a t i o n . " ;  
 t o d A r r a y [ 2 0 6 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 2 0 6 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	G		  8	,	  $	@	0	M	%	- 8	M	%	>	(	  8	.	>	/	>	  9	A		    9	H		,   0	>	.	- 0	>	.	  	>	  	*	  8	0	M	5	K	$	M	$	.	  8	M	(	>	(	- ,	>	9	0	  -	@	$	0	  6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	  |   /	9	  *	>	*	  	5		  $	>	*	  	@	  '	B	2	  	K	  '	K		0	  -	/	,   8		6	/	,   -	M	0	>	(	M	$	?	  	K	  	!	<	  8	G	  			>	!	<	  +	G			$	>	    9	H	  |   ' R a m - N a a m '   e m b o d i e s   a n d   e m b r a c e s   a l l   t h e   h o l y   p l a c e s   o f   p i l g r i m a g e ,   p r o v i d e s   c o m p l e t e   s p i r i t u a l   a b l u t i o n   t o   c l e a n s e   u s   o f   t h e   w o r l d l y   d i r t   a n d   d r o s s   ( e v i l   e f f e c t   o f   t h e   v i c e s   a n d   p a s s i o n s )   l i k e   f e a r ,   d o u b t   a n d   m i s c o n c e p t i o n s . " ;  
 t o d A r r a y [ 2 0 7 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 2 0 7 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 7 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	B	0	M	/	  	G	  *	M	0		>	6	  	H	8	>	  9	H	,   	K	  .	K	9	  $	%	>	  		M		>	(	$	>	  	G	  	K	0	  	(	M	'		>	0	  	K	  &	B	0	  	0	  &	G	$	>	  9	H	  |     5	>	8	M	$	5	  .	G		  0	>	.	- 	>	*	  	$	M	/	'	?		  	(		&	  ( *	0	.	>	(	(	M	&	)   *	M	0	&	>	(	  	0	$	>	  9	H	,   *	0	  /	9	  	(		&	  		8	G	  9	@	  .	?	2	$	>	  9	H	,   	?	8	G	  -		5	>	(	M	  8	M	5	/		  &	G	$	>	  9	H	  |   A s   t h e   b r i g h t   s u n s h i n e   d i s p e l s   ( r e m o v e s )   d a r k n e s s   a n d   f i l l s   t h e   u n i v e r s e   w i t h   l i g h t   a n d   w a r m t h ,   s i m i l a r l y ,   ' R a m - N a a m '   b e s t o w s   r a r e   s p i r i t u a l   b l i s s   o n   t h e   d e v o t e e s   s o   ' c h o s e n '   b y   d i s p e l l i n g   t h e i r   i g n o r a n c e ,   d a r k n e s s   a n d   d e l u s i o n s . " ;  
 t o d A r r a y [ 2 0 8 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 2 0 8 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  		#	M	!	  8	?	.	0	(	  	0	?	/	G	  ,   	5	?	0	>	.	,   	(	5	0	$	  0	>	.	- 0	>	.	- 0	>	.	  8	?	.	0	?	/	G	  ( 8	M	.	0	#	  	@		?	/	G	)   |   /	9	  			M		$	.	  *	>	 	  9	H	,   8	0	M	5	>	'	?		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  9	H	  $	%	>	  (	@		$	.	  *	>	*	@	,   	$	?	- &	A	7	M		  	>	  -	@	  		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	  |   C e a s e l e s s   ( n o n - s t o p )   r e c i t a l   o f   ' R a m - N a a m '   c l e a n s e s ,   e n n o b l e s   a n d   e l e v a t e s   e v e n   t h e   c h r o n i c   e v i l d o e r s .   A s   s u c h ,   o n e   s h o u l d   f o r e v e r   g o   o n   r e c i t i n g   t h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   w i t h   f e e l i n g ,   f a i t h   a n d   f e r v o u r   ( z e a l ) . " ;  
 t o d A r r a y [ 2 0 9 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 2 0 9 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 0 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 0 9 ] [ 3 ] =   " .	H		  &	?	(	- 0	>	$	  0	>	.	- 	C	*	>	  .	>			$	>	  9	B		  	M	/	K			?	  0	>	.	- 	C	*	>	  8	-	@	  	(	0	M	%	K		  8	G	,   &	A	0	M	&	6	>	  8	G	,   		%	2	- *	A	%	2	  8	G	  ,		>	$	@	  9	H	,   0	>	.	- 	C	*	>	  	(	M	$	- 8	.	/	  0		M	7	>	  	0	$	@	  9	H	  |   0	>	.	- *	M	0	-	A	  $	K	  8	,		>	  *	M	0	$	?	*	>	2	(	  	0	(	G	  5	>	2	G	- 0		M	7		  9	H		  |   I   i n v o k e   S r i   R a m ' s   G r a c e   ( a n d   F o r g i v e n e s s )   s o   a s   t o   p r o t e c t   a n d   s e c u r e   m y s e l f   a g a i n s t   t r o u b l e s ,   t u r m o i l s ,   s i n i s t e r   ( e v i l )   d e s i g n s   a n d   m i s f o r t u n e s .   A s   t h e   P r e s e r v e r   a n d   P r o t e c t o r ,   S r i   R a m ' s   G r a c e   s a v e s   a n d   s e c u r e s   a t   t h e   e n d   o f   t h i s   m o r t a l   l i f e . " ;  
 t o d A r r a y [ 2 1 0 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 2 1 0 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 1 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 0 ] [ 3 ] =   " 0	>	.	- 	C	*	>	  8	0	M	5	K		M		- /	K		  9	H	  |   0	>	.	- 	C	*	>	  *	0	.	- 8	L	-	>		M	/	,   8	A		5	8	0	  9	H	,   &	G	5	- /	K		  9	H	  |   0	>	.	- 	C	*	>	  8	,	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		- 	-	M	/	>	8	K		  .	G		  0	9	8	M	/	  9	H	,   	K	*	(	@	/	  $	$	M	$	M	5	  9	H	  |   0	>	.	- 	C	*	>	  9	@	  5	>	8	M	$	5	?		  	(	M	&	M	0	?	/	- &	.	(	,   .	(	K	(	?		M	0	9	  	5		  8		M		>	  '	0	M	.	  9	H	  |   S r i   R a m ' s   G r a c e   a n d   C o m p a s s i o n   i s   t h e   n o b l e s t   f o r m   o f   d i v i n e   b e n e d i c t i o n ;   t h e   c o r e   c o n t e n t   o f   s p i r i t u a l i t y ;   t h e   q u i n t e s s e n c e   o f   m e t a p h y s i c s   ( ' R a h a s y a v a a d ' ) ;   a n d   t h e   s u r e   w a y   t o   S u p r e m e   W i l l - P o w e r ,   c o n q u e s t   o f   t h e   S e l f   a n d   K n o w l e d g e   o f   t h e   H i g h e s t   R e l i g i o n . " ;  
 t o d A r r a y [ 2 1 1 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 2 1 1 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 1 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 1 ] [ 3 ] =   " .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	(	>	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	?	  	>	  8	A		&	0	  .	>	0	M		- 8	>	'	(	  9	H	  |   	,	  .	(	  .	G		  0	>	.	- '	A	(	  			>	0	?	$	  9	K	$	@	  9	H	,   	B			$	@	  9	H	,   $	,	  9	@	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  9	K	$	@	  9	H	  |   '	A	(	  :   8	A	0	- $	>	2	  8	9	?	$	  0	>	.	- (	>	.	  	>	  -	@	$	0	  	2	(	>	,   '	M	5	(	@	  	5		  *	M	0	$	?	'	M	5	(	?	  |   I m b i b i n g   S r i   R a m ' s   H o l y   N a m e   i s   a   s u b l i m e   w a y   o f   r e c e i v i n g   H i s   G r a c e .   O n l y   w h e n   t h e   h e a r t   i s   g e n u i n e l y   i m b u e d   ( f i l l e d )   a n d   r e s o n a n t   w i t h   R a m - N a a m ,   d o   S r i   R a m ' s   G r a c e   a n d   B e n e d i c t i o n   b l e s s   t h e   d e v o t e e .   " ;  
 t o d A r r a y [ 2 1 2 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 2 1 2 ] [ 1 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 1 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 2 ] [ 3 ] =   " 	H	8	G	  	2	  .	G		  .		2	@	  (	?	0	M	-	/	  9	K		0	  .	8	M	$	  0	9	$	@	  9	H	,   		8	@	  *	M	0		>	0	  .	H		  0	>	.	- (	>	.	  .	G		  (	?	.		M	(	  9	K		0	  0	9	B		  |   .	H		    *	M	0		A	0	  .	>	$	M	0	>	  .	G		  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  	0	B		    	0	  	*	(	G	  *	M	0	?	/	$	.	  8	M	5	>	.	@	  	K	  -	@	$	0	  *	M	0			  	0	B		- 	0	M	%	>	$	  0	>	.	  	5		  0	>	.	- 	C	*	>	  .	G		  	-	?	(	M	(	$	>	  9	H	  |   J u s t   a s   t h e   m a r i n e   l i f e   ( s e a   a n i m a l s   l i k e   f i s h )   r o a m   a r o u n d   f e a r l e s s l y   i n   w a t e r ,   I   w i s h   t o   b e   f u l l y   i m m e r s e d   i n   t h e   g l o r y   o f   R a m - N a a m   a n d   t o   e x p e r i e n c e   O n e n e s s   a n d   c o m p l e t e   i d e n t i f i c a t i o n   w i t h   S r i   R a m   a n d   H i s   G r a c e .   I n d e e d ,   S r i   R a m   a n d   H i s   G r a c e   a r e   o n e   a n d   i n s e p a r a b l e   f r o m   e a c h   o t h e r . " ;  
 t o d A r r a y [ 2 1 3 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 1 3 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 3 ] [ 3 ] =   " ,	A	&	M	'	?	.	>	(	- 6	M	0	&	M	'	>	2	A	- -		M	$	  *	M	0	G	.	*	B	0	M	5		,   -		M	$	?	- -	>	5	(	>	  8	9	?	$	  	C	*	>	  	G	  *	A			  0	>	.	  	K	  -		$	G	  9	H		  |   0	>	.	- 	C	*	>	  		8	  -		M	$	  .	G		  	5	$	0	?	$	  9	K	$	@	  9	H	  	?	8	  *	0	  5	9	  8	M	5	/		  	C	*	>	  ,	0	8	$	>	  9	H	  |   I t   i s   w i t h   e x t r e m e   f o n d n e s s   a n d   r e v e r e n c e   t h a t   t h e   l e a r n e d   a n d   t h e   d e v o u t   r e m e m b e r   a n d   i n v o k e   t h e   b e n e d i c t i o n   o f   S r i   R a m   w h o   i s   t h e   A p o s t l e   a n d   F o u n t a i n h e a d   o f   C o m p a s s i o n   a n d   G r a c e .   I n d e e d ,   S r i   R a m   H i m s e l f   w i l l s   a n d   c h o o s e s   h i s   B e n e f i c i a r i e s   -   R e c i p i e n t s . " ;  
 t o d A r r a y [ 2 1 4 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 2 1 4 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 4 ] [ 3 ] =   " 	C	*	>	- 0	A	*	@	  *	M	0	8	>	&	  $	K	  0	>	.	  &	M	5	>	0	>	  &	@	  		  -	G			  9	H	  |   /	9	  	>	2	- 0	A	*	@	  8	0	M	*	- (	>		  	@	    2	*	G		- 	A		!	2	@	  8	G	,   5	G	&	(	>	  8	G	  	A			>	0	>	  &	?	2	>	$	@	  9	H	  |   (	?	: 8	(	M	&	G	9	,   (	?	0	M	5	?	5	>	&	  0	>	.	  	>	  (	>	.	,   	C	*	>	- 0	B	*	@	    *	M	0	8	>	&	  &	M	5	>	0	>	  	.	C	$	- 8	A		  	>	  8	M	5	>	&	  &	G	$	>	  9	H	  |   S r i   R a m   H i m s e l f   b e s t o w s   H i s   G r a c e   o n   t h e   d e v o t e e s   a n d   l i b e r a t e s   t h e   h u m a n   s o u l s   f r o m   t h e   c l u t c h e s   a n d   f a n g s   o f   T i m e   -   t h e   R u t h l e s s   ( w i t h o u t   p i t y )   S e r p e n t .   I n d e e d ,   S r i   R a m ' s   G r a c e   p r o v i d e s   t h e   n e c t a r o u s   ( l i k e   n e c t a r )   b l i s s   s u r e l y   a n d   u n m i s t a k a b l y . " ;  
 t o d A r r a y [ 2 1 5 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 2 1 5 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 5 ] [ 3 ] =   " *	M	0	-	A	  &	M	5	>	0	>	  &	?	/	>	  	/	>	  	C	*	>	- *	M	0	8	>	&	  	0	M	%	>	$	  *	M	0	-	A	  *	M	0	8	(	M	(	$	>	,   .	>			2	?		  9	H	  	5		  6	>		$	?	  	@	  *	M	0	&	>	$	>	  9	H	  |   *	M	0	8	>	&	  $	K	  	*	(	G	  	*	  ,	M	0	9	M	.	- '	>	.	  .	G		  2	G	  	>	$	>	  9	H	  |   /	9	  *	M	0	8	>	&	  		8	@	  *	M	0	>	#	@	  	K	  *	M	0	>	*	M	$	  9	K	$	>	  9	H	,   	K	  0	>	.	- 0	>	.	-   0	B	*	@	  &	?	5	M	/	  6	,	M	&	  	>	  (	?	0	(	M	$	0	  			M		>	0	#	  	0	$	>	  9	H	  |   H e   a t t a i n s   S r i   R a m ' s   G r a c e   a n d   B e n e v o l e n c e   w h o   c h a n t s   H i s   d i v i n e   n a m e   k e e n l y   a n d   f e r v e n t l y .   S u c h   a   d e v o t e e   a l s o   e x p e r i e n c e s   S r i   R a m ' s   l i b e r a l   m u n i f i c e n c e   ( g e n e r o s i t y )   i n   b e i n g   b l e s s e d   w i t h   b l i s s   a n d   i n n e r   p e a c e ,   a n d   i s   l e d   t o   G o d ' s   a b o d e . " ;  
 t o d A r r a y [ 2 1 6 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 2 1 6 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  	7	'	?	  	>	  8	G	5	(	  	@		?		    	0	  	(	M	.	  - .	0	#	  	G	  0	K		  8	G	  .	A		M	$	  9	K	  	>		/	G	,   0	K		  	K	  (	7	M		  	0	  &	@		?		    |   0	>	.	- (	>	.	  0	B	*	@	    	.	C	$	  	>	  8	G	5	(	  6	A	&	M	'	- 8	A	8	M	*	7	M		  	5		  8	M	%	?	0	  .	K		M	7	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   T h e   o n l y   ' m e d i c i n e '   w o r t h   t a k i n g   i s   t h e   H o l y   R a m - N a a m   t h a t   S u r e l y   d e l i v e r s   a n d   l i b e r a t e s   u s   f r o m   t h e   e n d l e s s   c h a i n   o f   l i f e   a n d   d e a t h ,   t h e   a g o n y   a n d   t r a v a i l s   ( p a i n )   o f   m o r t a l   l i f e ,   a n d   l e a d s   u s   t o   s a l v a t i o n   ( i m m o r t a l i t y   o f   t h e   s o u l )   o f   t h e   p u r e s t   a n d   h i g h e s t   o r d e r . " ;  
 t o d A r r a y [ 2 1 7 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 2 1 7 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 7 ] [ 3 ] =   " 0	>	.	- 0	>	.	  '	M	5	(	?	  	@	  *	M	0	$	?	'	M	5	(	?	  8	G	  	(	M	.	- .	0	#	  	>	  -	/	  &	B	0	  9	K	  	>	$	>	  9	H	  	0	  0	>	.	- 0	>	.	  '	M	5	(	?	  *	0	  '	M	/	>	(	  2		>	(	G	  8	G	- 		>		M	0		?	$	  9	K	(	G	  8	G	  8	-	@	  		M		>		/	>		  *	M	0			  9	K	  	>	$	@	  9	H		,   8	L	-	>		M	/	  		&	?	$	  9	K	$	>	  9	H	  |   W i t h   t h e   e c h o e s   o f   t h e   s o u n d   o f   h o l y   ' R a m - R a m '   a l l   a p p r e h e n s i o n s   o f   t h e   b i r t h - d e a t h - b i r t h   c y c l e   d i s a p p e a r .   A l s o   v a n i s h   a l l   t h e   e v i l   f o r c e s   y i e l d i n g   p l a c e   t o   t h e   a u s p i c i o u s   f o r c e s   o f   a l l   r o u n d   w e l l   b e i n g   a f t e r   t h e   d e v o t e e   t r a i n s   h i s   m i n d   a n d   a t t e n t i o n   o n   t h e   H o l y   s o u n d   o f   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 2 1 8 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 2 1 8 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 8 ] [ 3 ] =   " .	H		  0	>	.	- (	>	.	  	>	  5	?	6	?	7	M		  &	>	(	  .	>			$	>	  9	B		- *	M	0	-	A	  0	>	.	  8	G	  		(		G	  .	'	A	0	  (	>	.	  	>	  .	9	>	(	- 			M		$	.	  &	>	(	  .	>			$	>	  9	B		,   /	9	  (	?	0	M	'	(	,   (	?	0	M	,	2	- &	0	?	&	M	0	@	  	>	  		&	M	'	>	0	- 	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	  |   .	H		  [	(	M	.	- 	(	M	.	>	(	M	$	0	  	>	  -	B		>	  0	>	.	- &	M	5	>	0	  *	0	  	\	>	  9	B		,   (	  .	A		.	G		  -		M	$	?	,   (	  *	M	0	G	.	,   (	  6	M	0	&	M	'	>	  	0	  (	  9	@	  	(	A	0		M	$	?	  9	H	  |   I   h u m b l y   b e s e e c h   ( r e q u e s t )   a n d   p r a y   f o r   t h e   b e n e f a c t i o n   o f   t h e   u n p a r a l l e l e d   R a m - N a a m   t h a t   d i s p e l s   ( r e m o v e s )   p r i v a t i o n   a n d   p o v e r t y ,   a n d   g r a n t s   a l l   t h e   b l e s s i n g s .   F o r   t h e   p a s t   i n n u m e r a b l e   l i v e s ,   I   h a v e   b e e n   d e v o i d   o f   H i s   G r a c e   a n d   a m   i n d e e d   w i t h o u t   a n y   p o s i t i v e   t r a i t s   ( q u a l i t i e s )   l i k e   d e v o t i o n ,   a r d e n t   d e s i r e ,   f a i t h   a n d   g e n u i n e   s p i r i t u a l   q u e s t   ( s e a r c h ) . " ;  
 t o d A r r a y [ 2 1 9 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 1 9 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 1 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 1 9 ] [ 3 ] =   " *	0	(	M	$	A	  /	9	@	  .	G	0	@	  	0	A	#	      *	A		>	0	  9	H	  	?	   .	H		  $	G	0	>	  9	B		   ;   	$		  	0	#	K		  .	G		  	?	0	G	  .	A			K	  8		-	>	2	K	,   .	A		  *	0	  .	G	9	0	  	0	K	,   	C	*	>	  	0	K	  |   9	G	  *	M	0	-	A	!   	*	  .	G	0	@	  $	M	0	A		?	/	K		  	@	  	0	  '	M	/	>	(	  (	  &	G		0	  	*	(	G	  8	>	.	0	M	%	M	/	,   	*	(	G	  8	M	5	-	>	5	,   	*	(	@	  			M		  /	6	- 	@	0	M	$	?	  	>	  5	?		>	0	  	0		G	,   .	A		G	  	*	(	G	  (	>	.	  	?	  *	M	0	@	$	?	    &	@		?		    |   I   p a s s i o n a t e l y   b e s e e c h   T h e e ,   O   L o r d ,   S r i   R a m !   b e c a u s e   ' I   a m   T h i n e '   o n l y .   H e r e   d o   I   l i e   p r o s t r a t e   b e f o r e   T h e e !   P r a y ,   b e t h i n k   T h i n e   s t a t u r e ,   m a g n i f i c e n c e ,   f a m e   a n d ,   b e i n g   u n m i n d f u l   o f   m y   v i c e s   a n d   f r a i l t i e s ,   g r a n t   m e   T h i n e   F o r g i v e n e s s ,   P a t r o n a g e ,   A f f e c t i o n ,   B l e s s i n g s   a n d   u n s h a k e a b l e   f a i t h   i n   m y   d e v o t i o n   f o r   Y o u ! " ;  
 t o d A r r a y [ 2 2 0 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 0 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 0 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	G	  $	K	  5	G	  -	@	  $	>	0	  &	?		  	0	M	%	>	$	  		(	  8	,	  	>	  -	@	  		&	M	'	>	0	  	0	  &	?	/	>	  	K	  '	0	M	.	- 9	@	(	- (	>	8	M	$	?		  %	G	,   (	@		  %	G	,   	B	(	@	  %	G	,   	2	@	,   '	K		G	,	>		  %	G	,   	#	?	$	- 	6	M	2	@	2	- ,	A	0	G	  	0	M	.	  	0	(	G	  5	>	2	G	  	(	G		  *	>	*	@	  %	G	,   5	G	  -	@	  8	,	  		  0	>	.	- (	>	.	  2	G	  	0	  $	0	  	/	G	  |   T h e   h o l y   ' R a m - N a a m '   e n s u r e d   u l t i m a t e   s a l v a t i o n   e v e n   t o   t h o s e   w h o   w e r e   a t h e i s t i c   a n d   i r r e l i g i o u s ,   a n d   w h o   l e d   a   l i f e   o f   w i c k e d n e s s ,   i m m o r a l i t y ,   c r i m e ,   p r o m i s c u i t y   ( i n d i s c r i m i n a t e   p h y s i c a l   r e l a t i o n s ) ,   d e c e i t   a n d   t r e a c h e r y .   T h i s   w a s   t h e   r e s u l t   o f   r e m e m b e r i n g   S r i   R a m ' s   N a m e   o n l y . " ;  
 t o d A r r a y [ 2 2 1 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 2 1 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 1 ] [ 3 ] =   " 	K	  &	C	]	  - (	?	6	M		/	@	  (	9	@		,   	5	?	6	M	5	>	8	@	  %	G	,   	8	9	(	6	@	2	  %	G	,   	?	(		>	  .	(	  	8	M	%	?	0	- -		5	>	(	M	,   *	0	  (	9	@		  	?		$	>	,   	(	H	$	?		  	0	M	.	  	0	(	G	  5	>	2	G	  	0	M	%	>	$	  	0	M	.	  '	0	M	.	>	(	A		B	2	  (	9	@		  %	G	,   	8	G	  '	0	M	.	  	5		  	0	M	.	- 9	@	(	- $	A		M		  	0	M	.	@	  -	@	,   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	*	  	0	  (	?	7	M	*	>	*	  9	K	  	/	G	,   	8	G	  *	5	?	$	M	0	  9	K	  	/	G	  	?	  		(		@	  6	A	'	M	"	<	$	>	  	?	  $	A	2	(	>	  (	9	@		  	?	  	>	  8		$	@	  	0	M	%	>	$	  5	G	  8	,	  ,	?	2		A	2	- (	?	$	>	(	M	$	- (	?	0	M	.	2	- *	>	*	  0	9	?	$	  9	K	  	/	G	  |     '	C	$	?	  :   '	H	0	M	/	- &	C	]	  (	?	6	M		/	- &	C	]	  8			2	M	*	  |   T h e   G r a c i o u s n e s s   o f   ' S r i   R a m - N a a m '   s a v e s   t h e   s o u l s   o f   e v e n   t h o s e   w h o   l a c k   s t e a d i n e s s ,   f a i t h ,   s e l f - r e s t r a i n t   a n d   a r e   i r r e l i g i o u s   a n d   o v e r t l y   i n d u l g e n t   ( f o n d   o f   p l e a s u r e ) .   T h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   h e l p e d   a n d   s u s t a i n e d   t h e   w o r s t   o f f e n d e r s   a n d   c r i m i n a l s ,   w h o   w e r e   a b s o l u t e l y   c l e a n s e d   a n d   p u r i f i e d   w i t h o u t   a n y   t r a c e s   o f   p a s t   s i n f u l n e s s . " ;  
 t o d A r r a y [ 2 2 2 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 2 2 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	A		  8	G	  	5		  .	(	  8	G	  ,	K	2	(	G	  8	G	  -	@	$	0	  	G	  &	M	5	>	0	  	A	2	  	>	$	G	  9	H		,   		M		>	(	$	>	  	>	  *	0	M	&	>	  9		  	>	$	>	  9	H	,   +		  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  8	G	  9	M	0	&	/	-   	.	2	  	?	2	    	>	$	>	  9	H	,   5	?		8	?	$	  9	K	$	>	  9	H	  $	%	>	  8	>	'	(	>	  8	A		.	/	@	- 	(		&	.	/	@	  9	K	  	>	$	@	  9	H	,   	0	M	%	>	$	  8	+	2	@	-	B	$	  9	K	  	>	$	@	  9	H	  |   S i l e n t   a n d   p e r s i s t e n t   r e c i t a t i o n   o f   t h e   H o l y   ' R a m - N a a m '   d i s p e l s   ( r e m o v e s )   w i t h   i t s   r e s p l e n d e n c e   ( d a z z l i n g   b r i g h t n e s s )   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   a n d ,   i n s t e a d ,   f i l l s   t h e   d e v o t e e ' s   i n n e r   b e i n g   w i t h   S u p e r c o n s c i o u s n e s s .   K n o w l e d g e   o f   t h e   ' B r a h m a n ' - t h e   L o t u s   b r i n g s   o u r   s p i r i t u a l   q u e s t   ( s e a r c h )   t o   i t s   g r a n d   f i n a l e - O n e n e s s   w i t h   t h e   C r e a t o r . " ;  
 t o d A r r a y [ 2 2 3 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 2 2 3 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 3 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  6	0	@	0	  	5		  .	(	  .	G		  ,	8	  	>	/	G	  	0	  8	>		8	- 8	>		8	  $	%	>	  (	>	!	@	- (	>	!	@	  8	G	  ( 9	0	  $		$	M	0	?		>	  8	G	)   	*		(	G	  2		G	  	0	M	%	>	$	  0	>	.	- (	>	.	  -	@	$	0	  	8	  *	M	0		>	0	  8	.	>	  	>	/	G	  	?	  *	M	0	$	M	/	G		  0	K	.	,   			  	5		  	K	6	?		>	  8	G	  /	G	  	8	G	  0	?	8	G	- 	H	8	G	  *	9	>	\	@	  	6	M	.	G	  8	G	  	2	  0	?	8	$	>	>	  9	H	  |   $	,	  8	M	5	*	M	(	  .	G		  -	@	  	-	@	  0	>	.	- (	>	.	  	>	  5	?	8	M	.	0	#	  (	9	@		  9	K	$	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- 0	>	.	- 0	>	.	  (	?	$	M	/	  /	>	&	    0	9	$	>	  9	H	;   (	>	.	- 8	M	.	0	#	  (	?	$	M	/	  ,	(	>	  0	9	$	>	  9	H	  |   W h e n   t h e   H o l y   ' R a m - N a a m '   p e r v a d e s   ( f i l l s )   o u r   h e a r t   a n d   s o u l ,   t h e   e n t i r e   B e i n g ,   i n c l u d i n g   e v e r y   p o r e   a n d   b r e a t h ,   p u l s a t e s   w i t h   S r i   R a m ' s   G r a c e   a s   s p o n t a n e o u s l y   a s   t h e   h i l l y   s p r i n g s   g u s h   f o r t h   e f f o r t l e s s l y .   T h e r e a f t e r ,   n o t   i n   t h e   s l u m b e r o u s   s t a t e   ( d r e a m s )   d o e s   t h e   d e v o t e e   b e c o m e   o b l i v i o u s   ( f o r g e t f u l )   o f   t h e   a u s p i c i o u s   ' R a m - R a m ' .   I n s t e a d ,   ' R a m - R a m   S r i   R a m - R a m - R a m '   b e c o m e s   i n t e g r a l   p a r t   o f   h i s   c o n s c i o u s n e s s   a n d   h e   e x p e r i e n c e s   a b i d i n g   r e m e m b r a n c e   o f   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 2 2 4 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 2 2 4 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 4 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  8		/	K		  8	G	  8	-	@	  	>	0	M	/	  8	?	&	M	'	  9	K	  	>	$	G	  9	H		,   *	B	0	M	#	  9	K	  	>	$	G	  9	H		  |   5	M	/		M	$	?	  '	(	M	/	  9	K	  	>	$	>	  9	H	,   	C	$	M	/	- 	C	$	M	/	    9	K	  	>	$	>	  9	H	    |   	8	  	$	M	/		$	?		  8	A		  	>	  	-	@	  	M	7	/	  (	  9	K	(	G	  5	>	2	>	  '	>	.	- -	#	M	!	>	0	  .	9	>	- &	>	(	  	G	  0	B	*	    .	G		  $	,	  .	?	2	$	>	  9	H	  	,	  &	G	5	K		  	G	  &	G	5	  *	M	0	-	A	  0	>	.	  &	G	$	G	  9	H		  |     S r i   R a m ' s   n o b l e   a n d   c o m p a s s i o n a t e   ' N a a m '   h e l p s   i n   r e a l i z i n g   a l l   o u r   g o a l s .   T h e   d e v o t e e   e x p e r i e n c e s   f u l f i l m e n t   o f   h i s   h u m a n   e x i s t e n c e .   T h e   t r u l y   l a s t i n g   a n d   i n d e s t r u c t i b l e   w e a l t h   o f   u l t i m a t e   b l i s s   i s   r e c e i v e d   w h e n   G o d   o f   G o d s ,   S r i   R a m   b l e s s e s   u s   w i t h   i t . " ;  
 t o d A r r a y [ 2 2 5 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 2 2 5 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 5 ] [ 3 ] =   " .	G	0	>	  	9	K	-	>		M	/	!   .	H		(	G	  $	,	  8	G	  0	>	.	- (	>	.	  0	B	*	  '	(	  *	M	0	>	*	M	$	  	0	  2	?	/	>	  	,	  8	G	  0	>	.	- (	>	.	  .	G	0	G	  	>	(	  .	G		  *	M	0	5	?	7	M		  9	A		  ,   	,	  8	G	  .	H		(	G	  0	>	.	- (	>	.	  .	A		  8	G	  	>	(	>	  	0	.	M	-	  	?	/	>	  $	%	>	  	,	  8	G	  0	>	.	  (	>	.	- .		$	M	0	  *	0	  .	G	0	>	  .	(	  		>		M	0	  9	A		  .	G	0	>	  '	M	/	>	(	  2		(	G	  2		>	  |     H o w   i n d e e d   l u c k y   a m   I   t o   h a v e   b e e n   b l e s s e d   w i t h   t h e   m o s t   i n v a l u a b l e   w e a l t h   o f   ' R a m - N a a m ' !   T h i s   p r i c e l e s s   t r e a s u r e   b e c a m e   m i n e   o n l y   w h e n   w i t h   f a i t h   a n d   f e e l i n g   I   b e g a n   t o   r e c i t e ,   l i s t e n   t o   a n d   c o n t e m p l a t e   ' R a m - N a a m ' - s t e a d f a s t l y   a n d   w i t h o u t   a n y   d i s t r a c t i o n   ( i n t e r r u p t i o n ) . " ;  
 t o d A r r a y [ 2 2 6 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 2 2 6 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  *	B			@	    *	M	0	>	*	M	$	  	0	  	9	0	@	  		M		>	(	$	>	  ( .	9	>			M		>	(	$	>	)   &	M	5	>	0	>	  		$	M	*	(	M	(	  	5		  &	?	/	>	  	/	>	  .	9	>	  &	A	: 	  5	?	(	7	M		    9	K	  	/	>	  	0	M	%	>	$	  0	>	.	  (	>	.	  	?	  8	.	M	*	&	>	  *	M	0	>	*	M	$	  9	K	(	G	  *	0	  .	9	>			M		>	(	$	>	  	0	  .	9	>	&	A	: 	K		  	>	  5	?	'	M	5		8	  9	K	  	>	$	>	  9	H	  |   	H	8	G	  9	@	  0	>	.	  	G	  *	M	0	$	?	  	(	A	0	>		  8	G	  9	C	&	/	  *	0	?	*	B	0	M	#	  9	A		  $	-	@	  8	G	  8	0	M	5	- 8				  &	B	0	  9	K	  	/	G	  |   .	>	(	K	  	,	  -		5	$	*	M	0	G	.	    	?	  ,	>	]	  	$	@	  9	H	  $	K	  5	9	  8	>	0	G	  8				,   -	M	0	.	  	*	(	G	  8	>	'	  ,	9	>	  2	G	  	>	$	@	  9	H	  |   0	>	.	  (	>	.	  	5	?	&	M	/	>	  	G	  	(	M	'		>	0	  	K	  &	B	0	  	0	(	G	  	0	  5	?	*	$	M	$	?	/	K		  	>	  (	>	6	  	0	(	G	  	>	  		B		  .	(	M	$	M	0	  9	H	  |   A s   t h e   d e v o t e e   i s   b l e s s e d   w i t h   t h e   u n i q u e   s p i r i t u a l   w e a l t h   o f   ' R a m - N a a m ' ,   t h e   d a r k   a n d   p a i n f u l   c l o u d s   o f   i g n o r a n c e   d i s s o l v e   a n d   d i s a p p e a r .   A l s o   g e t   w a s h e d   a w a y   i n   t h e   d e l u g e   ( f l o o d )   o f   S r i   R a m ' s   G r a c e   a l l   t h e   e v i l   f o r c e s   o f   f e a r ,   d o u b t   a n d   m i s f o r t u n e .   F o n d   a n d   d e v o u t   d e v o t i o n   t o   S r i   R a m   t r a n s f o r m s   i t s e l f   i n t o   a n   i n f a l l i b l e   r e m e d y   a n d   a n t i d o t e   f o r   e v e n   t h e   w o r s t   f o r m s   o f   i g n o r a n c e ,   d o u b t s   a n d   m i s f o r t u n e s . " ;  
 t o d A r r a y [ 2 2 7 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 2 2 7 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 7 ] [ 3 ] =   " /	9	>		  $		  	?	  	K	  	K		  		  ,	>	0	  -	@	  0	>	.	- (	>	.	  	*	$	>	  9	H	,   		8		G	  -	@	$	0	  -	@	  	8	    (	>	.	  	?	  		$	(	@	  8	.	M	*	$	M	$	?	  8			?	$	  9	K	  	>	$	@	  9	H	,   	?	$	(	@	  &	G	5	K		  	G	  	K	7	>	'	M	/		M	7	  	A	,	G	0	  	G	  	K	7	  .	G		  9	H	  |   0	>	.	- 0	>	.	  	G	  	*	(	G	  8	G	  $	K	  ,	G		>	0	>	- &	/	(	@	/	,   (	?	0	M	'	(	- (	?	0	M	,	2	,   &	A		@	,   &	0	?	&	M	0	@	,   5	M	/	%	?	$	  -	@	  (	?	9	>	2	  9	K	  	>	$	>	  9	H	,   8	.	C	&	M	'	,   5	H	-	5	6	>	2	@	  	5		  -	>		M	/	5	>	(	  9	K	  	>	$	>	  9	H	  |   P a s s i o n a t e   a n d   s o u l f u l   r e m e m b r a n c e   o f   R a m - N a a m ,   e v e n   t h o u g h   o n c e ,   e n r i c h e s   t h e   d e v o t e e   s p i r i t u a l l y   i n   a   w a y   t h a t   c a n   c o m p a r e   w e l l   w i t h   M a m m o n   -   G o d   o f   W e a l t h .   R e c i t a l   o f   ' R a m - R a m '   w i t h   d e v o t i o n   a n d   f a i t h   e n d o w s   e v e n   t h e   h e l p l e s s ,   h a p l e s s ,   d e s t i t u t e ,   i n d i g e n t   ( n e e d y )   a n d   d e p r e s s e d   w i t h   w e a l t h ,   a f f l u e n c e ,   e m i n e n c e   a n d   g o o d   l u c k . " ;  
 t o d A r r a y [ 2 2 8 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 2 2 8 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 8 ] [ 3 ] =   " 	$		5	  	*	(	G	  9	M	0	&	/	  	K	  0	>	.	- (	>	.	  8	G	  *	0	?	*	B	0	?	$	  	0	  !	>	2	?		,   -	0	>	  2	@		?		  ,   	0	  0	>	.	- (	>	.	  0	B	*	@	  '	(	  9	@	  		$	M	0	?	$	  	0	?		,   	8	@	  8		M		G	  '	(	  	>	  8			M	0	9	  	0	G		  |   	*	(	G	  -	@	$	0	  0	>	.	- (	>	.	  0	B	*	@	  .	B	0	M	$	?	  	K	  8	M	%	>	*	?	$	  	0	  2	G		  $	%	>	  -	@	$	0	  	@	  	0	  .	A	\		0	  *	B		(	  	0	>	'	(	  	0	G		- 	(	M	$	8	M	%	- 	(	M	$			0	#	- 9	M	0	&	/	  .	G		  	8	@	(	  *	M	0	-	A	  0	>	.	  	@	  		*	>	8	(	>	  	0	G		  |   W e   s h o u l d   a m a s s   a n d   a c c u m u l a t e   t h e   o n l y   s a c r o s a n c t   w e a l t h   o f   ' R a m - N a a m '   i n   o u r   h e a r t s .   I n   f a c t ,   ' R a m - N a a m '   s h o u l d   b e   e m b e d d e d   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g .   W e   s h o u l d   i n t r o s p e c t   a n d   f o r e v e r   r e m a i n   i n   a   s t a t e   o f   d e v o u t   a n d   p r o f o u n d   c o n t e m p l a t i o n   o n   t h e   g l o r i e s   o f   S r i   R a m   W h o   g r a c e s   o u r   i n n e r   b e i n g . " ;  
 t o d A r r a y [ 2 2 9 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 2 2 9 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 2 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 2 9 ] [ 3 ] =   " -	@	$	0	  ,		  0	9	@	  8	?	$	>	0	  	K	  			G		  ,		&	  	0		G	  0	>	.	- 0	>	.	  	@	  .	'	A	0	  			>	0	- 	B			- '	M	5	(	?	  	K	  8	A	(	?		  	0	M	%	>	$	  -	@	$	0	  ,		  0	9	@	  	5		  	$	?	  .	'	A	0	  0	>	.	- 0	>	.	    	A			>	$	@	  - 			>	0	?	$	  9	A		,   8	?	$	>	0	  	K	  		G		  ,		&	  	0		G	  8	A	(	?		,   		8	.	G		  .	(	  	K	  8	A	8	M	5	0	  	0	  2	K	  $	%	>	  	8	  *	M	0		>	0	  0	>	.	- 0	>	.	  '	A	(	  .	G		,   2	/	  .	G		  5	?	2	A	*	M	$	  9	K	  	>		,   	K	  	>		  |   W e   s h o u l d   b e   a t t u n e d   t o   t h e   c e l e s t i a l   ( h e a v e n l y )   h a r m o n y   e m a n a t i n g   ( o r i g i n a t i n g )   f r o m   t h e   h o l y   ' R a m - R a m '   t h a t   f o r e v e r   o r c h e s t r a t e s   ( r u n s ,   p e r f o r m s )   w i t h i n .   I n   f a c t ,   o u r   c o n s c i o u s n e s s   s h o u l d   l o s e   i t s   i n d e p e n d e n t   i d e n t i t y   a n d   m i n g l e   a n d   m e r g e   w i t h   S r i   R a m ' s   S u p e r c o n s c i o u s n e s s . " ;  
 t o d A r r a y [ 2 3 0 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 2 3 0 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 0 ] [ 3 ] =   " 9	G	  0	>	.	!   .	H		  8	&	>	  0	>	.	- 0	>	.	  9	@	  	*	B		  |   9	G	  *	M	0	-	A	!   .	H		  8	&	H	5	  0	>	.	- 0	>	.	  *	0	  9	@	  '	M	/	>	(	  2		>	
		  | |   9	G	  9	0	@	!   9	G	  8	M	5	>	.	@	!   .	H		  8	&	>	  8	&	>	    0	>	.	- 0	>	.	  9	@	  8	?	.	0	B		    $	%	>	  8	&	H	5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  9	@	  	>	
		  |       O   M o s t   A d o r a b l e ,   S r i   R a m !   G r a n t   m e   t h e   b l e s s i n g   o f   i n v o k i n g   a n d   r e m e m b e r i n g   T h y   H o l y   N a m e   e a c h   m o m e n t   a n d   e v e r y   b r e a t h   o f   m y   l i f e .   I   w i s h   t o   m e d i t a t e ,   c o n t e m p l a t e   a n d   s i n g   d e v o u t l y   t h e   g l o r i e s   o f   T h i n e   N a m e   a l o n e . " ;  
 t o d A r r a y [ 2 3 1 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 2 3 1 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 1 ] [ 3 ] =   " 	8	  &	?	5	M	/	,   	.	0	  	0	(	G	  5	>	2	@	  5	>	#	@	  	>	  (	?	$	M	/	  	@	0	M	$	(	  	5		  8			@	0	M	$	(	  	0	(	G	  	>	  	-	?	*	M	0	>	/	  9	H	;   	*	(	G	  .	(	- .		&	?	0	  .	G		  0	>	.	- 0	>	.	  	K	  *	M	0	$	?	7	M	 	?	$	  	0	(	>	  |   (	?	$	M	/	  *	>	 	  &	A			  5	?	*	$	M	$	?	  	K	  0	K		$	>	  9	H	,   	5	0	A	&	M	'	  	0	$	>	  9	H	  $	%	>	  8	L	-	>		M	/	,   5	H	-	5	,   	6	M	5	0	M	/	,   *	M	0	&	>	$	>	  9	H	,   8	A		- &	>	$	>	  9	H	,   .	>			2	?		  9	H	,   6	A	-	>	0	.	M	-	  9	H	  |   D a i l y   r e c i t a l   o f   S r i   A m r i t   V a a n i   w i t h   f a i t h   a n d   r e v e r e n c e   f o s t e r s   t h e   i n s t a l l a t i o n   o f   ' R a m - R a m '   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g   -   S o u l .   R e g u l a r   a n d   d e v o t i o n a l   r e c i t a t i o n   o f   S r i   A m r i t   V a a n i   g u a r d s   a g a i n s t   a l l   w o r r i e s   a n d   t r o u b l e s ,   a n d   a u g u r s   a l l   r o u n d   w e l l - b e i n g ,   a b u n d a n c e   o f   a f f l u e n c e ,   h e a l t h   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 2 3 2 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 2 3 2 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  	>	*	  	5		  8			@	0	M	$	(	- 	A	#		>	(	  8	G	  	.	C	$	  	>	  ( .	>	'	A	0	M	/	  	>	)   8			>	0	  9	K	$	>	  9	H	  	0	M	%	>	$	  /	9	  .	'	A	0	$	>	  	K	  		&	?	$	  	5		  5	M	/	>	*	M	$	  	0	$	>	  9	H	  |   	8	8	G	  0	>	.	  	5		  		8		G	  (	?	5	>	8	- 8	M	%	>	(	  8	G	  *	M	0	G	.	  9	K	  	>	$	>	  9	H	  	0	  8	&		A	#	K		  	G	  8	.	B	9	  	>	  5	?	8	M	$	>	0	  9	K	$	>	  9	H	,   		M		G	- 		M		G	  &	?	5	M	/	- 	A	#	K		  .	G		  5	C	&	M	'	?	  9	K	$	@	  9	H	  |   R e v e r e n t i a l   r e c i t a l   a n d   c o n t e m p l a t i o n   o f   ' R a m - N a a m '   g r a n t s   t h e   g i f t   o f   d i v i n e   n e c t a r   a n d   e n h a n c e s   t h e   d e v o t e e ' s   s p i r i t u a l   a t t a i n m e n t s   m a n i f o l d ,   s t r e n g t h e n s   t h e   s p i r i t u a l   b o n d   w i t h   S r i   R a m   a n d   f o s t e r s   p o s i t i v e   a n d   l o f t y   t r a i t s   ( q u a l i t i e s ) . " ;  
 t o d A r r a y [ 2 3 3 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 2 3 3 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 3 ] [ 3 ] =   " 0	>	.	  $	>	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	,   5	?	.	K		(	  	0	(	G	  5	>	2	>	  9	H	,   	K	  	8			M	/	  2	>	-	,   8	A		- -	K		,   8	+	2	$	>	,   8	?	&	M	'	?	  *	M	0	&	>	(	  	0		G	  	(		&	  	>	  		*	-	K		  	0	5	>	(	G	    5	>	2	>	  9	H	  |   	8	  .		$	M	0	  	G	  	*	(	G	  8	G	  .	A		M	$	?	  ( .	K		M	7	)   *	M	0	>	*	M	$	?	,   (	?	0	M	5	>	#	,   0	>	.	- '	>	.	  	?	  *	M	0	>	*	M	$	?	,   -		5	&	8	>		M	7	>	$	M		>	0	,   *	0	.	  *	&	  	@	    *	M	0	>	*	M	$	?	  ,   	$	M	.	>	- *	0	.	>	$	M	.	>	  	>	  .	?	2	(	  		M	/	  ,   		0	B	*	$	>	-   2	>	-	  *	M	0	>	*	M	$	  9	K	  	G	  0	9	G		>	,   	8	>	  8	A	&	C	]	    (	?	6	M		/	  0		?		  |   R a m - M a n t r a   i s   t h e   R e d e e m e r   a n d   S a v i o u r   w h i c h   d e l i v e r s   o u r   s o u l   f r o m   t h e   m o r t a l   b o n d a g e   ( c a p t i v i t y   i n   t h e   p e r i s h a b l e   h u m a n   b o d y ) .   B e   s u r e   t h a t   r e m e m b r a n c e   o f   t h i s   M a h a a - M a n t r a   l e a d s   t o   s a l v a t i o n   a s   w e l l   a s   p r o v i d e s   a l l   r o u n d   b l i s s ,   g o o d   f o r t u n e ,   G o d - R e a l i z a t i o n   a n d   O n e n e s s   w i t h   t h e   S u p r e m e   B e i n g .   ( M a y   o u r   f a i t h   i n   t h e   M a h a a - M a n t r a   o f   R a m - N a a m   b e   r e s o l u t e   a n d   u n s h a k e a b l e ) . " ;  
 t o d A r r a y [ 2 3 4 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 2 3 4 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 4 ] [ 3 ] =   " 5	C	&	M	'	?	  	8	M	$	?		  -	>	5	  	@	,   6	A	-	  .			2	  8			>	0	  |     	-	M	/	A	&	/	  8	&	M	'	0	M	.	  	>	  ,   0	>	.	  (	>	.	  5	?	8	M	$	>	0	  | |     5	?	6	M	5	  .	G		  	6	M	5	0	  	G	  *	M	0	$	?	  	8	M	%	>	  	5		  	6	M	5	0	@	/	  	M		>	(	  	G	  *	M	0	$	?	  6	M	0	&	M	'	>	- 5	?	6	M	5	>	8	  ,	!	<	G	,     5	?	6	M	5	  -	0	  .	G		  6	A	-	  	5		  .			2	  5	M	/	>	*	M	$	  9	K	  |   8		M		G	  '	0	M	.	  	>	  		&	/	  9	K	  $	%	>	  0	>	.	- (	>	.	  	>	  5	?	8	M	$	>	0	  ( +	H	2	>	5	)   9	K	  |   :   A   d e v o u t   a n d   s e l f l e s s   i n v o c a t i o n   t o   G o d   o f   G o d s   S r i   R a m   :   ' M a y ,   w i t h   t h e   G r a c e   a n d   B e n e v o l e n c e   o f   t h e   S u p r e m e   S o u l   -   S R I   R A M ,   t h e   w o r l d   b e   l e d   i n t o   a b i d i n g   f a i t h   a n d   k n o w l e d g e   o f   t h e   a l l - p e r v a s i v e   g o d l i n e s s ,   g o o d n e s s   a n d   w e l l - b e i n g !   L e t   t r u e   s p i r i t u a l i t y   p e r m e a t e   t h e   u n i v e r s e   a n d   t h e   h o l i e s t   o f   t h e   h o l y   R a m - N a a m   t r a n s c e n d   ( r i s e   a b o v e )   a l l   b a r r i e r s ! ' " ;  
 t o d A r r a y [ 2 3 5 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 2 3 5 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 5 ] [ 3 ] =   " 	8	G	  5		(	- 6	,	M	&	- 8	.	B	9	,   	K	  	.	C	$	  9	H		,   	8	G	  ,	K	2	,   	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	$	G	  9	H		  -   	K	  	.	0	  ,	(	>	  &	G	$	G	  9	H		,   	8	@	  5	>	#	@	  	?	8		G	  ,	K	2	(	G	- 	>	(	G	  8	G	  5	M	/		M	$	?	  	.	0	  9	K	  	>	$	>	  9	H	,   5	9	  	.	C	$	5	>	#	@	  |   8	0	M	5	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  (	.	8	M		>	0	  |   *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	,	  6		M	$	?	/	K		  8	G	  /	A		M	$	  9	H	  	0	M	%	>	$	  	?	(	  .	G		  8	.	B		@	  6		M	$	?	/	>		  5	?	'	.	>	(	  9	H		,   	K	  8	.	8	M	$	  6		M	$	?	/	K		  	G	  8	M	5	>	.	@	  9	H		,   		(	M	9	G		  (	.	8	M		>	0	  |     8	0	M	5	  6		M	$	?	.	>	(	  *	0	.	>	$	M	.	>	  	G	  		G	  .	H		  	A		$	>	  9	B		  	0	M	%	>	$	  .	H		  		(		@	  6	0	#	  .	G		  	>	$	>	  9	B		,   .	H		  		(		G	  8	.		M	7	  8	.	0	M	*	?	$	  9	B		  |   *	0	.	>	$	M	.	>	  :   8	0	M	5	K	$	M		C	7	M		  	$	M	.	>	  |   6	M	0	@	  :   6	M	0	@	  .	>	(	  |   6	M	0	@	  :   6	K	-	>	,   /	6	,   	6	M	5	0	M	/	,   5	?		/	,   8	L	-	>		M	/	,   5	H	-	5	,   .	9	?	.	>	,   $	G		,   2		M	7	M	.	@	  |   8	0	M	5	K	$	M		C	7	M		  *	M	0	-	A	  6	M	0	@	  0	>	.	  	>	  8	A		&	0	  0	B	*	  9	H	  8	0	M	5	K		M		  	C	*	>	  	0	M	%	>	$	  5	G	  6	M	0	G	7	M	 	$	.	  	C	*	>	  0	B	*	  9	H		,   		(		>	  0	B	*	  9	H	  -   	C	*	>	  |   5	G	  	C	*	>	- 0	B	*	  *	0	.	>	$	M	.	>	,   5	M	/		M	$	?	  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  9	H		,   *	A	0	7	K	$	M	$	.	  9	H		,   8	0	M	5	K	*	0	?	- 8	0	M	5	K	$	M	$	.	  *	A	0	A	7	  9	H		  $	%	>	  8	A		  	G	  (	?	5	>	8	- 8	M	%	>	(	  9	H		  |   A M R I T V A N I :   A   t r e a s u r e   o f   n e c t a r o u s   u t t e r a n c e s   t h a t   w i l l   i m m o r t a l i z e   a n y   o n e   w h o   r e a d s   a n d   r e c i t e s   t h i s   S o n g   C e l e s t i a l   ( w i t h   f a i t h   a n d   r e v e r e n c e ) .   I   b o w   b e f o r e   S r i   R a m ,   w h o   i s   v e s t e d   w i t h   a l l   p o w e r s ! ,   I   b o w   b e f o r e   t h e   s o u r c e   a n d   r e s e r v o i r   o f   a l l   p o w e r s ! ,   I   b o w   a n d   s e e k   s h e l t e r   w i t h   t h e   S u p r e m e   S o u l ,   S r i   R a m ! ,   I   d e d i c a t e   a n d   s u r r e n d e r   m y s e l f   u n t o   H i m ! ,    P a r m a a t m a a  :   T h e   S u p r e m e   s o u l .   T h e   S u p r e m e   M a s t e r -   S r i   R a m ,   i s   a n   i n c a r n a t i o n   o f   b o u n d l e s s   c o m p a s s i o n   a n d   g r a c e .   A s   t h e   S u p r e m e   S o u l   t h a t   s a n c t i f i e s   o n e   a n d   a l l ,   S r i   R a m   i s   t h e   u l t i m a t e   a b o d e   o f   ( p e a c e   a n d )   h a p p i n e s s " ;  
 t o d A r r a y [ 2 3 6 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 2 3 6 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 6 ] [ 3 ] =   " 8	0	M	5	K	$	M		C	7	M		  *	M	0	-	A	  6	M	0	@	  0	>	.	  	>	  8	A		&	0	  0	B	*	  9	H	  8	0	M	5	K		M		  	C	*	>	  	0	M	%	>	$	  5	G	  6	M	0	G	7	M	 	$	.	  	C	*	>	  0	B	*	  9	H		,   		(		>	  0	B	*	  9	H	  -   	C	*	>	  |   5	G	  	C	*	>	- 0	B	*	  *	0	.	>	$	M	.	>	,   5	M	/		M	$	?	  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  9	H		,   *	A	0	7	K	$	M	$	.	  9	H		,   8	0	M	5	K	*	0	?	- 8	0	M	5	K	$	M	$	.	  *	A	0	A	7	  9	H		  $	%	>	  8	A		  	G	  (	?	5	>	8	- 8	M	%	>	(	  9	H		  |   T h e   S u p r e m e   M a s t e r -   S r i   R a m ,   i s   a n   i n c a r n a t i o n   o f   b o u n d l e s s   c o m p a s s i o n   a n d   g r a c e .   A s   t h e   S u p r e m e   S o u l   t h a t   s a n c t i f i e s   o n e   a n d   a l l ,   S r i   R a m   i s   t h e   u l t i m a t e   a b o d e   o f   ( p e a c e   a n d )   h a p p i n e s s . " ;  
 t o d A r r a y [ 2 3 7 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 2 3 7 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 7 ] [ 3 ] =   " *	M	0	-	A	  0	>	.	  	>	  0	B	*	  9	H	  -   *	0	.	  	C	*	>	  -   	?	(	M	$	A	,   		(		>	  8	M	5	0	B	*	  		$	0	?		- 8	M	5	-	>	5	  9	H	  8	A		  &	G	(	G	  5	>	2	>	,   .			2	  	0	(	G	  5	>	2	>	- 9	0	M	7	- 9	?	$	- 		M		>		- 8	L	-	>		M	/	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  	0	M	%	>	$	  		(		@	  	C	*	>	,   	K	  	$	A	2	M	/	  9	H	,   5	9	  	M		>	(	  	5		  	(		&	  	>	  -		!	>	0	  9	H	,   6		M	$	?	- 8	>	.	0	M	%	M	/	,   6	>		$	?	- 	(		&	  	>	  		M	7	/	  8	M	0	K	$	  9	H	,   0	>	.	- 	C	*	>	  8	A		  &	G	(	G	  5	>	2	@	  9	H	,   8	,	  	>	  .			2	  	0	(	G	  5	>	2	@	  9	H	,   6		M	$	?	  5	  6	>		$	?	  		8		G	  (	?		  0	B	*	  9	H		,   5	9	  	(		&	  	0	  	M		>	(	  8	G	  *	0	?	*	B	0	M	#	  9	H	  	$		  	(	A	*	.	  9	H	  |   0	B	*	- 8	M	5	0	B	*	  :   	-	B	7	#	  	>	  0	B	*	  9	H	- 9	>	0	,   			(	,   	A		!	2	,   			B	 	@	  *	0	(	M	$	A	  		8		>	  8	M	5	0	B	*	  9	H	- 8	M	5	0	M	#	  |   .	?	6	M	0	@	  	*		@	  9	H	,   	B		>	  9	H	,   &	>	(	G	&	>	0	  9	H	- /	9	  .	?	6	M	0	@	  	>	  &	?		>		  &	G	(	G	  5	>	2	>	  0	B	*	  9	H	,   *	0	(	M	$	A	  .	?	6	M	0	@	  	>	  8	M	5	0	B	*	  9	H	- 		8		@	  .	?	 	>	8	  |   9	0	  *	M	0		>	0	  	@	  .	?	6	M	0	@	  .	'	A	0	  9	K	$	@	  9	H	  |   S r i   R a m   i s   t h e   i n c a r n a t i o n   o f   S u p r e m e   G r a c e .   H e   i s   i n h e r e n t l y   a n d   e s s e n t i a l l y   a   p r o v i d e r   o f   r e a l   p e a c e ,   h a p p i n e s s   a n d   w e l l   -   b e i n g .   A n   i n e x h a u s t i b l e ( e n d l e s s )   f o u n t a i n h e a d   o f   u n p a r a l l e l e d   g r a c e ,   l o v e   a n d   b e n e v o l e n c e ,   k n o w i n g   H i m   g r a n t s   u s   s t r e n g t h ,   w i s d o m ,   b l i s s   a n d   p e a c e . " ;  
 t o d A r r a y [ 2 3 8 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 2 3 8 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 8 ] [ 3 ] =   " *	0	.	G	6	M	5	0	- 8	M	5	>	.	@	,   			M		$	.	  6	>	8		  	0	M	%	>	$	  -		5	>	(	M	  (	>	.	  *	0	.	  *	5	?	$	M	0	$	>	  	>	  	?	(	M	9	  9	H	  -   *	0	.	  6	A	&	M	'	$	>	  	@	    9	H	  .	B	0	M	$	?	  (	>	.	  |    0	>	.	   	K	  6		M	$	?	  	>	  *	A			  9	H	,   *	B	0	M	#	  	0	M	%	>	$	  .	B	2	  .		$	M	0	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  *	>	0	  		$	>	0	(	G	  5	>	2	>	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	,   .	K		M	7	- &	>	$	>	  9	H	  |     .		$	M	0	    5	9	  8	?	&	M	'	  	?	/	>	  9	A		  6	,	M	&	  	?	8		>	  			M		>	0	#	  9	.	>	0	@	  0		M	7	>	  	0	G	,   	K	  *	>	*	- .	K			  9	H	  	0	M	%	>	$	  	K	  9	.	G		  *	5	?	$	M	0	  ,	(	>	  	0	  .	A		M	$	  ( ,		'	(	- 0	9	?	$	)   	0	  &	G	  |   ,	@		>		M	7	0	  |   ' 0		'   		M	(	?	,	@		,   ' 		'   8	B	0	M	/	  ,	@		,   ' .		'   		&	M	0	,	@		  |   	(	  $	@	(	K	  	>	  		  ,	@		>		M	7	0	  9	H	,   0	>	.	- (	>	.	  ( 0	>	.	  6	,	M	&	)   G o d ' s   n a m e   s y m b o l i z e s   s u p r e m e   s a n c t i t y   a n d   d i v i n i t y .   ' R a m - N a a m ' ,   t h e   s t o r e h o u s e   o f   O m n i p o t e n c e ,   g u a r a n t e e s   d e l i v e r a n c e   f r o m   t h e   m o r t a l   b o n d a g e   l e a d i n g   t o   s a l v a t i o n . " ;  
 t o d A r r a y [ 2 3 9 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 2 3 9 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 3 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 3 9 ] [ 3 ] =   " 	$		5	  9	G	  8	>	'		  !   0	>	.	- .		$	M	0	  	K	  8	.	B		G	  6	A	-	K	  ( 		M		>		/	K		)   	>	  $	$	M	$	M	5	  ( (	?		K	!	<	)   8	.			0	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		  ( "			K		)   	>	  	-	M	/	>	8	  	0	K	  |   	8	  $	%	M	/	  	K	  (	?	6	M		?	$	  0	B	*	  8	G	  '	>	0	#	  	0	K	  	?	  	?	8	  5	8	M	$	A	  $	%	>	  6	,	M	&	- &	M	5	>	0	>	  8	G	  5	0	M	#	?	$	  	?	/	>	  	>	  0	9	>	  9	H	,   &	K	(	K		  		  9	H		,   	0	M	%	>	$	  	*	(	G	  9	C	&	/	  .	G		  /	9	  8	A	&	C	]	  5	?	6	M	5	>	8	  0		K	  	?	  (	>	.	  	5		  (	>	.	@	,   5	>			  	5		  5	>		M	/	  		  9	@	  9	H		  |   O   S a a d h a k   !   U n d e r t a k e   s p i r i t u a l   p r a c t i c e s   i n   t h e   f u l l   k n o w l e d g e   o f   t h e   f a c t   t h a t   R a m - M a n t r a   i s   t h e   n u c l e u s   o f   a l l   t h a t   i s   G o o d .   L e t   t h e r e   b e   n o   d o u b t   t h a t   t h e   d e v o t e e   w h o   r e m e m b e r s   ( ' s a a d h a k ' )   a n d   t h e   o b j e c t   o f   r e m e m b r a n c e ( ' s a a d h y a ' ) ,   o n e   w h o   c o n t e m p l a t e s   a n d   t h e   o b j e c t   o f   c o n t e m p l a t i o n ,   t h e   s p e a k e r   a n d   t h e   s u b j e c t   m a t t e r   o f   s p e e c h   a r e   i n d e e d   o n e   a n d   t h e   s a m e . " ;  
 t o d A r r a y [ 2 4 0 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 2 4 0 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 4 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 0 ] [ 3 ] =   " 	*	(	G	  *	B		M	/	,   	0	>	'	M	/	  &	G	5	$	>	  6	M	0	@	  -		5	>	(	M	  	K	  .		$	M	0	  .	G		  	8	@	(	- 5	?	0	>		.	>	(	  	>	(	?	/	G	,   8	M	%	?	$	  	>	(	?	/	G	  |   0	>	.	- 6	,	M	&	  	K	  	A	#	K		  	>	  -	#	M	!	>	0	  9	H	,   8	M	0	K	$	  9	H	,   *	A			  9	H	,   5	9	  0	>	.	  	>	  .		&	?	0	  9	H	,   (	?	5	>	8	- 8	M	%	>	(	  9	H	  |       K n o w   i t   w i t h o u t   a n y   d o u b t   t h a t   y o u r   c h o s e n   d e i t y -   S r i   R a m   i s   i n h e r e n t   i n   R a m - M a n t r a   a n d   a b i d e s   t h e r e i n   a s   t h e   o r i g i n ,   s o u r c e   a n d   u n f a t h o m a b l e   ( t h a t   c a n n o t   b e   m e a s u r e d )   r e s e r v o i r   o f   a l l   t h e   v i r t u e s . " ;  
 t o d A r r a y [ 2 4 1 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 2 4 1 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 4 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 1 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  			M	$	  5	0	M	#	?	$	  -	>	5	K		  8	G	  -	0	  	0	  	0	  $	,	  0	>	.	  	@	  &	/	>	  		$	0	(	G	  	@	  *	M	0	,	2	  		M		>	- 		$	M	8	A		$	>	  0			0	,   	$	A	0	  9	K		0	  0	>	.	- (	>	.	  	G	  	A	#	K		,   	0	M	%	K		  	>	  	?		$	(	  	@		?		,   0	>	.	- (	>	.	  	?	  .	9	?	.	>	  *	0	  5	?		>	0	  	@		?	/	  |   E n g r o s s e d   i n   t h e s e   l o f t y   t h o u g h t s   a n d   w i t h   a   h e a r t   p a s s i o n a t e l y   l o n g i n g   t o   b e   b l e s s e d   w i t h   d i v i n e   g r a c e ,   f o c u s   y o u r   f o n d   a t t e n t i o n   o n   t h e   p r o f u n d i t y   a n d   g l o r y   o f   R a m   N a a m . " ;  
 t o d A r r a y [ 2 4 2 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 2 4 2 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 4 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 2 ] [ 3 ] =   " 5	?	'	?	*	B	0	M	5		  (	>	.	- &	@		M	7	>	  2	G		0	,   0	>	.	- .		$	M	0	  	K	  	8	  *	M	0		>	0	  	M	0	9	#	- '	>	0	#	  	0	  	G	,   	*	(	G	  	?	$	M	$	    	K	  &	C	]	  (	?	6	M		/	*	B	0	M	5		  ( 8	M	%	?	0	$	>	  *	B	0	M	5		)   .		$	M	0	  *	0	  	?		>	  	0	,   6	M	0	@	  0	>	.	  	>	,   	K	  6		M	$	?	  	>	  	0	  9	H	,   ,	>	0	- ,	>	0	  			M		>	0	#	  	0	G		  ( 	>	*	  	0	G		)   |   .		$	M	0	  '	>	0	#	>	    	?	$	M	$	    	K	  	G	5	2	  .		$	M	0	  .	G		  ,	>		'	  0		(	G	  	>	  (	>	.	  .		$	M	0	- '	>	0	#	>	  9	H	  |   	*	  :   0	>	.	- (	>	.	  	G	  	0	M	%	  	@	  -	>	5	(	>	  	0	$	G	  9	A		  		8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	(	>	  |     A f t e r   p r o p e r   i n i t i a t i o n   ( N a a m - D e e k s h a ) ,   u n d e r t a k e   c o n s t a n t   r e c i t a t i o n   o f   R a m - M a n t r a   w i t h   u n w a v e r i n g   c o n c e n t r a t i o n   a n d   f u l l   f a i t h   i n   t h e   f a c t   t h a t   a l l   t h e   p o w e r s   d w e l l   i n   a n d   e m a n a t e   ( o r i g i n a t e   )   f r o m   S r i   R a m   -   t h e   S o u r c e   o f   E n e r g y . " ;  
 t o d A r r a y [ 2 4 3 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 2 4 3 ] [ 1 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 4 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 3 ] [ 3 ] =   " 	?	8	  *	M	0		>	0	  ,	@		,   	2	,   .	?			@	  	0	  	(	A		B	2	  .	L	8	.	  	G	  8	9	/	K		  ( .	G	2	)   8	G	  '	@	0	G	- '	@	0	G	  5	C		M	7	  ,	(	  	>	$	>	  9	H	,   		8	@	  *	M	0		>	0	  .		$	M	0	- 	>	*	  8	G	  (	?	0		$	0	  	'	M	/	>	$	M	.	?		  *	M	0		$	?	  9	K	$	@	  0	9	$	@	  9	H	  |   .		$	M	0	- /	K		  :   	8	@	  *	&	M	'	$	M	$	?	,   	K	  .		$	M	0	  	?	  8	>	'	(	>	  8	G	  -		5	&	  .	?	2	(	  	0	>	  &	G	  |   '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	@	  $	@	(	K	  	>	  .		$	M	0	  8	G	  /	K		  .		$	M	0	- /	K		  	9	2	>	$	>	  9	H	  |   (	>	.	  	>	  	>	*	  	0	K	  	0	  		8		G	  	0	M	%	  	@	  -	>	5	(	>	  .	G		  2	@	(	    9	K	  	>		- /	9	  .		$	M	0	- /	K		  	@	  5	?	'	?	  9	H	  |   J u s t   a s   t h e   s e e d   g e t t i n g   c o n d u c i v e   e n v i r o n m e n t   o f   e a r t h ,   w a t e r   a n d   s u i t a b l e   w e a t h e r   g r a d u a l l y   g e t s   t r a n s f o r m e d   i n t o   a   t r e e ,   l i k e w i s e   c o n t e m p l a t i o n   o f   R a m   M a n t r a   w i t h   f a i t h   a n d   d e v o t i o n   l e a d s   t o   h i g h e r   s p i r i t u a l   a t t a i n m e n t s . " ;  
 t o d A r r a y [ 2 4 4 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 4 4 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 4 ] [ 3 ] =   " 	8	>	  '	M	/	>	(	  0		G		,   		B		  5	?	6	M	5	>	8	  9	K	  	?	  	H	8	G	  *	0	.	>	#	A	  6		M	$	?	  	>	  -	#	M	!	>	0	  9	H	  	5		  ,	?		2	@	- 	C	9	  ,	?		2	@	  	>	  	K	7	  9	H	,    	@		  		8	@	  *	M	0		>	0	  .		$	M	0	  -	@	  6		M	$	?	- 	K	7	  9	H	  |   .		$	M	0	  .	G		  *	>	*	- $	>	*	  	K	  .	>	0	(	G	  $	%	>	  		M		G	  -	>	5	  	K	  *	M	0	+	A	2	M	2	?	$	  	0	(	G	  	@	  6		M	$	?	  9	H	  |     O u r   f a i t h   i n   t h e   e f f e c t i v e n e s s   o f   t h e   ' M a n t r a '   s h o u l d   b e   a k i n   t o   t h e   f i r m   b e l i e f   i n   t h e   a t o m   b e i n g   t h e   r e p o s i t o r y   o f   l i m i t l e s s   e n e r g y   o r   t h e   p o w e r h o u s e   b e i n g   t h e   i n e x h a u s t i b l e   s t o r e h o u s e   o f   p o w e r .   [ A   s u r e   r e m e d y   f o r   t h e   u n w h o l e s o m e   h u m a n   p a s s i o n s ,   ' R a m   M a n t r a '   a b s o l v e s   o u r   s i n s   a n d   e l e v a t e s   a n d   e d i f i e s   b y   i n s p i r i n g   n o b l e   t h o u g h t s . ] " ;  
 t o d A r r a y [ 2 4 5 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 2 4 5 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 5 ] [ 3 ] =   " 	8	>	  		2	- 5	?	6	M	5	>	8	  ( &	C	]	  - (	?	6	M		/	)   0		  	0	,   .		$	M	0	- (	?	'	?	,   0	>	.	- .		$	M	0	  	>	  	?		$	(	  	0	G		  ( 	0	>	'	G		)   $	%	>	  	8	>	  ,	K	'	  9	K	  	?	  	8	>	  	0	(	G	  8	G	  9	0	?	- 	C	*	>	  	5	6	M	/	  		&	?	$	  9	K		@	,   	5	6	M	/	  		$	0	G		@	  |   '	M	0	A	5	  '	>	0	#	>	  :   .		$	M	0	  .	G		  	?	$	  	K	  	5	?		2	?	$	  -	>	5	  8	G	  ,	>		'	(	>	  |   .		$	M	0	  (	?	'	>	(	  :   .		$	M	0	K	  	>	  -	#	M	!	>	0	  -   ,	@		>		M	7	0	  6	,	M	&	  |       C o n t e m p l a t e   R a m - N a a m   w i t h   a b s o l u t e   f a i t h   a n d   k n o w   t h a t   b y   d o i n g   s o   S r i   R a m ' s   g r a c e   a n d   b l e s s i n g s   w i l l   d e f i n i t e l y   d e s c e n d   o n   y o u ( t h e   d e v o t e e ) . " ;  
 t o d A r r a y [ 2 4 6 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 2 4 6 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 6 ] [ 3 ] =   " 	H	8	G	  	?	!	<		@	  /	>	  &	M	5	>	0	  	A	2	(	G	  *	0	  &	A	0	M		(	M	'	  (	?		2	  	>	$	@	  9	H	  	0	  -	0	*	B	0	  5	>	/	A	  $	%	>	  *	M	0		>	6	  *	M	0	5	G	6	  	0	$	G	  9	H		,   		8	@	  *	M	0		>	0	  0	>	.	- 	C	*	>	  		*	2	,	M	'	  9	K	(	G	  *	0	  8	,	  &	A	0	M		A	#	  &	B	0	  9	K	  	>	$	G	  9	H		  $	%	>	  8	&		A	#	  -	0	  	>	$	G	  9	H		  | W i t h   t h e   o p e n i n g   o f   t h e   w i n d o w s ,   f r e s h   a i r   a n d   l i g h t   c o m e   i n   a n d   d r i v e   a w a y   s t a l e n e s s .   L i k e w i s e ,   S r i   R a m ' s   g r a c e   a n n i h i l a t e s   ( f i n i s h e s )   a l l   v i c e s   ( a n d   b l e s s e s   u s   w i t h   v i r t u e s . " ;  
 t o d A r r a y [ 2 4 7 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 2 4 7 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 7 ] [ 3 ] =   " ,		(	  &	,	>	(	G	  8	G	  	H	8	G	  ,	?		2	@	  	@	  '	>	0	>	  	>	  *	M	0	5	>	9	  9	K	$	>	  9	H	,   		8	@	  *	M	0		>	0	  (	>	.	  	*	(	G	  8	G	  	C	*	>	  	>	  	5	$	0	#	  9	K	$	>	  9	H	  |   E l e c t r i c   c u r r e n t   b e g i n s   t o   f l o w   i n s t a n t a n e o u s l y   f o l l o w i n g   a   p u s h   o n   t h e   s w i t c h .   L i k e w i s e ,   r e p e t i t i o n   o f   G o d ' s   n a m e   w i t h   d e v o t i o n   b l e s s e s   u s   w i t h   H i s   G r a c e . " ;  
 t o d A r r a y [ 2 4 8 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 2 4 8 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 8 ] [ 3 ] =   " 	K			@	- (	2	  	K	2	(	G	  8	G	  	H	8	G	  *	>	(	@	  (	?		2	(	G	  2		$	>	  9	H	,   ,	9	(	G	  2		$	>	  9	H	,   5	H	8	G	  9	@	  	>	*	  8	G	  	C	*	>	  	5	$	0	?	$	  9	K	$	@	  9	H	  	K	  -	>	5	(	>	  	K	  8			  	0	  &	G	$	@	  9	H	  $	%	>	  9	.	>	0	>	  5	?	6	M	5	>	8	  	@	5		$	  ,	(	  	>	$	>	  9	H	  |   G o d ' s   G r a c e   d e s c e n d s   a u t o m a t i c a l l y   i n s t i l l i n g   l i f e   i n   o u r   f a i t h   a s   a   r e s u l t   o f   c o n s t a n t   J a a p   ( r e c i t a t i o n   o f   R a m - N a a m ) ,   j u s t   a s   w a t e r   g u s h e s   f o r t h   a s   s o o n   a s   t h e   t a p   i s   t u r n e d   o n . " ;  
 t o d A r r a y [ 2 4 9 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 2 4 9 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 4 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 4 9 ] [ 3 ] =   " .		$	M	0	  	K	  		&	M	'	>	0		,   (	?	8	M	$	>	0		,   .	A		M	$	?	&	>	$	>	  .	>	(		0	  ' 0	>	.	'   6	,	M	&	  *	0	  '	M	/	>	(	  2		>	/	G		  |   	8	8	G	  	$	M	.	- 6		M	$	?	  $	%	>	  	*	(	G	  9	K	(	G	  	>	  -	>	5	- 	8	M	$	?	$	M	5	  		$	>	  9	H	  	0	  	8	  6		M	$	?	  	>	  
	*	0	@	  		M	0	  	@	  	0	  	.	(	  9	K	$	>	  9	H	  |   		M	0	  :   6	0	@	0	  .	G		  /	K		  	G	  	(	A	8	>	0	  	 	  		M	0	  ;   .	B	2	>	'	>	0	,   8	M	5	>	'	?	7	M	 	>	(	,   .	#	?	*	B	0	  ( (	>	-	?	- 		M	0	) ,   	(	>	9	$	  ( 9	C	&	/	) ,   5	?	6	A	&	M	'	  ( 		 	) ,   		M		>	  ( $	M	0	?		A		@	) ,   ,	?		&	A	  ( 	M	0	@	5	>	  	>	  6	?		0	)   $	%	>	  8	9	8	M	0	>	0	  ( 8	?	0	)   |   		*	0	?	  		M	0	  :   		M		>	,   ,	?		&	A	   	>		  8	9	8	M	0	>	0	  |   W i t h   r a p t   a t t e n t i o n   m e d i t a t e   u p o n   ' R a m - N a a m '   b e l i e v i n g   i t   t o   b e   m e a n s   o f   u p l i f t m e n t ,   e n n o b l e m e n t   a n d   s a l v a t i o n .   T h i s   a w a k e n s   a n d   l e a d s   t h e   I n n e r   B e i n g   v e r t i c a l l y   u p w a r d .   " ;  
 t o d A r r a y [ 2 5 0 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 5 0 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 0 ] [ 3 ] =   " $	,	  &	8	5	G		  &	M	5	>	0	  8	G	  0	>	.	- 	C	*	>	  	>	  *	M	0	5	G	6	  9	K	$	>	  9	H	,   	?	8	8	G	  	$	M	.	  ,	K	'	- *	M	0	,	A	&	M	'	$	>	,   ,	2	,   	(		&	- 8	9	?	$	,   .	(	  	K	  8	M	%	?	0	  	5		  6	>		$	  	0	(	G	  5	>	2	@	  8	-	@	  6	>		M	$	?	/	K		  	>	  5	?	8	M	$	>	0	- 8			>	0	  9	K	$	>	  9	H	  |   &	6	.	- &	M	5	>	0	  :   .	>	(	5	  &	G	9	  	K	  (	5	  &	M	5	>	0	  5	>	2	@	  (		0	@	  	9	>	  	>	$	>	  9	H	  :   &	K	  &	M	5	>	0	  			K		  	G	,   &	K	  	>	(	K	  	G	,   &	K	  (	>		  	G	,   		  .	A		  $	%	>	  &	K	  &	M	5	>	0	  .	B	$	M	0	  	5		  .	2	  5	?	8	0	M		(	  	0	(	G	  9	G	$	A	  |   &	6	.	- &	M	5	>	0	  	&	C	6	M	/	  9	H	  	0	  (	L	  &	M	5	>	0	K		  8	G	  
	*	0	  9	H	  |   T h e r e o n   e n t e r s   t h r o u g h   t h e   t e n t h   g a t e   S r i   R a m ' s   G r a c e   t h a t   p a v e s   t h e   w a y   f o r   d i v i n e   k n o w l e d g e ,   s t r e n g t h ,   i n n e r   b l i s s   a n d   s t e a d i n e s s . " ;  
 t o d A r r a y [ 2 5 1 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 5 1 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 1 ] [ 3 ] =   " .                                 8	$	M	*	A	0	A	7	  	G	  8	>	(	M	(	?	'	M	/	  8	G	    $	%	>	  *	0	.	>	$	M	.	>	  	?	  &	/	>	  8	G	,   	A	#	M	!	2	?	(	@	  6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	  	.	2	- 8	9	8	M	0	>	0	,   ,	M	0	9	M	.	'	>	.	  .	G		  .	?	2	(	  9	K	  	>	$	>	  9	H	,   	?	8	8	G	  8	>	0	G	  *	>	*	  (	7	M		  9	K	  	>	$	G	  9	H		  |     &	G	5	&	/	>	  8	G	  8	M	5	6		M	$	?	  	>	  9	[	>	0	  *			A	\	?	/	K		  5	>	2	G	    	.	2	- 8	9	8	M	0	  &	2	  	.	2	  .	G		  .	?	2	>	*	  9	K	$	>	  9	H	  |   	8	  .	?	2	>	*	  .	G		  8	$	M	*	A	0	A	7	  	@	  	5	6	M	/		$	>	  0	9	$	@	  9	H	,   $	-	@	  	@	5	  	G	  8	,	  &	K	7	  (	7	M		  9	K	  *	>	$	G	  9	H		  |   *	0	.	  	2	M	/	>	#	  	@	  *	M	0	>	*	M	$	?	  	G	  2	?	/	G	  *	0	.	>	$	M	.	>	  	?	  &	/	>	,   	$	M	.	- 6		M	$	?	  	0	  8		$	- &	/	>	  $	@	(	K		  	*	G		M	7	?	$	  9	H		,   	?	(		>	  /	9	>		  &	G	5	- &	/	>	,   8	M	5	6		M	$	?	  	0	  8	$	M	*	A	0	A	7	  8		/	K		  6	,	M	&	K		  8	G	  		2	M	2	G		  	?	/	>	  	/	>	  9	H	  |   W i t h   t h e   b l e s s i n g s   o f   a   r e a l i z e d   s a i n t - s o u l ( S a t g u r u )   a n d   G o d ' s   G r a c e ,   t h e   d e v o t e e ' s   ' K u n d a l i n i '   m e r g e s   i n t o   t h e   l o t u s   w i t h   t h o u s a n d   p e t a l s   -   t h e   S u p r e m e   C o n s c i o u s n e s s   -   S a h a s r a a r   a n d   i n s t a n t l y   ' d e s t r o y s '   a l l   e v i l s   a n d   s i n s .   I n   f a c t ,   s u b l i m a t i o n   a n d   s a l v a t i o n   o f   t h e   h u m a n   s o u l   p r e s u p p o s e s   G o d ' s   G r a c e ,   d e v o t e e ' s   s i n c e r e   e f f o r t s   a n d   w i l l   -   p o w e r ,   a n d   m o r e   i m p o r t a n t l y ,   G u r u ' s   b l e s s i n g s   a n d   p a t r o n a g e .   T h e   h u m a n   s o u l   b e c o m e s   o n e   w i t h   t h e   S u p r e m e   S o u l .   T h e n   t h e   d e v o t e e   t r a n s c e n d s   t h e   m i n d   a n d   a t t a i n s   c o m p l e t e   e n l i g h t e n m e n t . " ;  
 t o d A r r a y [ 2 5 2 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 2 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 2 ] [ 3 ] =   " .			2	,   	2	M	/	>	#	  $	%	>	  6	A	-	  	0	(	G	  5	>	2	G	  *	0	.	>	$	M	.	&	G	5	,   	*		K	  .	H		  8	0	  	A		>		0	  ,	>	0	- ,	>	0	  *	M	0	#	>	.	  	0	$	>	  9	B		  |   5		&	(	>	  :   (	.	8	M		>	0	  |   .			2	  :   	2	M	/	>	#		>	0	@	,   8	.	C	&	M	'	?	- 	8	@	  		(	M	(	$	?	  	?	8	8	G	  9	.	  		$	M	$	0	K	$	0	  		G	  ,	"	$	G	  	>			  |   6	?	5	  :   8	L	-	>		M	/	,   6	>		$	  |   6	A	-	  :   6	A	-	  6		A	(	,   8	M	5	8	M	$	?	  |   I n   a l l   h u m i l i t y   a n d   d e f e r e n c e ,   I   p r o s t r a t e   m y s e l f   a g a i n   a n d   y e t   a g a i n   b e f o r e   T h e e ,   t h e   P r o v i d e r   o f   b e n e d i c t i o n ,   h a p p i n e s s ,   p e a c e ,   s e r e n i t y   a n d   a u s p i c i o u s n e s s . " ;  
 t o d A r r a y [ 2 5 3 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 5 3 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 3 ] [ 3 ] =   " &	K	(	K		  	A	\	G	  9	A		  9	>	%	K		  	G	  8	>	%	,   .	>	%	>	  	A		>	  	0	,   (	.	M	0	$	>	  	5		  -		M	$	?	*	B	0	M	5		,   9	G	  8	>	0	G	  5	?	6	M	5	  	G	  8	M	5	>	.	@	!   	*		K	  .	G	0	>	  (	.	8	M		>	0	  9	K	  |   W i t h   f o l d e d   h a n d s ,   t h e   h e a d   b o w e d   i n   r e v e r e n c e   a n d   t h e   h e a r t   o v e r w h e l m e d   w i t h   h u m i l i t y   a n d   d e f e r e n c e ,   O   L o r d   o f   t h e   U n i v e r s e ,   I   s a l u t e   T h e e ! " ;  
 t o d A r r a y [ 2 5 4 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 2 5 4 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 4 ] [ 3 ] =   " &	K	(	K		  9	>	%	K		  	K	  	K	!	<	  	0	  $	%	>	  .	8	M	$		  	5		  	A		(	K		  	K	  -	B	.	?	  *	0	  	?		>	  	0	,   	*		K	  .	G	0	>	  	(	G		K	  8	H			!	<	K	- 	0	K	!	<	  ,	>	0	  *	M	0	#	>	.	  9	K	  |   W i t h   f o l d e d   h a n d s ,   k n e e l i n g   a n d   b o w i n g   m y   h e a d ,   I   p r a y   a n d   p a y   T h o u   m y   m o s t   d e v o u t   o b e i s a n c e . " ;  
 t o d A r r a y [ 2 5 5 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 2 5 5 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 5 ] [ 3 ] =   " *	>	*	K		  	G	  (	>	6		  	5		  .			2	  	>	0		  6	0	#	  &	G	(	G	  5	>	2	G	  	*		G	  	0	#	K		  	>	  -	@	$	0	  '	M	/	>	(	  	0	$	>	  9	A		,   6		M	$	?	/	K		  	G	  *	A			  	*		K	,   .	H		  *	M	0	#	>	.	  	0	$	>	  9	B		  |   K n o w i n g   Y o u   t o   b e   t h e   R e d e e m e r - B e n e f a c t o r ,   I   b o w   b e f o r e   T h e e ,   O   O m n i p o t e n t   L o r d ! " ;  
 t o d A r r a y [ 2 5 6 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 2 5 6 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 6 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  -		M	$	?	  *	B	0	M	#	  	5		  8	&	-	>	5	(	>			  8	G	  	$	- *	M	0	K	$	  	0		G	,   9	G	  .	G	0	G	  0	>	.	  *	M	0	-	A	!   	*		K	  6	M	0	&	M	'	>	  8	G	  (	.	(	  	0	$	>	  9	B		  |   W i t h   a   s p i r i t u a l   d e d i c a t i o n   a n d   a   h e a r t   f u l l   o f   d e v o t i o n ,   r e v e r e n c e   a n d   l o f t y   t h o u g h t s   a n d   c o m p l e t e   f a i t h ,   I   b o w   a n d   r e m e m b e r   T h e e ,   m y   v e n e r a b l e   L o r d   R a m ! " ;  
 t o d A r r a y [ 2 5 7 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 2 5 7 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 7 ] [ 3 ] =   " 9	G	  *	M	0		>	6	  8	M	5	0	B	*	,   	8	@	.	  
	0	M		8	M	5	@	  		$	  	G	  8	M	5	>	.	@	  !   9	G	  8	,		K	  *	B	0	M	#	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	,   8	0	M	5	K	$	M	$	.	  *	0	.	>	$	M	.	>	  ( *	A	0	7	K	$	.	)   !   	*		K	  (	.	8	M		>	0	  9	K	  |   L i g h t   o f   a l l   l i g h t s   a n d   F o u n t a i n h e a d   o f   a l l   e n e r g i e s ,   O   S u p r e m e   B e i n g ,   t h a t   p u r i f i e s   a n d   s a n c t i f i e s   a l l ,   I   l i e   b e f o r e   y o u   i n   d e f e r e n c e . " ;  
 t o d A r r a y [ 2 5 8 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 2 5 8 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 8 ] [ 3 ] =   " 9	G	  8	$	M	/	,   	M		>	(	  	5		  	(		&	  	G	  8	0	M	5	K		M		  .		&	?	0	,   6	M	0	@	  0	>	.	  !   	&		&	  -   0	K	.	>			?	$	  9	K		0	  	*		K	  .	G	0	>	  	(	G		  ,	>	0	  *	M	0	#	>	.	  9	K	  |   /	9	>		  0	>	.	  	K	  8	$	M	/	,   	M		>	(	,   	(		&	  	>	  *	0	.	- '	>	.	  	0	M	%	>	$	  	(		$	  ,	M	0	9	M	.	- 8	M	5	0	B	*	  	9	>	  	/	>	  9	H	  |   O v e r w h e l m e d   w i t h   e c s t a s y ,   I   b o w   a g a i n   a n d   a g a i n   b e f o r e   T h e e ,   S r i   R a m   -   t h e   s a c r e d   E m b o d i m e n t   o f   E x i s t e n c e   -   C o n s c i o u s n e s s   -   A b s o l u t e   B l i s s   ( ' S a t c h i d a a n a n d a ' ) .     H e r e   S r i   R a m   h a s   b e e n   h a i l e d   a s   t h e   S u p r e m e   S o u l   w h o   i s   t h e   S o u r c e ,   A b o d e   a s   w e l l   a s   t h e   I n d w e l l e r   o f   a l l   b e i n g s ,   t h e   I m p e r i s h a b l e   a n d   I n f i n i t e   ' B r a h m   -   S w a r o o p ' . " ;  
 t o d A r r a y [ 2 5 9 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 2 5 9 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 5 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 5 9 ] [ 3 ] =   " *	M	0	>	$		  *	>	 	  -   8	0	M	5	K	$	M	$	.	  ,   .	9	>	(	$	.	,   	$	M	.	>	  6	M	0	@	  0	>	.	,   *	0	.	  8	$	M	/	  	*	0	?	5	0	M	$	(	6	@	2	  $	$	M	$	M	5	,   $	G		K	.	/	,   8	0	M	5	K		M		  	M		>	(	- 8	0	M	5	>	'	?		  	(		&	  	G	  8	M	5	-	>	5	  5	>	2	>	,   8	,	  6	>		M	$	?	/	K		  8	G	  /	A		M	$	,   	?	8		G	  8	.	>	(	  &	B	8	0	>	  	K		  (	9	@		,   	?	8	8	G	  	(	M	/	$	M	0	  	K		  (	9	@		,   8	,		>	  6	>	8		,   8	M	5	>	.	@	,   *	A	0	A	7	K	$	M	$	.	,   &	/	>	2	A	  8	-	@	  &	G	5	K		  	>	  &	G	5	  9	H	,   		8	G	  ,	>	0	- ,	>	0	  (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	,   (	.	8	M		>	0	  |   S h r i   R a m   i s   s u p r e m e   s e l f ,   h i g h e s t   t r u t h ,   l i g h t   o f   l i g h t s ,   D e e p e s t   w i s d o m ,   g r e a t e s t   j o y ,   o m n i p o t e n t ,   o n e   w i t h o u t   s e c o n d ,   L o r d   o f   a l l ,   f i r s t   o n e ,   m o s t   m e r c i f u l ,   G o d   o f   G o d s   -   S a l u t a t i o n s   u n t o   H i m ,   a g a i n   a n d   a g a i n ,   a g a i n   a n d   a g a i n .     T h e   S u p r e m e   S o u l ,   S r i   R a m ,   i s   t h e   m a t c h l e s s ,   r a d i a n t   a n d   n o n - d u a l   a p o t h e o s i s   ( d i v i n e   e l e v a t i o n   )   o f   A b s o l u t e   T r u t h ,   O m n i p o t e n c e ,   O m n i s c i e n c e ,   O m n i p r e s e n c e ,   I m m u t a b i l i t y   ( C h a n g e l e s s n e s s )   a n d   E t e r n a l   B l i s s .   I n   c o m p l e t e   h u m i l i t y   a n d   d e f e r e n c e ,   I   b o w   a g a i n   a n d   y e t   a g a i n   b e f o r e   G o d   o f   G o d s ,   S r i   R a m -   G r a c e   a n d   C o m p a s s i o n   I n c a r n a t e .   " ;  
 t o d A r r a y [ 2 6 0 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 2 6 0 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 0 ] [ 3 ] =   " 0	>	.	  	.	0	  	0	(	G	  5	>	2	>	  6	,	M	&	  9	H	,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  ,	K	2	  9	H	;   0	>	.	  (	>	.	  	>	  	>	(	  	.	C	$	  8	.	>	(	  9	H	  |   0	>	.	  	G	  	A	#	K		  	>	  8	.	B	9	  *	5	?	$	M	0	  *	>	 	  9	H	,   6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	,   	$		  0	>	.	- 0	>	.	,   0	>	.	  9	@	  0	>	.	  	>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	?	/	G	  |   ' R a m - N a a m '   b l e s s e s   t h e   d e v o t e e s   w i t h   p u r i t y   a n d   i m m o r t a l i t y .   T h e   n e c t a r - l i k e   h o l y   n a m e   o f   S r i   R a m   e n n o b l e s   a n d   e d i f i e s   a n d   s h o u l d   b e   r e c i t e d   i n c e s s a n t l y   ( w i t h o u t   a n y   p a u s e . ) " ;  
 t o d A r r a y [ 2 6 1 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 2 6 1 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 1 ] [ 3 ] =   " 0	>	.	  *	0	.	  8	$	M	/	  9	H	,   8	0	M	5	K		M		  	(	A	-	5	  	M		>	(	  9	H	,   0	>	.	  -		5	>	(	M	  *	M	0		>	6	  0	B	*	  9	H		,   8	0	M	5	K	$	M		C	7	M		  	(		&	  9	H		  $	%	>	  8	,	  *	M	0		>	0	  	@	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  9	H		,   0	>	.	  .	9	>	(	  	5		  8	0	M	5	K	$	M	$	.	  9	H		  |   S r i   R a m   a l o n e   i s   A b s o l u t e   T r u t h ,   E x p e r i e n t i a l   W i s d o m ,   L i g h t ,   B l i s s   a n d   O m n i p o t e n c e .   P e r f e c t   a n d   N o n - D u a l ,   H e   i s   t h e   S u p r e m e   S o u l . " ;  
 t o d A r r a y [ 2 6 2 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 2 6 2 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  			M		>	0	#	  	.	C	$	  6	,	M	&	  	>	  ,	K	2	(	>	  9	H	,   ' 0	>	.	- 0	>	.	'   8	A		  8	+	2	$	>	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  9	H	  |   (	>	.	  	.	C	$	  9	H	,   	.	C	$	  ,	K	2	  9	H	  	0	  	(		&	  	5		  	*	>	0	  9	0	M	7	  	>	  *	M	0	&	>	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   n e c t a r o u s   ( l i k e   n e c t a r )   a n d   e n d o w s   t h e   d e v o t e e s   w i t h   s u c c e s s ,   g l o r y ,   i n n e r   c a l m   a n d   b l i s s . " ;  
 t o d A r r a y [ 2 6 3 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 2 6 3 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 3 ] [ 3 ] =   " 0	>	.	  	G	  	A	#	K		  	>	  	>	(	  ( 8	M	$	A	$	?	)   	.	C	$	  $	A	2	M	/	  9	H	,   0	>	.	  	@	  	%	>	  	.	C	$	  9	H	,   0	>	.	  	@	  	0	M		>	  .	G		  ,	K	2	  -	@	  	.	C	$	  9	H		  $	%	>	  	(		@	  *	B		>	  	.	C	$	  8	>	.	>	(	  	@	$	  9	H	  |   S i n g i n g   s o n g s   i n   p r a i s e   o f   S r i   R a m   i s   m o s t   s a c r o s a n c t   a s   i s   c h e r i s h i n g   a n d   r e m e m b e r i n g   H i m   w i t h   d e v o t i o n   i n   a n y   m a n n e r   o r   f o r m . " ;  
 t o d A r r a y [ 2 6 4 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 2 6 4 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 4 ] [ 3 ] =   " 0	>	.	  	>	  	>	*	  .	(	  	>	  5	?		>	0	- 0	A	*	@	  	.	C	$	  9	H	,   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	,   	.	C	$	- 8		5	>	&	  9	H	  |   0	>	.	- '	M	/	>	(	,   	?	$	  &	M	5	>	0	>	  	?	/	>	  	/	>	  	.	C	$	- 	?		$	(	  9	H	  	0	M	%	>	$	  0	>	.	  6	,	M	&	  .	G		  	*	,   '	>	0	#	>	,   '	M	/	>	(	  8	,	  	A		  	>	  8		M		>	  		$	M	$	0	  8	.	>	9	?	$	  9	H	  -   0	>	.	  6	,	M	&	  	(	  8	-	@	  	-	M	/	>	8	K		  	G	  2	?		  		*	/	A		M	$	  9	H	  |     .	(	(	,   	>	*	,   	2	>	*	,   	?		$	(	,   '	M	/	>	(	,   8	.	>	'	>	(	  8	-	@	  0	>	.	- (	>	.	  	G	  8	>	%	  8	.	M	,	'	?	$	M	$	  9	K		0	  	.	C	$	  9	K	  	>	$	G	  9	H		  |   	>	*	  6	,	M	&	  	>	  9	K	$	>	  9	H	  	0	  .	(	(	  	0	M	%	  	>	  |   	2	>	*	  8	M	5	0	  	>	  	0	  	?		$	(	  $	$	M	$	M	5	  	>	  9	K	$	>	  9	H	  |   '	M	/	>	(	  8	M	5	0	A	*	  	>	  $	%	>	  8	.	>	'	>	(	  ( 8	.	>	'	@	)   .	G		  $	M	0	?	*	A		@	  ( '	M	/	G	/	,   '	M	/	>	$	>	,   8	A	'	M	/	>	(	)   	>	  2	/	  9	K	$	>	  9	H	  |   R e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   s a n c t i f i e s   e v e r y t h i n g   -   ' d h y a a n ' ,   ' s a a d h a n a a ' ,   m e d i t a t i o n ,   c o n t e m p l a t i o n   a n d   r e v e l a t i o n s   ( a n s w e r s   t o   t h e   p r o b l e m s   a p p e a r i n g   d u r i n g   m e d i t a t i o n ) .   A s   t h e   d e v o t e e   r e c i t e s   ' R a m   -   R a m ' ,   t h e   s p i r i t u a l   s i g n i f i c a n c e   i s   f e l t   k e e n l y   a n d   s u b t l y ;   w h i l e   i t   i s   v o c a l   c h a n t i n g   o f   t h e   w o r d ,   t h e   S a a d h a k   r e a l l y   m e d i t a t e s   a n d   r e f l e c t s   o n   t h e   s p i r i t . " ;  
 t o d A r r a y [ 2 6 5 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 2 6 5 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 5 ] [ 3 ] =   " 	?	9	M	5	>	,   	?	8	  *	0	  0	>	.	- 0	>	.	  8	A	9	>	$	>	  9	H	,   5	?	2	8	$	>	  9	H	,   5	>	9	@	  	.	C	$	- $	A	2	M	/	  .	'	A	0	  9	H	  |   0	>	.	- (	>	.	  	@	  8			?	$	  *	B			@	  8	A		C	$	- 8	$	M		0	M	.	  9	H	,   0	>	.	- 0	>	.	  	5	?	(	>	6	@	,   	$	M	/	(	M	$	?		- 8	A		  	K	  &	G	(	G	  5	>	2	>	  9	H	  |   B l e s s e d   i s   t h e   t o n g u e   t h a t   f o r e v e r   r e m e m b e r s   ' R a m - R a m ' .   I n d e e d ,   t h e   o n l y   s i g n i f i c a n t   w e a l t h   a n d   r i g h t e o u s   d e e d   w o r t h   p e r f o r m i n g   c o n s i s t s   i n   c o n s t a n t   a n d   s u s t a i n e d   r e c i t a t i o n   o f   ' R a m - R a m ' .   T h i s   s u r e l y   b e s t o w s   l a s t i n g   i n n e r   h a p p i n e s s . " ;  
 t o d A r r a y [ 2 6 6 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 2 6 6 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 6 ] [ 3 ] =   " 	K	  	(	  	.	C	$	.	/	- .	'	A	0	  0	>	.	- (	>	.	  *	0	  '	M	/	>	(	  2		>	$	>	  9	H	,   5	9	  9	@	  	5	?	(	>	6	@	- *	&	  ( .	K		M	7	- *	&	)   	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  	0	M	%	>	0	M	$	  	9	>		  8	G	  +	?	0	  8		8	>	0	  .	G		  2	K		(	>	  (	9	@		  *	!	<	$	>	  9	H	,   		8	  8	M	%	>	(	  	K	  *	M	0	>	*	M	$	  	0	$	>	  9	H	  |   *	0	.	>	$	M	.	>	  0	8	- 8	M	5	0	A	*	  9	H	,   	5	?	(	>	6	@	  9	H	,   	.	C	$	  9	H	  |   		8	  	.	C	$	- 0	8	  	>	  8	>	0	  0	>	.	- (	>	.	  9	H	  	K	  	8	@	.	  8	0	M	5	K	$	M	$	.	  	(		&	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   	.	C	$	- *	&	  	8	@	  8	M	%	?	$	?	  	K	  -	@	  	9	$	G	  9	H		  	K	  8	M	5	/		  $	K	  	.	0	  9	H	  9	@	,   *	0	  	0	K		  	K	  -	@	  	.	0	  ,	(	>	(	G	  .	G		    8		M	7	.	  9	H		.   O n e   w h o   c o n t e m p l a t e s   a n d   m e d i t a t e s   o n   S r i   R a m - N a a m   a l o n e   a c h i e v e s   s a l v a t i o n .   T h e   S u p r e m e   S o u l   i s   n e c t a r - l i k e   a n d   R a m - N a a m   i s   t h e   e s s e n c e   o f   t h i s   n e c t a r   w h i c h   f a s c i n a t e s ,   t h r i l l s ,   e l e v a t e s   a n d   c o n f e r s   e t e r n a l   b l i s s . [ A m r i t - P a d   a l s o   r e f e r s   t o   t h a t   s t a t e   o f   i m m o r t a l i t y   w h i c h   i s   c a p a b l e   o f   b e s t o w i n g   i t s e l f   o n   o t h e r s ] . " ;  
 t o d A r r a y [ 2 6 7 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 2 6 7 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 7 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  6	,	M	&	  .	>	(	  	0	  	8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	,   	>	*	  	0	,   	8	  (	>	.	  .	G		  *	0	,	M	0	9	M	.	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	&	>	  5	?	0	>		.	>	(	,   5	?	&	M	/	.	>	(	  	>	(	  |   O   M i n d !   R e m e m b e r   f o r e v e r   t h e   h o l y   w o r d s   ' R a m - R a m '   a s   t h e   p r o v i d e r   o f   s a l v a t i o n   a n d   i m m o r t a l i t y .   A l s o ,   b e   c e r t a i n   t h a t   L o r d   S r i   R a m   i s   f o r e v e r   e x i s t e n t   i n   H i s   N a m e   ( R a m - N a a m ) . " ;  
 t o d A r r a y [ 2 6 8 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 2 6 8 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 8 ] [ 3 ] =   " 0	>	.	- (	>	.	  	(	(	M	&	?	$	  $	%	>	  	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	,   0	A		>	5		K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  	0	  *	>	*	  (	7	M		  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	  (	>	.	  6	A	-	  	5		  .	9	>	(	  2		M	7	#	  9	H	,   6	>		$	?	,   .			2	,   	2	M	/	>	#	  	5		  *	M	0	8	(	M	(	  	0	(	G	  5	>	2	>	  9	H	  |   R a m - N a a m   i s   a   d i s p e n s e r   o f   b l i s s ,   w e l l   b e i n g   a n d   i s   a   p o s i t i v e   r e m e d y   f o r   a l l   t r o u b l e s .   A n   a u s p i c i o u s   a n d   g r e a t   o m e n ,   S r i   R a m - N a a m   s h o w e r s   p e a c e ,   p r o s p e r i t y ,   b e n e v o l e n c e   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 2 6 9 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 2 6 9 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 6 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 6 9 ] [ 3 ] =   " 0	>	.	- 0	>	.	  5	?		>	0	  	>	  		 	(	>	  8	0	M	5	K	$	M	$	.	  6	A	-	>	0	.	M	-	  .	>	(	?		  |   .	A		  $	%	>	  .	(	  8	G	  -   0	>	.	- 0	>	.	  	>	(	G	  8	G	  .	>	(	K	  .	(		>	9	G	  *	&	>	0	M	%	  ( +	2	)   	@	  *	M	0	>	*	M	$	?	  	0	M	%	>	$	  		M		>			  	@	  *	B	0	M	$	?	9	K	$	@	  9	H	  |   .	'	A	0	  .	(	K	0	%	  :   	6	M	5	0	  &	0	M	6	(	.   T h e   B e g i n n i n g   o f   t h o u g h t - p r o c e s s e s   c e n t r e d   u p o n   S r i   R a m   a u g u r s   w e l l .   I n c e s s a n t   r e c i t a t i o n   o f   S r i   R a m - N a a m   w i t h   f e e l i n g   a n d   d e v o t i o n   s o o n   f r u c t i f i e s   a n d   p a v e s   t h e   w a y   f o r   G o d - r e a l i z a t i o n . " ;  
 t o d A r r a y [ 2 7 0 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 2 7 0 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 7 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 0 ] [ 3 ] =   " 	K	  5	M	/		M	$	?	  	*	(	G	  .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	  2	G	$	>	  9	H	,   		8	.	G		  8	-	@	  *	M	0		>	0	  	@	  '	(	M	/	$	>	  	>	  5	>	8	  9	K	  	>	$	>	  9	H	,   		8	G	  8	L	-	>		M	/	,   8	A		,   8	.	C	&	M	'	?	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	G	  	6	@	0	M	5	>	&	  *	M	0	>	*	M	$	  9	K	  	>	$	G	  9	H		  |   	9	>		  0	>	.	- (	>	.	  	K	  '	A	(	  	B			$	@	  9	H	,   5	9	>		  8	G	  &	A			  *	@	\	>	    &	G	(	G	  5	>	2	G	  6	K		,   8				  -	>		  	>	$	G	  9	H		  |   5	?	7	.	- 5	?	7	>	&	  :   8	$	M	5		A	#	  8	G	  8	A		,   0		K		A	#	  8	G	  &	A			  	0	  $	.	K		A	#	  8	G	  5	?	7	>	&	,   	2	8	M	/	,   *	M	0	.	>	&	  	>	  *	M	0	>	&	A	0	M	-	>	5	  9	K	$	>	  9	H	  |     5	?	7	>	&	  	8	>	  &	A			  9	H	  	?	8	8	G	  	B		(	G	  	>	  		*	>	/	  (	  8	B		G	  |   	,	  5	?	7	.	  ( 	8	.	    9	K	  	>	$	>	  9	H	  $	,	  8	B		,	B		  ,	?	2		A	2	  (	9	@		  0	9	$	@	  |   I n s t a l l i n g   S r i   R a m - N a a m   i n   t h e   i n m o s t   n i c h e   o f   t h e   h e a r t   f i l l s   t h e   d e v o t e e   w i t h   s u b l i m i t y   a n d   h i g h e r   s p i r i t u a l   ' w e a l t h ' .   H a p p y   t i d i n g s   m a r k e d   b y   g o o d   f o r t u n e ,   p e a c e   a n d   p r o s p e r i t y   v i s i t   t h e   p l a c e   w h i l e   t h e   a g e n t s   o f   g l o o m ,   p a i n   a n d   d o o m   d e p a r t   f r o m   w h e r e   R a m - N a a m   i s   u t t e r e d . " ;  
 t o d A r r a y [ 2 7 1 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 2 7 1 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 7 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 1 ] [ 3 ] =   " 0	>	.	  (	>	.	  	@	  *	@	\	>	  ( 5	M	/	%	>	)   	K	  &	B	0	  	0		G	,   		8	G	  	.	C	$	- $	$	M	$	M	5	  8	G	  8	@			  	0	  6	>	(	M	$	?	  2	>	$	>	  9	H	  |   	$		5	  -	>	5	- *	M	0	G	.	  8	G	,   *	M	0	G	.	*	B	0	M	5		0	>	.	- 0	>	.	  	*	?		  |   	8	8	G	  		M		G	  "			  8	G	  9	0	  *	M	0		>	0	  	@	  	(	A		B	2	$	>	  	@	  $	H	/	>	0	@	  9	K	$	@	  9	H	,   9	0	  *	M	0		>	0	  	G	  	0	>	.	,   8	A		  	>	  (	?	0	M	.	>	#	  9	K	$	>	  9	H	  |   D r i v i n g   a w a y   m e n t a l   a g o n y ,   t h e   H o l y   R a m - N a a m   s o o t h e s   h i g h - s t r u n g   n e r v e s   a n d   t r a n q u i l l i z e s .   O u r   o n l y   d u t y   i s   t o   r e c i t e   R a m - R a m   w i t h   f i r m   f a i t h   a n d   d e v o t i o n .   T h e   w a y   t o   a l l   r o u n d   s u c c e s s   a n d   e x c e l l e n c e   i s   p a v e d   a u t o m a t i c a l l y   a n d   t h e   d e v o t e e   i s   h e l p e d   t o   u n d e r t a k e   h i g h e r   s p i r i t u a l   p i l g r i m a g e   i n   a   p r o p i t i o u s   ( a u s p i c i o u s )   e n v i r o n m e n t . " ;  
 t o d A r r a y [ 2 7 2 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 2 7 2 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 7 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 2 ] [ 3 ] =   " 9	G	  8	>	'		!   8	&	>	  0	>	.	  (	>	.	  	>	    *	M	0	G	.	*	B	0	M	5		  	>	*	  	0	K	,   		8	G	  8	M	.	0	#	  0		K	  	K	  	$	M	/		$	  .	>			2	?		  9	H	,   .			2	  	>	  8	M	0	K	$	  9	H	  $	%	>	  	K	  *	@	\	>	  *	9	A			>	(	G	  5	>	2	G	  	8	9	M	/	  $	%	>	  -	/	>	(		  &	A		K		-     5	?	*	$	M	$	?	/	K		  	K	  &	B	0	  	0		G	  	0	M	%	>	$	  8	,	  *	M	0		>	0	  	@	  *	M	0	$	?		B	2	$	>	  	K	  &	B	0	  	0		G	  	(	A		B	2	$	>	  	0	(	G	  5	>	2	>	  9	H	,   9	0	  *	M	0		>	0	  8	G	  0	A		?		0	,   2	>	-		>	0	@	  	5		  8	A			0	  9	H	  |   5	?	7	.	- 5	?			  8				  :   8	,	  	0	  8	G	  		  8	>	%	  	8	9	M	/	  $	%	>	  -	/	>	(		  5	?	*	$	?	/	K		  	>	  	  *	!	<	(	>	  |   O   S a a d h a k !   W i t h   k e e n n e s s   a n d   c o m p l e t e   f a i t h ,   r e m e m b e r   f o r e v e r   ' R a m - N a a m '   -   t h e   P r o v i d e r   o f   i n v a l u a b l e   i n n e r   p e a c e ,   c o m f o r t ,   h a p p i n e s s   a n d   e q u a n i m i t y ,   a n d   t h e   V i c t o r   w h o   v a n q u i s h e s   a g o n y ,   a n g u i s h   a n d   i n a u s p i c i o u s n e s s . " ;  
 t o d A r r a y [ 2 7 3 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 2 7 3 ] [ 1 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 7 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 3 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  	*	(	>	  8	$	M		0	M	.	  9	H	,   *	A	#	M	/	- 	0	M	.	  9	H	,   0	>	.	- (	>	.	  	A		0	M	.	K		  ( *	>	*	- 	0	M	.	K	)   	>	  (	>	6	  	0	(	G	  5	>	2	>	  9	H	  |   	K	  	K		  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	  -	>	5	*	B	0	M	5		  	>	*	  	0	$	>	  9	H	,   		8		>	  $	(	  	5		  .	(	  &	K	(	K		  6	A	&	M	'	$	0	  ( 	$	?	  6	A	&	M	'	)   9	K	  	>	$	G	  9	H		  |   D e v o u t   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   i s   t h e   m o s t   s a c r e d   a c t   t h a t   e n n o b l e s ,   e l e v a t e s   a n d   s a n c t i f i e s ,   b e s i d e s   c l e a n s i n g   t h e   i n n e r   d r o s s   ( e v i l )   b y   o v e r w h e l m i n g   t h e   e v i l   a n d   t h e   e v i l   d e e d s   o f   t h e   d e v o t e e . " ;  
 t o d A r r a y [ 2 7 4 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 2 7 4 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 4 ] [ 3 ] =   " 	?	8	.	G		  0	>	.	- (	>	.	  0	A	*	@	  6	A	-	  	>		M	0	$	9	K	  	>	$	>	  9	H	,   		8		G	  *	>	*	  	5		  &	A			  -	>		  	>	$	G	  9	H		  |   	K	  0	>	.	- (	>	.	  	>	  .	(	  8	G	  	0	M	%	>	$	  .	(	  2		>		0	  			M		>	0	#	  	0	$	>	  9	H	,   		8		G	  8		6	/	  	5		  -	/	  &	B	0	  9	K	  	>	$	G	  9	H		  |   $	>	*	  :   $	@	(	  *	M	0		>	0	  	G	  &	A			  ( 1 )   	'	M	/	>	$	M	.	?		  ( &	H	9	?		  	5		  .	>	(	8	?		)     	M	5	0	,   	>	.	,   	M	0	K	'	,   	?		$	>	,   6	K		  	&	?	  |     ( h	)   	'	?	-	K	$	?		  :   &	B	8	0	G	  *	M	0	>	#	?	/	K		  	G	  	>	0	#	  &	A			  	H	8	G	  	K	0	  &	M	5	>	0	>	,   8	0	M	*	- ,	?		M		A	  &	M	5	>	0	>	  ( i	)   	'	?	&	H	5	?		  :   &	H	5	@	  	>	0	#	K		  &	M	5	>	0	>	  &	A			  :   -	B		.	M	,   ,	>	"	<	,   8	B		>	  	&	?	  |   -	/	  :   	(	?	7	M		  9	K	(	G	  	@	  	6			>	  	H	8	G	  	(	,   '	(	,   .	>	(	- 9	>	(	?	  |   0	K		- .	C	$	M	/	A	  8	G	    -	/	  |   O n e   w h o s e   i n n e r   b e i n g   g e t s   a g l o w   w i t h   t h e   H o l y   L i g h t   o f   R a m   N a a m   n o   l o n g e r   s u f f e r s   t h e   p a n g s   o f   s u f f e r i n g ,   a d v e r s i t y ,   d o u b t   a n d   f e a r .   A n y o n e   w h o   r e m e m b e r s   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   r e v e r e n c e   i s   n o t   b o t h e r e d   b y   f e a r   a n d   d o u b t . " ;  
 t o d A r r a y [ 2 7 5 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 2 7 5 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 5 ] [ 3 ] =   " 0	>	.	  	>	  8	A		&	0	,   .	'	A	0	,   8	.	C	&	M	'	  (	>	.	  	?	8	  .	G		  	8	@	(	  9	K	  	>	$	>	  9	H	,   		8	  5	M	/		M	$	?	  	@	  8	>	0	@	  	>	.	(	>			  *	B	0	M	#	  9	K	  	>	$	@	  9	H		  |   	K	  	K		  	?	$	  .	G		  0	>	.	- 0	>	.	  	>	  8	M	.	0	#	  	0	$	>	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  (	?	: 8		&	G	9	- 	5	6	M	/	  *	>	0	  9	K	  	>	$	>	  9	H	,   .	A		M	$	  9	K	  	>	$	>	  9	H	  |   H e   h a s   a l l   h i s   d e s i r e s   f u l f i l l e d   w h o   c o n s e c r a t e s   h i s   i n m o s t   n i c h e   w i t h   S r i   R a m ' s   h o l y   n a m e .   P a s s i o n a t e   a n d   c e a s e l e s s   r e m e m b r a n c e   o f   R a m - R a m   e n a b l e s   t h e   d e v o t e e   t o   a t t a i n   e t e r n a l   s a l v a t i o n   f r o m   t h e   m o r t a l   w o r l d . " ;  
 t o d A r r a y [ 2 7 6 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 2 7 6 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 6 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9	>	/		  9	H	  ( 9	0	  *	M	0		>	0	  	@	  	5	6	M	/		$	>	  *	B	0	@	  	0	(	G	  5	>	2	>	) ,   8	A		  &	G	(	G	  5	>	2	>	  9	H	  |   8	?	.	0	(	  $	K	  8	0	M	5	K		M		- 8	,	  	0	M	.	K		  8	G	  
			>	- 	0	M	.	  9	H	  	M	/	K			?	  0	>	.	- *	M	0	-	A	  $	K	  ,	2	- 8	>	.	0	M	%	M	/	,   8	,	  6		M	$	?	/	K		  	G	  8	0	M	5	- 8	A		  	5		  *	B	0	M	#	  	M		>	(	- *	M	0		>	6	  	G	  *	A			  9	H		  |   8	?	.	0	(	  :   -	>	5	(	>	  8	9	?	$	  -		5	>	(	M	(	>	.	  			M		>	0	#	  |   A s   t h e   s u p r e m e   r e l i g i o u s   p r a c t i c e ,   r e c i t a t i o n   o f   S r i   R a m ' s   h o l y   n a m e   w i t h   d e v o t i o n   a n d   d e d i c a t i o n   f a c i l i t a t e s   a l l   r o u n d   w e l l   b e i n g   a n d   p o s i t i v e   a t t i t u d e .   S r i   R a m ' s   c o n s t a n t   r e m e m b r a n c e   i s   t h e   H i g h e s t   A c t   t h a t   b l e s s e s   t h e   d e v o t e e   w i t h   s t r e n g t h ,   b l i s s   a n d   h i g h e r   k n o w l e d g e " ;  
 t o d A r r a y [ 2 7 7 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 2 7 7 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 7 ] [ 3 ] =   " 0	G	  .	(	!   0	>	.	- 0	>	.	  	>	  9	@	  8	?	.	0	(	  	0	,   0	>	.	- 0	>	.	  *	0	.	G	6	M	5	0	  0	>	.	  9	H		  |   0	>	.	- 0	>	.	  *	M	0	-	A	- 0	>	.	  	>	  0	8	>	8	M	5	>	&	(	  	0	,   0	>	.	- 0	>	.	  9	0	@	  	>	  (	>	.	  9	H	  |   9	0	?	  :   *	>	*	K		  	>	  9	0	#	  	0	(	G	  5	>	2	>	  *	0	.	>	$	M	.	>	  |   -		  :   	H	8	G	  	>	/	  	>	0	>	  	>		0	,   	A		>	2	@	  	0		G	  0	8	  2	G	$	@	  9	H	,   	8	@	  *	M	0		>	0	  *	M	0	-	A	  0	>	.	  	@	  8	M	.	C	$	?	  	K	  ,	>	0	- ,	>	0	  .	(	  .	G		  2	>		0	  0	8	>	8	M	5	>	&	(	  	0	(	>	  -		(	- -	>		(	  	9	2	>	$	>	  9	H	  |   O   M i n d !   R e m e m b e r   f o r e v e r   S r i   R a m ' s   H o l y   n a m e .   H e   s y m b o l i z e s   G o d ,   t h e   P u r i f i e r .   R e c i t e   f o r e v e r   ' R a m - R a m '   a s   t h e   N a m e   I t s e l f   e m b o d i e s   G o d . " ;  
 t o d A r r a y [ 2 7 8 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 2 7 8 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 8 ] [ 3 ] =   " .	>	$	>	- *	?	$	>	,   -	>		,   *	A	$	M	0	,   *	$	M	(	@	,   '	(	,   8	.	M	,	(	M	'	@	,   *	$	?	- *	M	0	?	/	$	.	,   *	M	0	?	/	,   .	?	$	M	0	,   .	0	#	- 	>	2	  .	G		  	K		  -	@	  8	9	>	/		  (	9	@		  9	K	$	G	,   	G	5	2	  0	>	.	- (	>	.	  9	@	  	*		K	  $	>	0	(	G	  5	>	2	>	  9	H	,   	*		>	  8	0			M	7		  9	H	  |   A s   t h e   s p i r i t   w i t h i n   p r e p a r e s   t o   d e p a r t   f r o m   t h e   h u m a n   b o d y ,   a l l   t h e   w o r l d l y   r e l a t i o n s   a n d   f a m i l i a l   b o n d s   p r o v e   o f   n o   a v a i l .   ' R a m   -   N a a m '   a l o n e   a c c o m p a n i e s   t h e   S p i r i t   o n   i t s   o n w a r d   j o u r n e y   t o   G o d ' s   a b o d e   a n d   i s   I t s   s a v i o u r / p r o t e c t o r . " ;  
 t o d A r r a y [ 2 7 9 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 2 7 9 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 7 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 7 9 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  8	?	.	0	(	  9	@	  $	G	0	>	  8	>	%	@	  9	H	,   .	?	$	M	0	  9	H	,   *	M	0	G	.	@	  9	H	,   9	?	$		>	0	@	  	5		  6	A	-	- *	M	0	>	#	@	  9	H	  |   0	>	.	  $	K	  	(	>	&	?		>	2	  8	G	,   *	M	0	$	M	/	G		  /	A		  .	G		  	*		G	  8	>	%	  0	9	(	G	    5	>	2	>	  9	H	,   8	&	>	  8	>	%	  &	G	(	G	  5	>	2	>	  9	H	  |   	$		  0	>	.	  	>	  -		M	$	  	-	@	  -	@	  		G	2	>	  (	9	@		  0	9	$	>	  |   *	M	0	-	A	  0	>	.	  8	&	H	5	  	*	(	G	  -		M	$	  	G	  8	>	%	  9	K	$	G	  9	H		  |   O   S a a d h a k !   T h y   o n l y   a s s o c i a t e ,   c o m r a d e ,   f r i e n d   a n d   w e l l - w i s h e r   i s   S r i   R a m ' s   h o l y   n a m e   t h a t   n e v e r   f o r s a k e s   a n d ,   i n d e e d ,   h a s   b e e n   w i t h   t h e   d e v o t e e s   s i n c e   t h e   b e g i n n i n g   o f   t h e   u n i v e r s e .   I n   f a c t ,   S r i   R a m ' s   d e v o u t   d e v o t e e   i s   n e v e r   l o n e s o m e ,   a s   H i s   b l e s s i n g s   a n d   p r o t e c t i o n   a r e   a l w a y s   a v a i l a b l e   t o   h i m . " ;  
 t o d A r r a y [ 2 8 0 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 2 8 0 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 0 ] [ 3 ] =   " 	(	- 0	9	?	$	  			2	  9	K	,   -	/			0	    5	?	*	$	M	$	?	  8				  9	K	,   	(	G	0	@	    0	>	$	M	0	?	  	>	  8	,	  	0	    	(	M	'		>	0	  	>	/	>	  9	K	,   	H	8	G	  9	@	  0	>	.	  (	>	.	  	@	  	M	/	K	$	?	  		.		>	$	@	  9	H	  5	H	8	G	  9	@	  	8	>	(	@	  8	G	  8	-	@	  &	A			  &	A	0	M	-	>		M	/	,   &	A	0	M	&	?	(	  &	B	0	  -	>		  	>	$	G	  9	H		  |   B e   i t   a   d e s o l a t e   a n d   f o r s a k e n   j u n g l e ,   a n   a w e s o m e   d a r k   n i g h t ,   s e e m i n g l y   e n d l e s s   t r i b u l a t i o n s   a n d   a g o n i e s   -   a l l   t h e s e   d i s a p p e a r   i n s t a n t l y   a n d   o f   t h e i r   o w n   a c c o r d   a s   s o o n   a s   o u r   i n n e r   b e i n g   i s   a g l o w   w i t h   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 2 8 1 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 2 8 1 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 1 ] [ 3 ] =   " 	,	  		2		(	  -	0	@	  0	A		>	5		K		  	>	  		.	(	  9	K	,   	,	  6	$	M	0	A	$	>	,   *	M	0	$	?		B	2	$	>	  	5		  	!		(	G		  ,	9	A	$	  ,	"	  	>			,   $	,	  0	>	.	- (	>	.	,   	K	  8		M		>	  .	?	$	M	0	  9	H	,   8	&	>	  9	?	$	  	0	(	G	  5	>	2	>	  	5		  0		M	7		9	H	  	0	  8	A		  	>	  &	>	$	>	  9	H	,   		8		>	  	>	*	    	@		?		  |   T h e   d e v o t e e   s h o u l d   c o n s t a n t l y   r e m e m b e r   a n d   r e c i t e   ' R a m -   N a a m '   -   t h e   i n f a l l i b l e   ( s u r e )   r e m e d y   f o r   e n m i t y ,   h u r d l e s ,   r e s i s t a n c e   o r   o p p o s i t i o n   a s   ' J a a p '   o f   ' R a m - N a a m '   a l o n e   p r o v e s   t o   b e   a   d e p e n d a b l e   f r i e n d ,   b e n e f a c t o r   a n d   p r o t e c t o r . "   ;  
 t o d A r r a y [ 2 8 2 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 2 8 2 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 2 ] [ 3 ] =   " .	(	  	,	  8	>	9	8	,     &	C	]	$	>	    	K	  ,	H	 	G	  	0	M	%	>	$	  8	M	%	?	0	$	>	  	K	  (	  *	M	0	>	*	M	$	  	0	  8		G	,   &	A	7	M		- 	?		$	>	  	?	$	M	$		G	  	A		\	G	- 	A		\	G	  	0	  &	G	- 	?		$	>			    	?	$	  	K	  	G	0	  2	G		,   $	,	  0	>	.	- (	>	.	,   	K	  	?		$	>			  	K	  	B	0	M	#	  	0	(	G	  5	>	2	>	- (	>	6		  9	H	,   	?		$	>	.	#	?	  9	H	,   	K	  	?	$	M	$	  .	G		  		 	(	G	  5	>	2	G	  8	-	@	  8			2	M	*	K		,   8	-	@	  		M		>			  	K	  *	B	0	M	$	?		0	(	G	  5	>	2	>	  9	H	,   		8		@	  	5	C	$	?	  	0	?	/	G	  ,   		8	  (	>	.	  	K	  	*	?		  |   	?		$	>	.	#	?	  :   		  	2	M	*	?	$	  0	$	M	(	  	K	  	-	@	7	M		- .	(		>	9	G	  +	2	  	>	  &	G	(	G	  5	>	2	>	  9	H	  |   W h e n   f a c e d   w i t h   a c u t e   a n x i e t y ,   u n s t e a d i n e s s   a n d   w o r r i e s   ,   o n e   s h o u l d   r e m e m b e r   ' R a m - N a a m '   t h a t   i n s t a n t l y   d i s s o l v e s   a l l   t h e   t e n s i o n s   a n d ,   i n s t e a d ,   p r o v i d e s   t h e   d e s i r e d   b l e s s i n g s   a n d   g a i n s . " ;  
 t o d A r r a y [ 2 8 3 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 3 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 3 ] [ 3 ] =   " 	,	  		&	>	8	@	  	>	  8	>		0	  9	>	9	>		>	0	  .		>	  &	G	  	0	M	%	>	$	  8				  8	>		0	  .	G		  ,	>	]	  	  	>	5	G	  	0	  	$	?	- &	A			  	G	  	>	0	#	  .	(	  	,	0	>	(	G	  2		G	,   *	@	\	?	$	  9	K	,   		A	2	  9	K	,   $	,	  ,	>	0	- ,	>	0	  0	>	.	- 0	>	.	,   	K	  5	M	/		M	$	?	  	K	  8				K		  8	G	  0	>	9	$	  &	?	2	>	(	G	  5	>	2	>	  9	H	,   		8	G	  *	M	0	G	.	*	B	0	M	5		  	*	?		  	M	/	K			?	  0	>	.	- (	>	.	  8				  8	>		0	  8	G	  .	>	(	5	  	@	5	(	- 0	A	*	@	  (	>	5	  	K	  *	>	0	  2	G	  	>	(	G	  5	>	2	>	  9	H	  |   I n   t r y i n g   t i m e s   o f   o v e r w h e l m i n g   g r i e f   a n d   g l o o m ,   t a k e   t o   i n c e s s a n t   ( n o n - s t o p )   r e c i t a t i o n   o f   ' R a m - R a m   ' .   Y o u   w i l l   s u r e l y   c o m e   o u t   o f   t h e   w o o d s   ( o u t   o f   d a n g e r ) . "   ;  
 t o d A r r a y [ 2 8 4 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 2 8 4 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 4 ] [ 3 ] =   " 8				.	/	  	L	,	@	8	  			G	  5	  	 	?	(	>		  -	0	G	  8	.	/	  .	G		  	,	  	 	K	0	  	7	M		K		  8	G	  $	%	>	  -	/	>	(		  5	M	/	%	>	- 	2	G	6	K		  8	G	  5	M	/		M	$	?		?	0	  	>	/	G	,   $	,	  *	>	2	(	  	0	(	G	  5	>	2	G	,   8	A		- &	>	$	>	,   &	@	(	K		  *	0	  &	/	>	  	0	(	G	  5	>	2	G	  *	M	0	-	A	  0	>	.	  	G	  (	>	.	  	K	  	*	?	/	G	    |     	M	2	G	6	  :   *	>			  	M	2	G	6	  ( 1 )   	5	?	&	M	/	>	  ( h	)   	8	M	.	?	$	>	,   ( i	)   0	>		  ( j	)   &	M	5	G	7	  ( k	)   	-	?	(	?	5	G	6	  |   	(	M	9	G		  	5	?	&	M	/	>	  	@	  *	>			  	M	0		%	?	/	>		  $	%	>	  	M	2	G	6	  	G	  	>	0	#	  -	@	  	9	>	  	>	$	>	  9	H	  |   W h e n   h o p e l e s s   c a l a m i t i e s   a n d   s e e m i n g l y   i n s u r m o u n t a b l e   d i f f i c u l t i e s   s t a r e   y o u   i n   t h e   f a c e ,   y o u   s h o u l d   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' -   t h e   C o m p a s s i o n a t e   B e n e f a c t o r   a n d   P r o v i d e r ,   e v e r y   m o m e n t   o f   t h e   d a y . " ;  
 t o d A r r a y [ 2 8 5 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 2 8 5 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 5 ] [ 3 ] =   " 	?	8	  8	.	/	  	K		  -	/	>	(		  		(	>	  		?	$	  9	K	  	>		  $	%	>	  	A	8			- ,	A	0	G	  5	M	/		M	$	?	  	5		  &	A			  	G	0	  2	G		,   $	K	  ,	?	(	>	  &	G	0	  	?	/	G	- $	A	0		$	  0	>	.	- 0	>	.	  	*	?		  	0	  0	>	.	- 0	>	.	  	@	  9	?	$	G	7	@	,   	(	A		M	0	9	6	@	2	  *	A		>	0	- 0		(	  	K	  ,	(	>	/	G	  0		?	/	G	  	0	M	%	>	$	  	0	M	$	  9	K		0	  ( -	>	5	  *	B	0	M	5		)   *	A		>	0	$	G	  0	9	?	/	G		>	  |   W h e n e v e r   f a c e d   w i t h   g r a v e   d a n g e r s ,   l o a t h s o m e   p e o p l e   o r   a d v e r s e   c i r c u m s t a n c e s ,   t a k e   t o   i n c e s s a n t   r e c i t a l   o f   R a m - N a a m   a n d   i n v o k e   S r i   R a m ' s   G r a c e   p a s s i o n a t e l y   a n d   w i t h   c o m p l e t e   f a i t h   i n   T h e   S a v i o u r . " ;  
 t o d A r r a y [ 2 8 6 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 2 8 6 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	?	$	M	/	  8	9	>	/	$	>	  	0	G		>	,   0	>	.	- (	>	.	  8	.	M	/		,   8	A		  &	G		>	  |   0	>	.	- 0	>	.	  *	M	0	-	A	  0	>	.	  	>	  		  .	>	$	M	0	  	8	0	>	- 8	9	>	0	>	  9	H	  	0	  		(		@	    6	0	#	  9	@	  6	>	(	M	$	?	  8	M	%	>	(	  9	H	  |     ' R a m - N a a m '   s t a n d s   b y   u s   s t e a d f a s t l y   t h r o u g h   t h i c k   a n d   t h i n ,   a n d   h e l p s ,   c o m f o r t s ,   c o n s o l e s ,   s u s t a i n s   a n d   o f f e r s   p e r f e c t   r e f u g e   ( s h e l t e r )   a n d   s e r e n i t y   l i k e   n o n e   e l s e . " ;  
 t o d A r r a y [ 2 8 7 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 2 8 7 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 7 ] [ 3 ] =   " 	$		5	  0	>	.	- (	>	.	  	@	  8	.	M	*	$	?	  	0	M		?	$	  	5		  8			?	$	  	@		?	/	G	,   (	>	.	  	K	  9	@	  	@	5	(	  /	>	$	M	0	>	  	G	  2	?		  .	>	0	M		  5	M	/	/	- 8		,	2	  ,	(	>		0	  2	G	  	>		/	G	  |   	8	8	G	  	(	M	.	- .	0	#	  	>	  -	/	  (	7	M		  9	K		>	  	0	  0	>	.	- -		M	$	  	@	  /	>	$	M	0	>	  (	?	0	M	5	?		(	  8	.	M	*	(	M	(	  9	K		@	,   5	9	  	9	@		  0	A		>	    (	9	@		  0	9	G		>	  |   T r e a s u r e   u p   t h e   i n v a l u a b l e   w e a l t h   o f   R a m - N a a m ,   w h i c h   a c t s   a s   t h e   g u i d e   f o r   t h e   S p i r i t   o n   i t s   u l t i m a t e   j o u r n e y   t o w a r d s   s a l v a t i o n .   T h e   t r u e   ' S a a d h a k '   i s   a l w a y s   u n d e r   t h e   c o n s t a n t   p r o t e c t i o n   a n d   b l e s s i n g s   o f   S r i   R a m ,   a n d   i s   n e v e r   b o u n d   b y   t h e   a w e s o m e   c h a i n s   o f   t h e   B i r t h   -   D e a t h   c y c l e   f r o m   w h i c h   h e   g e t s   l i b e r a t e d   f o r e v e r . "   ;  
 t o d A r r a y [ 2 8 8 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 2 8 8 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 8 ] [ 3 ] =   " 0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  $	@	(	K	  2	K		K		  ( 5	?	6	M	5	)   	>	  8	M	5	>	.	@	  9	H	,   8	0	M	5	K	$	M	$	.	,   8	0	M	5	K		M		,   *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  *	A	0	A	7	  9	H	  	0	  (	?	$	M	/	  8	>	%	  0	9	(	G	  5	>	2	>	  9	H	  |   $	@	(	  2	K		  :   .	C	$	M	/	A	2	K		  ( -	B	- 2	K		  8	G	  *	>	$	2	    2	K		  $		)   	(	M	$	0	?		M	7	  ( -	A	5	0	M	2	K		)   	0	  8	M	5	0	M		2	K		  ( 8	M	5	0	M		M	2	K		  8	G	  8	$	M	/	2	K		  $		)   |   S r i   R a m   i s   t h e   S u p r e m e   P r e s i d i n g - D e i t y   ( G o d )   o f   a l l   t h e   t h r e e   w o r l d s   ( U n i v e r s e ) .   H i m s e l f   b e i n g   t h e   P u r e s t   -   t h e   S u b l i m e s t   S a n c t i f i e r ,   S r i   R a m   b l e s s e s   H i s   d e v o t e e s   b y   b e i n g   w i t h   t h e m   f o r e v e r . "   ;  
 t o d A r r a y [ 2 8 9 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 2 8 9 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 8 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 8 9 ] [ 3 ] =   " /		M		  $	*	8	M	/	>	,   '	M	/	>	(	,   $	M	/	>		,   *	M	0	-	A	  .	?	2	(	  	G	  8	,	  8	>	'	(	,   			2	  .	G		  	A		?	/	>	  ,	(	>	  	0	  		8	.	G		  (	?	5	>	8	,   	9	0	>	  5	H	0	>		M	/	,   /	G	  8	,	  	M	0	?	/	>	/	G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	8	9	@	(	,   +	@		@	  9	H		  |   	$		  0	>	.	- 0	>	.	  	*	?		,   	0	  8		8	>	0	- 8	>		0	  	K	  $	0	  	>		/	G	  |   /		M		  :   	?	8	  	0	M	.	  	G	  	0	(	G	  8	G	  *	0	- 9	?	$	  9	K	  	5		  	*	(	>	  	2	M	/	>	#	  9	K	  |   $	*	  :   	'	M	/	>	$	M	.	?		  *	M	0		$	?	  	G	  2	?		  	7	M		  		 	>	(	>	,   	K	  8	9	(	  9	K	  8		G	,   5	9	  $	*	  |   '	M	/	>	(	  :   .	(	K	5	C	$	?	/	K		    	K	  8		8	>	0	  	K	  	0	  8	G	  9		>		0	  (	>	.	  *	0	  	?		>	(	>	  |   $	M	/	>		  :   5	?		>	0	K		,   5	?	7	/	>	8		M	$	?	  	&	?	  	>	  	B		  	>	(	>	    |   /		M		, &	>	(	  	0	  $	*	  8	>	'		K		  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  	0	M	.	  9	H		  |   $	M	/	>		  6	,	M	&	  	>	  	0	M	%	  &	>	(	  -	@	  9	K	$	>	  9	H	  |   	9			>	0	  	0	  +	2	G		M		>	  	K	!	<		0	  		*	/	K		@	  5	8	M	$	A			  	>	  8	.	0	M	*	#	  &	>	(	  /	>	  $	M	/	>		  	9	2	>	$	>	  9	H	  |   5	H	0	>		M	/	  :   	8	  2	K		  $	%	>	  *	0	2	K		  	G	  5	?	7	/	- 8	.	M	,	(	M	'	@	  8	A		K		  	@	  8	0	M	5	%	>	  		*	G		M	7	>	  	0	  &	G	(	>	  5	H	0	>		M	/	  9	H	  |   I n   t h e   a b s e n c e   o f   R a m   -   N a a m ,   e v e n   t h e   l o f t y   p r a c t i c e s   l i k e   y a g n a ,   w o r s h i p ,   m e d i t a t i o n ,   r e n u n c i a t i o n   a n d   h e r m i t a g e   ( l i f e   o f   h e r m i t s   -   s a n y a s i n s )   l o s e   a l l   s i g n i f i c a n c e   a n d   m e a n i n g .   I n   f a c t ,   s a l v a t i o n   i s   p o s s i b l e   o n l y   t h r o u g h   c e a s e l e s s   ( e n d l e s s )   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 2 9 0 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 2 9 0 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 0 ] [ 3 ] =   " 8		/	.	- .	(	  	(	M	&	M	0	?	/	K	*	0	  (	?	/		$	M	0	#	  	G	  8	-	@	  8	>	'	(	  0	>	.	- 	>	*	  .	G		  8	.	>	/	G	  9	A	5	G	  9	H		  	0	M	%	>	$	  (	>	.	- 	*	,   8		/	.	  	G	  2	?		,   		G	2	>	  	-	M	/	>	8	  *	0	M	/	>	*	M	$	  9	H	  |   *	0	.	G	6	M	5	0	  	0	>	'	(	  	G	  8	-	@	  	0	M	.	  -	@	  0	>	.	- 	>	*	  .	G		  8	.	>	9	?	$	  9	H		  |   0	>	.	- 	>	*	  8	0	M	5	K	$	M	$	.	  ( 8	.	M	*	B	0	M	#	)   8	>	'	(	>	  9	H	  |   	$		  8	A		- 8			/	  ( 8	A		- 8			M	0	9	)   0	>	.	- (	>	.	  	>	  8	?	.	0	(	  	0	K	  |   8		/	.	  :   		  '	M	/	G	/	  .	G		  '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	?	    2		>	(	>	  8		/	.	  	>	  8	>	'	(	  9	H	  |   	-	M	/	>	8	  :   	*	,   '	M	/	>	(	  	&	?	  	K	  ,	>	0	- ,	>	0	,   (	?	$	M	/	,   (	?	0		$	0	  	0	$	G	  0	9	(	>	  	-	M	/	>	8	  9	H	  |     	0	>	'	(	  :   *	M	0	-	A	  	@	  .	9	?	.	>	,   		(		G	  	A	#	K		  	>	  	>	(	  |   ' R a m - J a a p '   b y   i t s e l f   i n h e r e n t l y   a n d   s u f f i c i e n t l y   i m p l i e s   a n d   g r a n t s   s e l f   -   c o n t r o l   a s   w e l l   a s   t h e   s p i r i t u a l   w e a l t h   t h a t   r e a l l y   m a t t e r s .   S o ,   r e m e m b e r   t h e   s u p r e m e l y   s a c r e d   a n d   P r o v i d e r   o f   B l i s s   ' R a m   -   R a m ' ! . " ;  
 t o d A r r a y [ 2 9 1 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 2 9 1 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 1 ] [ 3 ] =   " 0	>	.	- 	>	*	  		  	2	L		?		  	0	M	.	,   			M		  	0	M	.	  	9	>	  	/	>	  9	H	,   /	G	  	!		(	K		,   0	A		>	5		K		,   	5	0	K	'		K		  $	%	>	  &	A			- 8	.	B	9	  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   .	9	>	(	- .		$	M	0	,   0	>	.	- 0	>	.	  	>	  	*	(	>	  *	A	#	M	/	  *	M	0	>	#	- 6	*	%	  9	H	,   		M		>	- (	?	/	.	  	5		  
			>	- $	*	  9	H	  |   8	A	5	M	0	$	:   0	>	.	- (	>	.	  	>	  	>	*	  8	0	M	5	&	G	6	,   8	0	M	5		>	2	  	0	  8	0	M	5	  	5	8	M	%	>			  .	G		  	0	$	G	  0	9	(	>	  8	A	5	M	0	$	  	9	2	>	$	>	  9	H	  |   H i g h e r   a n d   l o f t i e r   t h a n   e v e r y t h i n g   e l s e   i s   R a m - J a a p   t h a t   o v e r c o m e s   a l l   p r o b l e m s ,   h u r d l e s ,   i r r i t a n t s   a n d   p a i n s .   R a m - J a a p   i s   t h e   m o s t   a u s p i c i o u s   v o w   o f   d e v o t i o n ,   m e d i t a t i o n   a n d   s p i r i t u a l   p r a c t i c e . " ;  
 t o d A r r a y [ 2 9 2 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 2 9 2 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 2 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	9		  8	.	>	'	?	  9	H	  $	%	>	  /	G	  8	,	  6	>	0	@	0	?		,   .	>	(	8	?		- 0	K		K		  	0	  	0	K	*	K		  5	  &	H	5	@	  8				K		  	K	  &	B	0	  	0	(	G	  5	>	2	>	  9	H	  |   	'	M	/	>	$	M	.	?		- 6		M	$	?	/	K		  	0	  (	L	  (	?	'	?	/	K		  	>	  &	>	$	>	  $	%	>	  8	0	M	5	- 8	A		K		  	@	  	>	(	- 		>	(	>	  9	H	- 0	>	.	  |     	&	M	'	?	  - 8	?	&	M	'	?	  :   8	.	C	&	M	'	?	,   8	+	2	$	>	- 	7	M		  8	?	&	M	'	?	/	>		  |   ' R a m - J a a p '   i s   s i m p l e   a n d   u n c o m p l i c a t e d ,   e a s y   t o   p r a c t i c e   a n d   c u r e s   a l l   i l l s   a n d   t r o u b l e s   -   p h y s i c a l ,   m e n t a l   a n d   s p i r i t u a l .   ' R a m - J a a p '   l e a d s   t o   s u c c e s s ,   s t r e n g t h ,   a f f l u e n c e   a n d   i n t u i t i v e   p o w e r s   ( s p i r i t u a l   a n d   e x t r a - s e n s o r y ) . " ;  
 t o d A r r a y [ 2 9 3 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 2 9 3 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 3 ] [ 3 ] =   " 0	>	.	- 0	>	.	  *	0	  	?	$	M	$	  	?		>	(	>	  8	A		&	0	  5	?		>	0	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	>	  5	?		>	0	K		  .	G		  ,	8	  	>	(	>	,   9	0	  8	.	/	  -		5	&	- 5	?		>	0	K		  	>	  8	M	+	A	0	#	  		&	M	&	>	$	M	$	8	M	%	?	$	?	  9	H	,   	$		  &	C	]	    (	?	6	M		/	*	B	0	M	5		  0	>	.	- 0	>	.	  	*	K	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	K	  '	M	/	>	(	G	  	>	  $	>	$	M	*	0	M	/	  9	H	,   			M		$	.	  '	>	.	- 	5	8	M	%	>	  0	A	*	@	  	.	C	$	  	@	  *	M	0	>	*	M	$	?	  |   *	0	.	- *	&	  :   ,	M	0	9	M	.	'	>	.	    |   	9	>		    8	B	0	M	/	,   	(	M	&	M	0	  $	%	>	  		M	(	?	  *	M	0		>	6	  (	9	@		  	0	$	@	,   	K	  8	M	5	/		  	M	/	K	$	?	7	M	.	>	(	  9	H	  |   	?	8	.	G		  	>		0	  	@	5	  +	?	0	  *	@		G	  (	9	@		  2	L		$	>	  ,   5	9	  *	0	.	- '	>	.	  9	H	  |   	9	>		    8	&	>	  *	0	.	>	(	(	M	&	  9	H	,   	K	  &	A			,   6	K		,   	0	>	,   .	C	$	M	/	A	  0	9	?	$	  9	H	,   5	9	  *	0	.	- *	&	  9	H	  |   F o r e v e r   c o n t e m p l a t e   ' S r i   R a m - R a m '   a s   n o t h i n g   e l s e   d e s e r v e s   t h o u g h t   o r   c o n c e n t r a t i o n !   R e c i t e   S r i   R a m ' s   h o l y   N a m e   w i t h   f a i t h   a n d   f i r m   d e t e r m i n a t i o n   t o   a t t a i n   t h e   s t a t e   o f   S u p r e m e   C o n s c i o u s n e s s ,   B l i s s   a n d   K n o w l e d g e ! " ;  
 t o d A r r a y [ 2 9 4 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 2 9 4 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 4 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  ( 9	0	@	- (	>	.	)   *	M	0	-	A	  8	G	  	A	\	(	G	  	>	  8	0	M	5	K	$	M	$	.	  	5		  	8	(	  8	>	'	(	  9	H	  |   	$		5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	0	G		,   	K	  8	G	5	(	  9	G	$	A	  	.	C	$	  &	G	(	G	  5	>	2	>	  9	H	  T h e   h o l y   R a m - N a a m   u n i t e s   t h e   h u m a n   s o u l   w i t h   S r i   R a m - t h e   S u p r e m e   S o u l   w i t h   e a s e   a n d   w i t h o u t   a n y   d o u b t .   S o ,   r e c i t e   S r i   R a m - R a m   t o   a t t a i n   t h e   n e c t a r   o f   d i v i n i t y ! " ;  
 t o d A r r a y [ 2 9 5 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 2 9 5 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 5 ] [ 3 ] =   " 0	>	.	- (	>	.	- 0	A	*	@	    	?		$	>	.	#	?	  	8	>	  0	$	M	(	  9	H	,   	?	8		>	  .	B	2	M	/	  (	9	@		  !	>	2	>	- 		>	  	>	  8		$	>	  	0	M	%	>	$	  	.	B	2	M	/	  9	H	  |   0	>	.	- (	>	.	  	@	  .	9	>	(	$	>	  .	B	2	M	/	5	>	(	  9	H	,   	8		G	  *	M	0	-	>	5	  	@	  $	A	2	(	>	  (	9	@		  9	H	  	0	  /	9	  	$	?	  6		M	$	?	6	>	2	@	  9	H	  |   0	>	.	- (	>	.	  $	K	  		&	M	'	>	0		  	>	*	  9	H	  	0	M	%	>	$	  	8		>	  	>	*	  .	A		M	$	?	- &	>	$	>	  9	H	  |   R a m - N a a m   i s   a   j e w e l   t h a t   i s   i n v a l u a b l e ,   u n i q u e   a n d   i n c o m p a r a b l e   i n   i t s   e f f e c t i v e n e s s   a n d   l i m i t l e s s   p o w e r .   W h i l e   t h e   p r o f u n d i t y ,   g r a c e   a n d   m a j e s t y   o f   t h e   h o l y   R a m - N a a m   c a n n o t   b e   o v e r e s t i m a t e d ,   i t   h e l p s   t h e   d e v o t e e s   i n   g e t t i n g   s a l v a t i o n   ( ' M o k s h a ' -   d e l i v e r a n c e   o f   t h e   s o u l   f r o m   t h e   h u m a n   b o n d a g e ) . " ;  
 t o d A r r a y [ 2 9 6 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 2 9 6 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 6 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  .	B	2	  		M	7	0	  .	9	>	6		M	$	?	  	>	  8	M	0	K	$	  ( 	>	(	)   9	H		,   0	>	.	- 0	>	.	  	>	  	>	*	  6	A	-	  8		$	K	7	  9	H	,   8		$	K	7	  &	G		0	  '	(	M	/	  	0	(	G	  5	>	2	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- .		$	M	0	  $	>		$	M	0	?		- 5	?	&	M	/	>	  	>	  -	@	  .	B	2	  9	H	  $	%	>	  8	0	M	5	K	$	M		C	7	M		  0		M	7	>	  	5		  9	H	,   	8	8	G	  ,	"		0	  	K		  $		$	M	0	  /		$	M	0	  (	9	@		  	0	M	%	>	$	  0	>	.	- .		$	M	0	  $		$	M	0	  -	@	  9	H	  	0	  			M		$	0	  /		$	M	0	  -	@	  9	H	  |   	K	  0	>	.	- &	0	,	>	0	  8	G	  *	M	0	>	*	M	$	(	9	@		  9	K	  8		>	,   5	9	  	9	@		  	0	  8	G	  -	@	  (	9	@		  .	?	2	  8		G		>	  |     $		$	M	0	  :   $	>		$	M	0	?		  5	?	&	M	&	M	/	>	  	G	  8	?	&	M	'	>		$	,   .		$	M	0	  8	>	'	(	>	    	@	  5	?	6	G	7	  5	?	'	?	/	>		  |   /		$	M	0	  :   $	>	,	@		,   8	?	&	M	'	  .	(	M	$	M	0	K		  &	M	5	>	0	>	  	>	0	M	/	  8	?	&	M	'	?	  	G	  "			,   	7	M		&	2	  	.	2	  	&	?	  5	?	5	?	'	  		M	0	>		C	$	?	  |   R a m - N a a m   e m b o d i e s   t h e   s o u r c e   a n d   r e s e r v o i r   o f   p o w e r   a n d   s t r e n g t h ,   b e s t o w s   c o n t e n t m e n t   a n d   f u l f i l m e n t   a n d   i s   t h e   p r i m a r y   i m p e t u s   ( d r i v i n g   f o r c e )   b e h i n d   t h e   o c c u l t   ( s u p e r n a t u r a l ,   m a g i c a l   a n d   m y s t i c a l   p h e n o m e n a ) .   S r i   R a m   p l e a s e s   a l l ,   d i s a p p o i n t s   n o n e ,   a n d   i s   t h e   m o s t   e f f e c t i v e   t a l i s m a n   a g a i n s t   e v i l   d e s i g n s   a n d   d e e d s .   W h a t   i s   n o t   o b t a i n e d   t h r o u g h   t h e   b e n i g n   b e n e d i c t i o n   o f   S r i   R a m   c a n n o t   b e   r e a l i z e d   f r o m   a n y p l a c e   o r   a n y o n e   e l s e . " ;  
 t o d A r r a y [ 2 9 7 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 2 9 7 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 7 ] [ 3 ] =   " .	B	2	  .		$	M	0	  -	@	$	0	  8	M	%	?	$	  	.	2	- 		M	0	K		  	K	  	M	0	.	6		  	?	2	>	  &	G	$	>	  9	H	  |   0	>	.	- 0	>	.	  	>	  	>	*	  &	K	7	K		- &	A	0	M		A	#	K		  	K	  5	?	(	7	M		  	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	    6		M	$	?	  	K	  		&	M	,	K	'	?	$	- 	>		C	$	  	0	$	>	  9	H	  $	%	>	  8	A	7	A	.	M	(	>	  (	>	!	@	  	K	  	K	2	  &	G	$	>	  9	H	  |   0	>	.	  .		$	M	0	,   	.	C	$	  0	A	*	@	  0	8	  -	@	$	0	  	K	2	  &	G	$	>	  9	H	- 	.	C	$	  0	8	  -	0	  &	G	$	>	  9	H	  |   	A	#	M	!	2	?	(	@	  :   8	0	M	*	>		>	0	  8	A	7	A	*	M	$	  6		M	$	?	  	K	  8	,	8	G	  (	@		G	  8	M	%	?	$	  .	B	2	>	'	>	0	- 		M	0	  .	G		  (	?	5	>	8	  	0	$	@	  9	H	  |     8	A	7	A	.	M	(	>	    :   	.	2	- (	>	2	  .	G		  			2	>	- *	?			2	>	  	G	  ,	@		  .	'	M	/	- (	>	!	@	  |   	8	@	  	G	  ,	@		  	>		C	$	  	A	#	M	!	2	?	(	@	  
	*	0	  	G	  		M	0	K		  	@	  	0	    	.	(	  	0	$	@	  9	H	  |   R a m - N a a m   a w a k e n s   t h e   m e t a p h y s i c a l   e n e r g y   c e n t r e s   l o c a t e d   w i t h i n   u s ,   s m o t h e r s   ( c u r b s )   l o w l y   v i c e s ,   a w a k e n s   ' K u n d a l i n i ' ( s p i r i t u a l   e n e r g y )   a n d   a c c e l e r a t e s   t h e   f l o w   o f   e n e r g y   i n   t h e   ' S u s h m a n a a   N a a d i ' .   R a m - N a a m   f i l l s   o u r   i n n e r   b e i n g   w i t h   c e l e s t i a l   b l i s s   a n d   p u r e   j o y .   " ;  
 t o d A r r a y [ 2 9 8 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 2 9 8 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 8 ] [ 3 ] =   " 	(	G		  *	M	0		>	0	  	@	  &	?	5	M	/	  '	M	5	(	@	  	8	>	(	@	  8	G	  9	@	  		&	-	B	$	  9	K	  	>	$	@	  9	H	,   -	@	$	0	  6	>		$	  	0	(	G	  5	>	2	>	,   ,	?	(	>	  *	M	0	/	$	M	(	  9	K	(	G	  5	>	2	>	  	>	*	  (	?	0	(	M	$	0	  	0	.	M	-	  9	K	  	>	$	>	  9	H	  |   	,	  .	(	  0	>	.	- 0	>	.	  .	'	A	0	  '	A	(	  .	G		  0	.	    	>	$	>	    9	H	  $	,	  0	>	.	- 0	>	.	  	G	  *	&	  -	@	$	0	@	  6		M	$	?	/	K		  	K	  	>		C	$	  	0	  &	G	$	G	  9	H		  |   (	>	&	  :   8	.	>	'	?	  	5	8	M	%	>	  .	G		  8	A	(	>		    &	G	(	G	  5	>	2	>	  8	B		M	7	M	.	  6	,	M	&	  |   R a m - N a a m   f a c i l i t a t e s   d i v i n e   r e v e l a t i o n s   a n d   b e s t o w s   t h e   g i f t   o f   s o u n d l e s s   e c h o .   W h i l e   t h e   d e v o t e e   i s   f i l l e d   w i t h   p e r f e c t   c a l m   a n d   q u i e t u d e ,   h e   a l s o   e x p e r i e n c e s   t h e   b e g i n n i n g   o f   u n i n t e r r u p t e d   r e c i t a t i o n   o f   h o l y   ' R a m - R a m '   w i t h o u t   m a k i n g   a n y   c o n s c i o u s   e f f o r t .   A s   t h e   d e v o t e e ' s   h e a r t   a n d   s o u l   a r e   f i n e l y   t u n e d   i n   t o   t h e   d i v i n e   a n d   s u b l i m e   R a m - N a a m ,   t h e   v a r i o u s   s p i r i t u a l   p o w e r s   t h a t   l i e   a s l e e p   w i t h i n   a r e   a l s o   a w a k e n e d . " ;  
 t o d A r r a y [ 2 9 9 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 2 9 9 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 2 9 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 2 9 9 ] [ 3 ] =   " 	,	  	5	?	0	>	.	- (	?	0	(	M	$	0	  0	>	.	- (	>	.	  	G	  -	@	$	0	  	B			(	G	- 		(	G	  8	G	   .	H		  	$	M	.	>	  9	B		   	8	@	  	H	$	(	M	/	  -	>	5	(	>	  *	0	.	>	(	(	M	&	*	B	0	M	5		  -   8	A		  8	9	?	$	  	>		C	$	  9	K	$	@	  9	H	  	0	  	5	?	&	M	/	>	  	@	  	M	0		%	?	  ( 	>		 	)   -    .	H		  &	G	9	  9	B		   	A	2	  	>	$	@	  9	H	,   	0	M	%	>	$	  0	>	.	- (	>	.	  	G	  *	M	0		>	6	  8	G	  		M		>	(	$	>	  	>	  		'		>	0	  &	B	0	  9	K	  	>	$	>	  9	H	,   $	,	  0	>	.	- 2	@	2	>	- 0		(	>	  0	A	*	@	  +	A	2	5	>	0	@	  	?	2	  	>	$	@	  9	H	  |   C o n s t a n t   r e c i t a l   o f   R a m - N a a m   a w a k e n s   u s   t o   t h e   t r u t h :   ' I   a m   t h e   S o u l '   w i t h   g r e a t   s e n s e   o f   j o y ,   a s   o p p o s e d   t o   t h e   i l l u s i o n   b o r n   o f   i g n o r a n c e   ' I   a m   t h e   B o d y ' .   I n d e e d ,   t h e   b r i g h t   l i g h t   o f   R a m - N a a m   d i s p e l s   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   f i l l i n g   o u r   i n n e r   b e i n g   w i t h   a b i d i n g   e c s t a s y   a n d   b l i s s . " ;  
 t o d A r r a y [ 3 0 0 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 3 0 0 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 0 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 0 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	@	  	5	C	$	M	$	?	  	*	- /		M		  9	H	  |   /	G	  /		M		  *	$	?	$	K		  	K	  *	5	?	$	M	0	  	0	(	>	  5	>	2	>	  9	H	  $	%	>	  *	0	.	  	'	M	/	/	(	  ( 8	0	M	5	K		M		  *	>	 	M	/	- 8	>	.		M	0	@	)   9	H	  0	>	.	- (	>	.	  .	G		  *	M	0	@	$	?	  - 8	>	'	(	>	  	K	  8	+	2	$	>	*	B	0	M	5		  8	.	M	*	(	M	(	  	0	  &	G	$	@	  9	H	  |   I n v o c a t i o n   o f   R a m - N a a m   w i t h   d e v o t i o n ,   f a i t h   a n d   p a s s i o n   f r u c t i f i e s   o u r   s p i r i t u a l   p r a c t i c e   ( y i e l d s   t h e   d e s i r e d   r e s u l t )   b y   c l e a n s i n g   a n d   e d i f y i n g   u s   m o r a l l y   a n d   s p i r i t u a l l y . " ;  
 t o d A r r a y [ 3 0 1 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 3 0 1 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 0 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 1 ] [ 3 ] =   " 8	A		  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  0	>	.	- (	>	.	  8	>	0	G	  5	?	6	M	5	  	@	  	$	M	.	>	  9	H	,   $	$	M	$	M	5	  9	H	,   	8	>	  8	.		  2	@		?	/	G	  |   0	>	.	- (	>	.	  	>	  .	9	>	$	M	.	M	/	,   	8		>	  *	M	0	$	>	*	  $	K	  5	G	&	K		,   *	A	0	>	#	K		  	5		  .	A	(	?	/	K		  (	G	  -	0	*	B	0	  	>	/	>	  9	H	  |   $	@	(	  2	K		  	>	  8	>	0	  :   ' 0		'   		M	(	?	,	@		  ( 		M	(	?	  	>	  8	M	%	>	(	  9	H	  -	B	- 2	K		) ,   ' 		'   	&	?	$	M	/	  ,	@		  ( 8	B	0	M	/	  	>	  8	M	%	>	(	  9	H	  8	M	5	0	M		2	K		) ,   ' .		'   		&	M	0	,	@		  ( 	(	M	&	M	0	  	>	  8	M	%	>	(	  &	K	(	K		  	G	  .	'	M	/	  .	G		  		$	0	?		M	7	  2	K		  9	H	)   	8	  *	M	0		>	0	  0	>	.	- (	>	.	  $	@	(	K	  2	K		K		  	>	  8	>	0	  9	H	  |   .	A	(	?	  :   	K	  .	(	(	  .	G		  .		M	(	  0	9	$	>	  9	H	  |   T h e   P r o v i d e r   o f   C A L M   a n d   H A P P I N E S S ,   S r i   R a m   e p i t o m i z e s   ( r e p r e s e n t i n g   a n o t h e r   i n   m i n i a t u r e   f o r m )   t h e   S o u l   o f   t h e   U n i v e r s e .   T h e   a n c i e n t   s c r i p t u r e s ,   s a g e s   a n d   s a i n t s   h a v e   r i g h t l y   s u n g   p r a i s e s   o f   S r i   R a m - N a a m ' s   G l o r y   a n d   G r a n d e u r . " ;  
 t o d A r r a y [ 3 0 2 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 3 0 2 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 0 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 2 ] [ 3 ] =   " /	$	?	,   *	$	?	5	M	0	$	>	- 8	>	'	M	5	@	,   8	>	'	A	- 8		$	  	5		  ,	A	&	M	'	?	.	>	(	  8	-	@	  &	?	(	- 0	>	$	  0	>	.	- (	>	.	  	>	  	A	#	- 	>	(	  	0	$	G	  9	H		  |   $	*	8	M	5	@	,   /	K		@	,   8	?	&	M	'	  	5		  	7	?	- .	9	0	M	7	?	  8	,	  8	A		K		  	G	  &	>	$	>	  0	>	.	- 0	>	.	  	>	  	>	*	  	0	$	G	  9	H		  |   /	$	?	  :   	(	M	&	M	0	?	/	K		  $	%	>	  .	(	  	>	  &	.	(	  	0	(	G	  5	>	2	>	  |   8	$	@	  :   *	$	?	5	M	0	$	>	  |   8	?	&	M	'	  :   	?	8	(	G	  	'	M	/	>	$	M	.	?		  6		M	$	?	/	>		  *	M	0	>	*	M	$	  	@	  9	H		  |   S o n g s   o f   p r a i s e   a r e   s u n g   i n   t h e   g l o r y   o f   S r i   R a m - N a a m ,   a l l   t h e   t i m e   b y   o n e   a n d   a l l .   T h e   a s c e t i c ,   t h e   d e v o u t   a n d   t h e   f a i t h f u l   w i f e ,   s a g e s ,   h e r m i t s   a n d   e v e n   t h e   r e a l i z e d   s a i n t s   b e s e e c h   t h e   b l e s s i n g s ,   g r a c e   a n d   b e n e d i c t i o n   b y   r e c i t i n g   R a m - R a m . " ;  
 t o d A r r a y [ 3 0 3 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 3 0 3 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 0 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 3 ] [ 3 ] =   " 6	M	0	&	M	'	>	  	5		  -		M	$	?	*	B	0	M	#	  -		(	  	>	(	G	  5	>	2	G	  	>	/		- -		M	$	  	$	?	  8	A		&	0	  0	>	.	- (	>	.	  	K	  -		$	G	  9	H		  |   -		M	$	,   -	>	5	- -	0	G	- *	M	0	G	.	*	B	0	M	5		  -		(	- 	A	#	- 	>	(	  &	M	5	>	0	>	  8		6	/	,   -	/	  $	%	>	  *		M	7	*	>	$	  8	G	  &	B	0	  0	9	$	G	  9	H		  |   T h o s e   u s e d   t o   s i n g i n g   d e v o t i o n a l   h y m n s   r e v e l   a n d   b e c o m e   e c s t a t i c   ( d i v i n e l y   h a p p y )   i n   r e c i t i n g   S r i   R a m ' s   a d o r a b l e   ' N a a m '   a n d   r i s e   a b o v e   t h e   c o m m o n   p i t f a l l s   ( w e a k n e s s e s )   o f   f e a r ,   d o u b t   a n d   b i a s   ( d i s c r i m i n a t i o n ) . " ;  
 t o d A r r a y [ 3 0 4 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 3 0 4 ] [ 1 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 0 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 4 ] [ 3 ] =   " *	B	0	G	  5	?	&	M	5	>	(	,   .	A		?	/	>	  	(	  	8	  *	>	 	  	K	  *	0	.	  *	5	?	$	M	0	  	5		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  .	>	(		0	  0	>	.	- 0	>	.	  	>	  (	?	$	M	/	  	>	*	  	5		  '	M	/	>	(	  	0	$	G	  9	H		  $	%	>	  -	@	$	0	  ' 0	>	.	'   6	,	M	&	  	@	  8	B		M	7	M	.	- &	?	5	M	/	  '	M	5	(	?	  8	A	(	  	(		&	  5	?	-	K	0	  9	K	$	G	  9	H		  |   	(	>	9	&	    $	>	(	  :   	?	9	M	5	>	  	G	  		M	0	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  5	>	#	@	  ,	H		0	@	  	9	2	>	$	@	  9	H	,   		 	  .	G		  .	'	M	/	.	>	,   9	C	&	/	  .	G		    *	6	M	/	(	M	$	@	  	0	  (	>	-	?	  .	#	M	!	2	  .	G		  *	M	0			  9	K	(	G	  5	>	2	@	  *	0	>	- 5	>	#	@	  	9	2	>	$	@	  9	H		  |   *	6	M	/	(	M	$	@	  	G	  (	>	&	  	K	  	(	>	9	&	  /	>	  	(	9	&	  (	>	&	  	9	$	G	  9	H		  |   		*	>	  	>	*	  .	G		  /	9	  (	>	&	  	2	$	>	  9	H	  |   T h e   ' P u n d i t s '   ( e x p e r t s ) ,   p i o n e e r s   a n d   p r o m i n e n t   p e o p l e   c o n c e n t r a t e   t h e i r   t h o u g h t s   a n d   a t t e n t i o n   o n   t h e   g l o r y   o f   ' R a m - R a m '   c o n s i d e r i n g   I t s   r e c i t a t i o n   t o   b e   t h e   m o s t   a u s p i c i o u s .   D e v o u t ,   p a s s i o n a t e   a n d   d a i l y   r e c i t a t i o n   a n d   r e m e m b r a n c e   o f   S r i   R a m   a l o n g   w i t h   m e d i t a t i o n   o n   H i s   H o l y   N a m e   b l e s s e s   t h e   d e v o t e e s ,   w h o   a r e   f i l l e d   w i t h   d i v i n e   e c s t a s y   a s   s o o n   a s   s u b t l e   a n d   s o u n d l e s s ,   n o n - s t o p   a n d   s p o n t a n e o u s   r e c i t a t i o n   o f   R a m - R a m   b e g i n s   w i t h i n . " ;  
 t o d A r r a y [ 3 0 5 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 3 0 5 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 0 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  '	M	5	(	?	- (	>	&	  .	G		  *	M	0	G	.	@	- 	(	A	0		M	$	,   &	G	5	$	>	  	5		  8	>	'	A	  2	@	(	$	>	  2	>	-	  	0	$	G	  9	H		,   	K	  	>	$	G	  9	H		,   	(		&	  .		M	(	  0	9	$	G	  9	H		  |   0	>	.	- (	>	.	  	K	  $	K	  &	G	5	$	>	,   &	G	5	?	/	>		,   &	?	5	M	/	2	K		- 5	>	8	@	,   5	?	6	M	5	  	G	  8	C	7	M		?		0	M	$	>	  	5		  	(	- 0		M	7		  8	-	@	  -		$	G	  9	H		  	0	M	%	>	$	  5	H	7	M	#	5	,   6	H	5	,   6	>		M	$	,   	*	(	G	  	*	(	G	  	7	M		K		  8	9	?	$	  8	-	@	  0	>	.	- 0	>	.	- -		$	G	  9	H		  |   8	A	0	  :   	(	M	&	M	0	  	&	?	  &	G	5	$	>	  |   &	G	5	  :   ,	M	0	9	M	.	>	,   6	?	5	  	&	?	  &	G	5	$	>	  |   &	G	5	@		#	  :   8	0	8	M	5	$	@	,   2		M	7	M	.	@	,   *	>	0	M	5	$	@	  |   &	H	5	  :   &	?	5	M	/	2	K		- 5	>	8	@	  |   5	?	'	>	$	>	  :   8	C	7	M		?		0	M	$	>	  |   	#	$	M	0	>	$	>	  :   6	?	5	,   5	?	7	M	#	A	,   6		M	$	?	,   	#	*	$	?	  	&	?	  |   D e e p l y   e n g r o s s e d   i n   t h e   r e m e m b r a n c e   o f   h o l y   ' R a m - N a a m ' ,   t h e   f o n d   d e v o t e e s ,   g o d m e n   a n d   s a g e s   -   a l l   e n j o y   b e i n g   i n   a   s t a t e   o f   b l i s s   a n d   d i v i n e   e c s t a s y .   A s   a   m a t t e r   o f   f a c t ,   t h e   g o d s   a n d   g o d d e s s e s ,   t h e   b l e s s e d   s o u l s   t h a t   l i v e   i n   t h e   H i g h e r   W o r l d   ( H e a v e n ) ,   n a y   t h e   C r e a t o r   a n d   t h e   P r e s e r v e r   t h e m s e l v e s   i n v o k e   a n d   r e m e m b e r   ' R a m - R a m ' ,   s i g n i f y i n g   t h a t   t h e   f o l l o w e r s   o f   d i f f e r e n t   s e c t s   s u c h   a s   ' V a i s h n a v a s ' ,   ' S h a i v a s '   a n d   ' S h a a k t a s '   a l o n g w i t h   w o r s h i p p i n g   t h e i r   p e r s o n a l   d e i t y   r e m e m b e r   a n d   r e c i t e   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 3 0 6 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 0 6 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 0 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 6 ] [ 3 ] =   " 		M		G	  	A	#	5	>	(	  5	M	/		M	$	?	  0	>	.	- 0	>	.	  	>	$	G	  9	H		  |   	*	(	G	  .	'	A	0	  8	M	5	0	,   8	A		&	0	  	@	$	K		  8	G	  0	>	.	  	K	  *	M	0	8	(	M	(	  	0	$	G	  9	H		  |   *	\	G	  2	?		G	- 6	>	8	M	$	M	0		M		  $	%	>	    8	>	'		  0	>	.	  	@	  	@	0	M	$	?	  	>	$	G	  9	H		,   		(		>	  	%	(	,   		(		@	  $	$	M	$	M	5	  8	9	?	$	  .	'	A	0	  	0	M		>	  	0	$	G	  9	H		  |   M e n   o f   n o b i l i t y   a n d   r e c t i t u d e   ( m o r a l   u p r i g h t n e s s )   p l e a s e   S r i   R a m   t h r o u g h   d e v o t i o n a l   a n d   s o u l f u l   h y m n s   s u n g   i n   H i s   g l o r y .   T h e   s c h o l a r s   a n d   t h e   k n o w l e d g e a b l e   p e r s o n s   e x p o u n d   H i s   g l o r y   a n d   t h e   d e v o t e e s   g o   e c s t a t i c   i n   i d o l i z i n g   a n d   h i g h l i g h t i n g   t h e   s w e e t   e s s e n c e   a n d   s i g n i f i c a n c e   o f   t h e   h o l y   ' R a m   N a a m ' . " ;  
 t o d A r r a y [ 3 0 7 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 3 0 7 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 0 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 7 ] [ 3 ] =   " 0	>	.	- 0	>	.	  	>	  			M		>	0	#	  ( 	*	)   $	%	>	  '	M	/	>	(	  	$	M	/		$	  .	'	A	0	  	5		  		0	M	7		- .	(	  	K	  .	A		M	'	  	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	  |   $	@	(	K	  2	K		K		  .	G		  	8		>	  	A	#	- 	>	(	- /	6	K		>	(	  9	K	$	>	  9	H	  |   T h e   r e c i t a l   o f   a n d   m e d i t a t i o n   o n   t h e   h o l y   R a m - R a m   i s   h i g h l y   s a t i s f y i n g ,   e n n o b l i n g   a n d   e d i f y i n g .   I n   f a c t ,   t h e   w h o l e   U n i v e r s e   i s   r e s o n a n t   w i t h   ( e c h o e s )   t h e   q u a l i t i e s   a n d   g l o r y   o f   d i v i n e l y   v i b r a n t   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 3 0 8 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 3 0 8 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 0 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 8 ] [ 3 ] =   " .	(	  &	M	5	>	0	>	  0		?	$	- .	(	  	]	(	M	$	  -	?	(	M	(	- -	?	(	M	(	  *		%	  	8	$	  9	H		- (	6	M	5	0	  9	H		,   .	K	9	  	.		!	  	>	  -	B	$	  -	@	  	8	$	  9	H	  |   .	(	  	K	  *	M	0	.	A		$	>	  &	G	(	>	,   .	(	  &	M	5	>	0	>	  	(	A	6	>	8	?	$	- (	?	/		$	M	0	?	$	  9	K	(	>	  	0	M	%	>	$	  .	(	  	G	  0	>		M	/	  .	G		  0	9	(	>	  -	@	  .	?	%	M	/	>	  9	H	  |   0	>	.	- (	>	.	  	*	  0	A	*	@	  	>	0	M	/	  9	@	  8	$	M	/	  9	H	  |   I l l u s o r y   ( d e c e p t i v e )   a n d   e p h e m e r a l   ( s h o r t - l i v e d )   a r e   t h e   s e c t s   a n d   b e l i e f s   t h a t   o r i g i n a t e   i n   v a n i t y ,   s e l f - g l o r i f i c a t i o n   a n d   s e l f i s h n e s s .   I t   i s   a l s o   i l l u s i v e   a n d   u n d e s i r a b l e   t o   l i v e   i n   t h e   m a k e   -   b e l i e v e   ( u n r e a l )   w o r l d   o f   i m p u l s e s   a n d   u n b r i d l e d   ( u n c o n t r o l l e d )   p a s s i o n s .   O n l y   t h e   a c t   o f   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   R a m - N a a m   i s   t h e   c o m p l e t e   t r u t h . " ;  
 t o d A r r a y [ 3 0 9 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 3 0 9 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 0 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 0 9 ] [ 3 ] =   " 		!	(	  .		!	(	,   5	M	/	0	M	%	  	>	  $	0	M		- 5	?	$	0	M		  $	%	>	  *	M	0	$	?		B	2	$	>	  	8	$	  9	H	  |   6	$	M	0	A	$	>	,   *	0	- &	K	7	  5	0	M	#	(	,   &	A	0	>		M	0	9	,   	M	0	K	'	,   &	A	0	M	-	>	5	(	>	,   ,	A	0	G	- 	A	#	  .	?	%	M	/	>	  $	%	>	  &	A	: 	>	2	/	  9	H		  |   	G	5	2	  0	>	.	- (	>	.	  	>	*	  9	@	  8	$	M	/	  	>	  -	#	M	!	>	0	  9	H	  |   I l l o g i c a l   d e b a t e ,   i r r a t i o n a l   a r g u m e n t a t i o n ,   a l l e g a t i o n s   a n d   c o u n t e r - a l l e g a t i o n s ,   e n v y ,   s t u b b o r n n e s s ,   a n g e r ,   j e a l o u s y   a n d   e n m i t y   -   a l l   r e p r e s e n t   f a l s e h o o d   a n d   s h o u l d   b e   a v o i d e d   a s   t h e   p o t e n t i a l   d i s p e n s e r s   o f   p a i n   a n d   m i s f o r t u n e .   R e c i t a t i o n   o f   ' R a m - N a a m '   a l o n e   l e a d s   u s   t o   t h e   i n e x h a u s t i b l e   t r e a s u r e   o f   T r u t h . " ;  
 t o d A r r a y [ 3 1 0 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 3 1 0 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 0 ] [ 3 ] =   " 8	>	0	@	  8	C	7	M		?	  	G	  .	B	2	  .	G		  8	$	M	/	  9	H	  |   /	9	  8	0	M	5	  8	$	M	/	K		  	G	  8	$	M	/	  *	M	0	-	A	  0	>	.	  &	M	5	>	0	>	  5	?		8	?	$	    9	A		  9	H	  	0	M	%	>	$	  *	M	0	-	A	- 0	>	.	  (	G	  	8	G	  +	H	2	>	/	>	  9	H	  |   	H	8	G	  ,	@		  8	G	  5	C		M	7	  $	%	>	  .		\	@	  &	M	5	>	0	>	  $	>	0	K		  	>	  	>	2	,   	8	G	  9	@	  0	>	.	  &	M	5	>	0	>	  8	>	0	>	  5	?	6	M	5	  5	?	8	M	$	C	$	  9	A		  9	H	  |     T h e   e n t i r e   c r e a t i o n   o r i g i n a t e d   i n   T r u t h   w h i c h   i n   t u r n   e m a n a t e d   f r o m   S r i   R a m ,   W h o   i s   H i m s e l f   t h e   A b s o l u t e   T r u t h .   J u s t   a s   t h e   s e e d   b l o s s o m s   i n t o   t h e   t r e e   a n d   t h e   s p i d e r   w e a v e s   t h e   w e b ,   i n   t h e   s a m e   m a n n e r   t h e   e n t i r e   C o s m o s   e v o l v e d   a s   a   c o n s e q u e n c e   o f   S r i   R a m ' s   G r a c e . " ;  
 t o d A r r a y [ 3 1 1 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 3 1 1 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 1 ] [ 3 ] =   " 5	?	6	M	5	- 0	B	*	@	  5	C		M	7	  	>	  	&	?	  .	B	2	  ( ,	@		)   0	>	.	  9	H	  |   9	G	  *	M	0	>	#	@	!   $	B	  	8	  $	%	M	/	  	K	  ( 8	$	M	/	  	K	)   	-	@	  (	  -	B	2	  |   	$		  9	G	    ,	A	&	M	'	?		@	5	  !   $	B	  *	M	0	$	M	/	G		  6	M	5	>	8	  *	M	0	6	M	5	>	8	  	G	  8	>	%	  		8	  .	9	>	(	  *	M	0	-	A	  0	>	.	  	>	  8	?	.	0	(	  	0	,   		8	G	  8	M	.	0	#	  	0	  |   S r i   R a m   i s   t h e   v i t a l   l i f e   f o r c e ,   t h e   c h i e f   i n s p i r a t i o n   b e h i n d   t h e   T r e e   o f   L i f e   -   T h e   U n i v e r s e .   O   M a n !   N e v e r   f o r   a   m o m e n t   s h o u l d   T h o u   f o r g e t   H i m .   O   E n l i g h t e n e d   B e i n g !   b r e a t h e   i n   a n d   o u t   o n l y   t h e   g l o r i e s   o f   S r i   R a m . " ;  
 t o d A r r a y [ 3 1 2 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 3 1 2 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 2 ] [ 3 ] =   " 0	>	.	  	K	  ,	G	8	9	>	0	K		  	>	  8	9	>	0	>	  9	H	,   		(	M	9	G		  6	0	#	  	0	M	%	>	$	  5	?	6	M	0	>	.	  &	G	(	G	  5	>	2	>	  9	H	,   5	9	  5	?	'	M	5		8	,   8	C	7	M		?	  	5		  *	>	2	(	- 	0	$	>	- 0	B	*	  9	H	,   $	%	>	  	?	8		>	  8	M	5	-	>	5	  9	H	,   *	0	>	- 6		M	$	?	,   	M		>	(	  	(		&	- 8		M		?	&	>	(		&	,   5	9	@	  0	>	.	  8	C	7	M		?	  	>	  	0	.	M	-	,   .	'	M	/	  	5		  	(	M	$	  9	H	  |   S r i   R a m   i s   t h e   R e f u g e   a n d   P r o t e c t o r   o f   t h e   h e l p l e s s   a n d   t h e   h a p l e s s   i n   t h e   w o r l d .   T h e   C r e a t o r ,   P r e s e r v e r   a n d   D e s t r o y e r   o f   t h e   U n i v e r s e   a n d   t h e   s y m b o l   o f   B l i s s ,   E n e r g y ,   a n d   K n o w l e d g e ,   S r i   R a m   i s   t h e   B e g i n n i n g ,   t h e   M i d d l e   a n d   t h e   E n d   o f   C r e a t i o n . " ;  
 t o d A r r a y [ 3 1 3 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 3 1 3 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 3 ] [ 3 ] =   " 	$		  9	G	  .	G	0	G	,   	*	(	G	  	*	!   $	B	  *	M	0	G	.	*	B	0	M	5		  ,	!	<	G	  -	>	5	- 	>	5	  8	G	  0	>	.	- (	>	.	  	>	  	>	*	  	0	  |   0	>	.	  $	K	  *	A	0	A	7	K	$	M	$	.	  9	H	,   8	M	5	>	.	@	  9	H	,   8	,		@	  *	>	2	(	>	  	0	(	G	  5	>	2	>	  $	%	>	  *	>	*	- 8	.	A		M		/	  	5		  $	@	(	K	  $	>	*	K		  	>	  9	0	#	- 5	?	'	M	5		8	  	0	(	G	  5	>	2	>	  9	H	  |   O   m y   I n n e r   B e i n g !   R e c i t e   w i t h   f o n d n e s s ,   p a s s i o n   a n d   f a i t h   t h e   H o l y   N a m e   o f   S r i   R a m ,   W h o   p r e s e r v e s ,   p r o t e c t s   a n d   s u s t a i n s   a l l .   T h e   L o r d   o f   L o r d s ,   S r i   R a m   a n n i h i l a t e s   ( f i n i s h e s )   e v i l s   a n d   e v i l   d e e d s . " ;  
 t o d A r r a y [ 3 1 4 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 1 4 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 4 ] [ 3 ] =   " 8	,	  *	M	0		>	0	  	>	  .	(	K	0			(	,   -	K		  	5		  -	K		  8	>	.		M	0	@	  '	(	- '	>	(	M	/	,   ( 	(	M	(	)   8	A		K		  	>	  5	?	8	M	$	>	0	,   0	>	.	- (	>	.	  ,	?	(	>	  (	?	0	0	M	%		- (	@	0	8	  9	H	  |   8	>	0	>	  	6	M	5	0	M	/	,   .	>	(	- 8	.	M	.	>	(	  -	@	  		8	@	  *	M	0		>	0	  5	M	/	0	M	%	  9	H	  	H	8	G	  ,	?	(	>	  *	M	0	>	#	  	G	  $	(	  9	K	  |   I n   t h e   a b s e n c e   o f   R a m - N a a m ,   e v e r y t h i n g   b e c o m e s   u s e l e s s   a n d   m e a n i n g l e s s   -   r e c r e a t i o n ,   d e l i c a c i e s ,   r i c h e s   a n d   e m i n e n c e .   W i t h o u t   t h i s   H o l y   N a m e ,   a l l   t h e   w o r l d l y   p o s s e s s i o n s   b e c o m e   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   l i k e   t h e   m o r t a l   h u m a n   b o d y   w i t h o u t   t h e   p u l s a t i n g   l i f e   w i t h i n . " ;  
 t o d A r r a y [ 3 1 5 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 5 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  ,	?	(	>	  8	,	  8	M	5	>	&	  	8	G	  0	8	9	@	(	- +	@		G	  9	H		  	H	8	G	  		M		G	  8	M	5	0	  	G	  ,	?	(	>	  8			@	$	,   		&	>	8	@	  -	0	G	- 	*	M	0	?	/	  	@	$	  9	K		  |   (	>	.	  	G	  ,	?	(	>	  6	M	0	C			>	0	  ( 8		>	5		)   -	@	  		0	M	7	?	$	  (	9	@		  	0	$	>	- *	M	0	-	>	5	9	@	(	  9	K	$	>	  9	H	  |   0	>	.	- (	>	.	  9	@	  8	,	  8	M	5	>	&	K		  	>	  (	?		K	!	<	  9	H	,   *	M	0	>	#	  9	H	  |   W i t h o u t   t h e   g r a c e   a n d   b l e s s i n g s   o f   t h e   H o l y   R a m - N a a m ,   e v e r y t h i n g   l o s e s   i t s   i n t r i n s i c   v a l u e .   I n   f a c t ,   t a s t e   b e c o m e s   t a s t e l e s s   j u s t   a s   m u s i c   s o u n d s   d e p r e s s i n g   w i t h o u t   m e l o d i o u s n e s s .   L i k e w i s e   a l l   a t t e m p t s   a t   s e l f - b e a u t i f i c a t i o n   f a i l   t o   a c q u i r e   g r a c e   a n d   a t t r a c t i o n   i n   t h e   a b s e n c e   o f   R a m - N a a m .   T o   b e   s u r e ,   R a m - N a a m   a l o n e   i s   t h e   c o r e   a n d   s p i r i t   o f   a l l   e n j o y m e n t s . " ;  
 t o d A r r a y [ 3 1 6 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 1 6 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 6 ] [ 3 ] =   " 8	>	0	G	  5	?	6	M	5	  	>	  	$	M	.	>	  0	>	.	  	K	  	>	(	K	,   ( 5	?	6	M	5	>	$	M	.	>	  	0	M	%	>	$	  8	0	M	5	>	$	M	.	>	)   8		8	>	0	  	@	  		.		>	$	@	  9	A		  	M	/	K	$	?	  9	H	- ' 0	>	.	'   |   0	>	.	- (	>	.	  	G	  ,	?	(	>	  $	K	  0	>	.	  	@	  -	M	0	.	?	$	  	0	(	G	  5	>	2	@	  5	9	  6		M	$	?	- .	>	/	>	,   	?	8	8	G	  8	C	7	M		?	  	>	  8	>	0	>	  	>	0	M	/	  	2	$	>	  9	H	,   	8	G	  9	@	  	@	5	(	  6	B	(	M	/	  - (	?	7	M	*	M	0	>	#	  9	H	,   	H	8	G	  $	(	  	@	  	>	/	>	  |   K n o w   S r i   R a m   t o   b e   t h e   N e r v e - C e n t r e ,   t h e   L i g h t ,   t h e   S p i r i t   a n d   C o n s c i o u s n e s s   o f   t h e   U n i v e r s e .   I n   t h e   a b s e n c e   o f   S r i   R a m ' s   b l e s s i n g s ,   t h e   m o v i n g   s p i r i t   o f   t h e   U n i v e r s e   w i l l   l o s e   i t s   v i t a l i t y   a n d   b e   a s   l i f e l e s s   a s   t h e   m e r e   s h a d o w   o f   t h e   h u m a n   b o d y . " ;  
 t o d A r r a y [ 3 1 7 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 3 1 7 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  5	M	/	>	*	M	$	?	  	G	    ,	?	(	>	  8	>	0	>	  8		8	>	0	    			>	!	<	  8	.		?		    |   5	9	  	M		>	(	- 5	?	5	G		  -	@	  	K		2	>	,   		>	  9	H	,   	K	  0	>	.	- (	>	.	  8	G	  0	9	?	$	  9	K	  |   D e v o i d   ( i n   a b s e n c e )   o f   R a m - N a a m ,   t h e   e n t i r e   w o r l d   w o u l d   b e   a   d e s o l a t e   w i l d e r n e s s   ( w i t h o u t   a n y   h u m a n   b e i n g s )   a n d   a n   i n a n i m a t e   ( l i f e l e s s )   p h e n o m e n o n .   K n o w l e d g e ,   r e a s o n i n g   a n d   i n t e l l e c t   w o u l d   r e m a i n   b a r r e n   a n d   h o l l o w   u n l e s s   t h e s e   a r e   i n s p i r e d   a n d   b l e s s e d   b y   t h e   H o l y   R a m - N a a m . " ;  
 t o d A r r a y [ 3 1 8 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 3 1 8 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 8 ] [ 3 ] =   " 8	-	@	  '	0	M	.	- 	M	0	(	M	%	- 6	>	8	M	$	M	0	,   8		*	M	0	&	>	/	  	5		  '	>	0	M	.	?		  8	?	&	M	'	>		$	  $	%	>	  ,	!	<	@	- ,	!	<	@	  *	A	8	M	$		G		  0	>	.	- (	>	.	  	G	  ,	?	(	>	  0	&	M	&	@	  9	H		  |   ,	?	(	>	  0	>	.	- (	>	.	  	G	  	0	M		>	,   $	0	M		,   	?		$	(	;   -	>	0	@	  -	M	0	>	(	M	$	?	  ^	H	2	>	(	G	  5	>	2	G	  9	H		  |   W i t h o u t   R a m - N a a m ,   a l l   t h e   ' h o l y '   b o o k s   a n d   s c r i p t u r e s ,   r e l i g i o u s   s e c t s   a n d   b e l i e f s ,   i d e o l o g i e s ,   l o g i c ,   r e a s o n i n g   a n d   t h e   s c h o o l s   o f   t h o u g h t   a r e   s h a l l o w ,   i n s i g n i f i c a n t   a n d   i r r e l e v a n t   a n d   s p r e a d   o n l y   f a l s e h o o d   a n d   c o n f u s i o n . " ;  
 t o d A r r a y [ 3 1 9 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 3 1 9 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 1 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 1 9 ] [ 3 ] =   " 0	>	.	- (	>	.	  0	A	*	@	  &	@	*		  	G	  ,	?	(	>	  .	(	  .	G		  	(	M	'		>	0	  	>	/	>	  0	9	$	>	  9	H	  |   	$		  .	G	0	G	  .	(	!   $	B	  0	>	.	- (	>	.	  	@	  8	A		&	0	  .	>	2	>	  +	G	0	  |   O   M i n d !   F o r e v e r   t e l l   t h e   b e a d s   o f   R a m - N a a m   r o s a r y   ( m a a l a a )   s o   a s   t o   e n s u r e   p e r p e t u a l   d i v i n e   l i g h t   w i t h i n .   T h e   l i f e   w o u l d   b e   d a r k   a n d   a w e s o m e   o t h e r w i s e . " ;  
 t o d A r r a y [ 3 2 0 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 3 2 0 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 0 ] [ 3 ] =   " 0	>	.	- 0	>	.	,   6	M	0	@	  0	>	.	  	>	  			M		>	0	#	  	A	#	- 	>	(	  	0		G	  (	?	$	M	/	  9	@	  6	M	0	G	7	M	 	  	0	M	.	  9	@	  8	A		C	$	- 8	$	M		0	M	.	  	@		?		    |   0	>	.	  (	>	.	  	*	,   	0	>	'	(	,   8	?	.	0	(	,   	?		$	(	,   '	M	/	>	(	  9	@	  $	K	  8	0	M	5	6	M	0	G	7	M	 	  -   8	0	M	5	K	$	M	$	.	  	0	M	.	  9	H	  |   	$		  	8	G	  8	0	M	5	K		M		  	0	M	.	  	K	  (	?	$	M	/	  9	@	  	0	$	G	  0	9	?	/	G	  $	%	>	  8	-	@	  	0	M	$	M	$	5	M	/	,   	0	M	.	,   5	M	/	>	*	>	0	  	5		  	>	.	- '		'	>	  	0	$	G	  9	A		      -	@	  ' 0	>	.	' - ' 0	>	.	'   	*	$	G	  0	9	?	/	G	  |   	8	  	>	  	-	?	*	M	0	>	/	  9	H	  	?	  .	A		  .	G		  9	K	  0	>	.	  0	>	.	  	0	  9	>	%	  8	G	  	0	?		  			?	$	  	>	.	  |   T h e   d e v o t e e   s h o u l d   a l w a y s   r e c i t e   ' R a m - R a m '   w i t h   r e v e r e n c e   e v e n   w h i l e   p e r f o r m i n g   t h e   w o r l d l y   d u t i e s   i n c l u d i n g   t h e   r e s p o n s i b i l i t i e s   o f   t h e   j o b   o r   b u s i n e s s .   R e c i t a l   o f   t h e   h o l y   ' R a m - R a m '   i s   t h e   n o b l e s t   a n d   p u r e s t   d e e d ,   w h i c h   m u s t   b e ,   p e r f o r m e d   d a i l y   ( w i t h o u t   f a i l ) . " ;  
 t o d A r r a y [ 3 2 1 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 3 2 1 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 1 ] [ 3 ] =   " 	$	G	  	>	$	G	  8	.	/	  -	@	  0	>	.	- 	>	*	  	0	$	G	  0	9	G		,   /	9	  $	A	7	M		  	5		  *	M	0	8	(	M	(	  	0	$	>	  9	H	  |   8	K	$	G	- 	>		$	G	,   9	0	  8	.	/	- &	?	(	- 0	>	$	- 	 	K		  *	M	0	9	0	  - (	?	$	M	/	,   8	A		&	0	- .	(	K	9	0	  0	>	.	- 0	>	.	  	*	$	G	  0	9	G		  |   S r i   R a m ' s   s a c r e d   n a m e   b l e s s e s   u s   w i t h   s a t i s f a c t i o n   a n d   h a p p i n e s s .   T h u s ,   w e   s h o u l d   c o n s t a n t l y   g o   o n   r e c i t i n g   t h e   s p l e n d i d l y   e n c h a n t i n g   a n d   b l i s s f u l   ' R a m - R a m '   e v e r y   m o m e n t   w h e t h e r   a w a k e   o r   a s l e e p ,   c o m i n g   h i t h e r   o r   g o i n g   h e n c e . " ;  
 t o d A r r a y [ 3 2 2 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 3 2 2 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 2 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  .	9	>	- .	>	2	>	  	*	$	G	- 	*	$	G	  (	0		  	G	  &	M	5	>	0	K		  *	0	  $	>	2	>	  2		  	>	$	>	  9	H	  	0	M	%	>	$	  0	>	.	- (	>	.	  	*	(	G	  5	>	2	>	  -		M	$	  (	0		  .	G		  *	M	0	5	G	6	  (	9	@		  	0	$	>	,   	*	?	$	A	  0	>	.	- 0	>	.	  	G	  	>	*	  8	G	,   *	A	(	0	>	5	C	$	?	  8	G	,   	0	M	.	  &	M	5	>	0	>	  	0	M		?	$	  ,		'	(	  	8	G	  	2	$	G	  9	H		  -   2		\	@	  |   ,		'	(	  :   8	M	5	>	0	M	%	,   	9			>	0	,   &	M	5	G	7	,   	0	M	7	M	/	>	  	0	M	7	M	/	>	,   *	M	0	G	0	?	$	  	0	M	.	  ,	>		'	$	G	  9	H		  |   ' R a m - N a a m '   i s   s o   p o w e r f u l   t h a t   i t s   d e v o u t   d e v o t e e   h a s   n o   f e a r s   o f   t h e   h e l l   s i n c e   ' R a m - R a m '   e n s u r e s   t h e   S a a d h a k ' s   s a l v a t i o n   b y   n e u t r a l i z i n g   ( b u r n i n g )   t h e   e v i l   a n d   i n a u s p i c i o u s   a c t i o n s   ( ' K a r m a ' )   l i k e   e n v y ,   j e a l o u s y ,   a n g e r ,   p r i d e   a n d   s e l f i s h n e s s   i n   t h e   s a m e   m a n n e r   i n   w h i c h   d r i e d   u p   w o o d   b u r n s   i n s t a n t l y . " ;  
 t o d A r r a y [ 3 2 3 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 3 2 3 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 3 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  	?	  '	A	(	  -	@	$	0	  (	?	0		$	0	  	B			$	@	  9	H	,   $	,	  -	/	  $	%	>	  &	A	0	M	-	>		M	/	  8	G	  -	0	>	  9	A		    ,	0	M	$	(	  -	@	  	B		- +	B		  	>	$	>	  9	H	,   	A		!	G	- 	A		!	G	  9	K	  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  	>	  .	(		>	  	?		$	>	.	#	?	,   *	>	0	8	- .	#	?	  	H	8	>	  9	H	  |   *	>	0	8	- .	#	?	  :   	(	.	K	2	  *	$	M	%	0	  	K	  8	M	*	0	M	6	  .	>	$	M	0	  8	G	  2	K	9	G	  	K	  8	M	5	0	M	#	  ,	(	>	  &	G	$	>	  9	H	  |     A s   t h e   d e v o t e e ' s   i n n e r   b e i n g   r e v e r b e r a t e s   w i t h   c e a s e l e s s   r e m e m b r a n c e   a n d   r e c i t a t i o n   o f   t h e   H o l y   R a m - N a a m ,   t h e   r e c e p t a c l e   ( c o n t a i n e r ,   v e s s e l )   f i l l e d   w i t h   f e a r ,   c a l a m i t i e s   a n d   m i s f o r t u n e s   e x p l o d e s .   T h e   b e a d s   o f   R a m - N a a m   r o s a r y   a l o n e   h a v e   t h e   d i v i n e   t o u c h   t h a t   c u r e s   a l l   i l l s   a n d   t r o u b l e s   l i k e   t h e   a l c h e m i c   s t o n e   t h a t   t u r n s   b a s e r   m e t a l s   i n t o   g o l d . " ;  
 t o d A r r a y [ 3 2 4 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 3 2 4 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 4 ] [ 3 ] =   " 0	>	.	- (	>	.	  	.	C	$	  	>	  8	>		0	  9	H	  |   0	>	.	- (	>	.	  	$	M	.	- 5	?	&	M	/	>	  $	%	>	  8	&		A	#	K		  	>	  		M	7	/	- -		!	>	0	  9	H	  |   0	>	.	- (	>	.	  6	M	0	@	  0	>	.	  .	9	>	0	>		- .	9	>	(	  8	M	5	>	.	@	,   8		8	>	0	- 0	B	*	@	  8	>		0	  .	G		  	&	M	5	?	$	@	/	  	9	>		  9	H	  |   ' R a m - N a a m '   i s   a n   o c e a n   o f   n e c t a r   t h a t   i m m o r t a l i z e s ;   a n   i n e x h a u s t i b l e   ( e n d l e s s )   t r e a s u r e   o f   h i g h e r   k n o w l e d g e   ( S e l f - r e a l i z a t i o n )   a n d   n o b l e   a n d   m o r a l   t r a i t s .   ' S r i   R a m - N a a m ,   S r i   R a m '   -   t h e   P r e s i d i n g   D e i t y   o f   t h e   U n i v e r s e ,   i s   t h e   u n p a r a l l e l e d   a n d   y e t   n e v e r - f a i l i n g   s p i r i t u a l   v e s s e l   t o   e n s u r e   s m o o t h   v o y a g e   f o r   t h e   h u m a n   s o u l   t o   e t e r n a l   s a l v a t i o n . " ;  
 t o d A r r a y [ 3 2 5 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 3 2 5 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	G		  8	,	  $	@	0	M	%	- 8	M	%	>	(	  8	.	>	/	>	  9	A		    9	H		,   0	>	.	- 0	>	.	  	>	  	*	  8	0	M	5	K	$	M	$	.	  8	M	(	>	(	- ,	>	9	0	  -	@	$	0	  6	A	&	M	'	  	0	(	G	  5	>	2	>	  9	H	  |   /	9	  *	>	*	  	5		  $	>	*	  	@	  '	B	2	  	K	  '	K		0	  -	/	,   8		6	/	,   -	M	0	>	(	M	$	?	  	K	  	!	<	  8	G	  			>	!	<	  +	G			$	>	    9	H	  |   ' R a m - N a a m '   e m b o d i e s   a n d   e m b r a c e s   a l l   t h e   h o l y   p l a c e s   o f   p i l g r i m a g e ,   p r o v i d e s   c o m p l e t e   s p i r i t u a l   a b l u t i o n   t o   c l e a n s e   u s   o f   t h e   w o r l d l y   d i r t   a n d   d r o s s   ( e v i l   e f f e c t   o f   t h e   v i c e s   a n d   p a s s i o n s )   l i k e   f e a r ,   d o u b t   a n d   m i s c o n c e p t i o n s . " ;  
 t o d A r r a y [ 3 2 6 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 3 2 6 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 6 ] [ 3 ] =   " 0	>	.	- 	>	*	  8	B	0	M	/	  	G	  *	M	0		>	6	  	H	8	>	  9	H	,   	K	  .	K	9	  $	%	>	  		M		>	(	$	>	  	G	  	K	0	  	(	M	'		>	0	  	K	  &	B	0	  	0	  &	G	$	>	  9	H	  |     5	>	8	M	$	5	  .	G		  0	>	.	- 	>	*	  	$	M	/	'	?		  	(		&	  ( *	0	.	>	(	(	M	&	)   *	M	0	&	>	(	  	0	$	>	  9	H	,   *	0	  /	9	  	(		&	  		8	G	  9	@	  .	?	2	$	>	  9	H	,   	?	8	G	  -		5	>	(	M	  8	M	5	/		  &	G	$	>	  9	H	  |   A s   t h e   b r i g h t   s u n s h i n e   d i s p e l s   ( r e m o v e s )   d a r k n e s s   a n d   f i l l s   t h e   u n i v e r s e   w i t h   l i g h t   a n d   w a r m t h ,   s i m i l a r l y ,   ' R a m - N a a m '   b e s t o w s   r a r e   s p i r i t u a l   b l i s s   o n   t h e   d e v o t e e s   s o   ' c h o s e n '   b y   d i s p e l l i n g   t h e i r   i g n o r a n c e ,   d a r k n e s s   a n d   d e l u s i o n s . " ;  
 t o d A r r a y [ 3 2 7 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 3 2 7 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 7 ] [ 3 ] =   " 0	>	.	- (	>	.	  	>	  		#	M	!	  8	?	.	0	(	  	0	?	/	G	  ,   	5	?	0	>	.	,   	(	5	0	$	  0	>	.	- 0	>	.	- 0	>	.	  8	?	.	0	?	/	G	  ( 8	M	.	0	#	  	@		?	/	G	)   |   /	9	  			M		$	.	  *	>	 	  9	H	,   8	0	M	5	>	'	?		  *	5	?	$	M	0	  	0	(	G	  5	>	2	>	  9	H	  $	%	>	  (	@		$	.	  *	>	*	@	,   	$	?	- &	A	7	M		  	>	  -	@	  		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	  |   C e a s e l e s s   ( n o n - s t o p )   r e c i t a l   o f   ' R a m - N a a m '   c l e a n s e s ,   e n n o b l e s   a n d   e l e v a t e s   e v e n   t h e   c h r o n i c   e v i l d o e r s .   A s   s u c h ,   o n e   s h o u l d   f o r e v e r   g o   o n   r e c i t i n g   t h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   w i t h   f e e l i n g ,   f a i t h   a n d   f e r v o u r   ( z e a l ) . " ;  
 t o d A r r a y [ 3 2 8 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 3 2 8 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 8 ] [ 3 ] =   " .	H		  &	?	(	- 0	>	$	  0	>	.	- 	C	*	>	  .	>			$	>	  9	B		  	M	/	K			?	  0	>	.	- 	C	*	>	  8	-	@	  	(	0	M	%	K		  8	G	,   &	A	0	M	&	6	>	  8	G	,   		%	2	- *	A	%	2	  8	G	  ,		>	$	@	  9	H	,   0	>	.	- 	C	*	>	  	(	M	$	- 8	.	/	  0		M	7	>	  	0	$	@	  9	H	  |   0	>	.	- *	M	0	-	A	  $	K	  8	,		>	  *	M	0	$	?	*	>	2	(	  	0	(	G	  5	>	2	G	- 0		M	7		  9	H		  |   I   i n v o k e   S r i   R a m ' s   G r a c e   ( a n d   F o r g i v e n e s s )   s o   a s   t o   p r o t e c t   a n d   s e c u r e   m y s e l f   a g a i n s t   t r o u b l e s ,   t u r m o i l s ,   s i n i s t e r   ( e v i l )   d e s i g n s   a n d   m i s f o r t u n e s .   A s   t h e   P r e s e r v e r   a n d   P r o t e c t o r ,   S r i   R a m ' s   G r a c e   s a v e s   a n d   s e c u r e s   a t   t h e   e n d   o f   t h i s   m o r t a l   l i f e . " ;  
 t o d A r r a y [ 3 2 9 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 3 2 9 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 2 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 2 9 ] [ 3 ] =   " 0	>	.	- 	C	*	>	  8	0	M	5	K		M		- /	K		  9	H	  |   0	>	.	- 	C	*	>	  *	0	.	- 8	L	-	>		M	/	,   8	A		5	8	0	  9	H	,   &	G	5	- /	K		  9	H	  |   0	>	.	- 	C	*	>	  8	,	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		- 	-	M	/	>	8	K		  .	G		  0	9	8	M	/	  9	H	,   	K	*	(	@	/	  $	$	M	$	M	5	  9	H	  |   0	>	.	- 	C	*	>	  9	@	  5	>	8	M	$	5	?		  	(	M	&	M	0	?	/	- &	.	(	,   .	(	K	(	?		M	0	9	  	5		  8		M		>	  '	0	M	.	  9	H	  |   S r i   R a m ' s   G r a c e   a n d   C o m p a s s i o n   i s   t h e   n o b l e s t   f o r m   o f   d i v i n e   b e n e d i c t i o n ;   t h e   c o r e   c o n t e n t   o f   s p i r i t u a l i t y ;   t h e   q u i n t e s s e n c e   o f   m e t a p h y s i c s   ( ' R a h a s y a v a a d ' ) ;   a n d   t h e   s u r e   w a y   t o   S u p r e m e   W i l l - P o w e r ,   c o n q u e s t   o f   t h e   S e l f   a n d   K n o w l e d g e   o f   t h e   H i g h e s t   R e l i g i o n . " ;  
 t o d A r r a y [ 3 3 0 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 3 3 0 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 3 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 0 ] [ 3 ] =   " .	(	  .	G		  0	>	.	- (	>	.	  	K	  	8	@	(	  	0	(	>	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	?	  	>	  8	A		&	0	  .	>	0	M		- 8	>	'	(	  9	H	  |   	,	  .	(	  .	G		  0	>	.	- '	A	(	  			>	0	?	$	  9	K	$	@	  9	H	,   	B			$	@	  9	H	,   $	,	  9	@	  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  9	K	$	@	  9	H	  |   '	A	(	  :   8	A	0	- $	>	2	  8	9	?	$	  0	>	.	- (	>	.	  	>	  -	@	$	0	  	2	(	>	,   '	M	5	(	@	  	5		  *	M	0	$	?	'	M	5	(	?	  |   I m b i b i n g   S r i   R a m ' s   H o l y   N a m e   i s   a   s u b l i m e   w a y   o f   r e c e i v i n g   H i s   G r a c e .   O n l y   w h e n   t h e   h e a r t   i s   g e n u i n e l y   i m b u e d   ( f i l l e d )   a n d   r e s o n a n t   w i t h   R a m - N a a m ,   d o   S r i   R a m ' s   G r a c e   a n d   B e n e d i c t i o n   b l e s s   t h e   d e v o t e e . " ;  
 t o d A r r a y [ 3 3 1 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 3 3 1 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 3 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 1 ] [ 3 ] =   " 	H	8	G	  	2	  .	G		  .		2	@	  (	?	0	M	-	/	  9	K		0	  .	8	M	$	  0	9	$	@	  9	H	,   		8	@	  *	M	0		>	0	  .	H		  0	>	.	- (	>	.	  .	G		  (	?	.		M	(	  9	K		0	  0	9	B		  |   .	H		    *	M	0		A	0	  .	>	$	M	0	>	  .	G		  0	>	.	- 	C	*	>	  *	M	0	>	*	M	$	  	0	B		    	0	  	*	(	G	  *	M	0	?	/	$	.	  8	M	5	>	.	@	  	K	  -	@	$	0	  *	M	0			  	0	B		- 	0	M	%	>	$	  0	>	.	  	5		  0	>	.	- 	C	*	>	  .	G		  	-	?	(	M	(	$	>	  9	H	  |   J u s t   a s   t h e   m a r i n e   l i f e   ( s e a   a n i m a l s   l i k e   f i s h )   r o a m   a r o u n d   f e a r l e s s l y   i n   w a t e r ,   I   w i s h   t o   b e   f u l l y   i m m e r s e d   i n   t h e   g l o r y   o f   R a m - N a a m   a n d   t o   e x p e r i e n c e   O n e n e s s   a n d   c o m p l e t e   i d e n t i f i c a t i o n   w i t h   S r i   R a m   a n d   H i s   G r a c e .   I n d e e d ,   S r i   R a m   a n d   H i s   G r a c e   a r e   o n e   a n d   i n s e p a r a b l e   f r o m   e a c h   o t h e r . " ;  
 t o d A r r a y [ 3 3 2 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 3 3 2 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 3 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 2 ] [ 3 ] =   " ,	A	&	M	'	?	.	>	(	- 6	M	0	&	M	'	>	2	A	- -		M	$	  *	M	0	G	.	*	B	0	M	5		,   -		M	$	?	- -	>	5	(	>	  8	9	?	$	  	C	*	>	  	G	  *	A			  0	>	.	  	K	  -		$	G	  9	H		  |   0	>	.	- 	C	*	>	  		8	  -		M	$	  .	G		  	5	$	0	?	$	  9	K	$	@	  9	H	  	?	8	  *	0	  5	9	  8	M	5	/		  	C	*	>	  ,	0	8	$	>	  9	H	  |   I t   i s   w i t h   e x t r e m e   f o n d n e s s   a n d   r e v e r e n c e   t h a t   t h e   l e a r n e d   a n d   t h e   d e v o u t   r e m e m b e r   a n d   i n v o k e   t h e   b e n e d i c t i o n   o f   S r i   R a m   w h o   i s   t h e   A p o s t l e   a n d   F o u n t a i n h e a d   o f   C o m p a s s i o n   a n d   G r a c e .   I n d e e d ,   S r i   R a m   H i m s e l f   w i l l s   a n d   c h o o s e s   h i s   B e n e f i c i a r i e s   -   R e c i p i e n t s . " ;  
 t o d A r r a y [ 3 3 3 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 3 3 3 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 3 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 3 ] [ 3 ] =   " 	C	*	>	- 0	A	*	@	  *	M	0	8	>	&	  $	K	  0	>	.	  &	M	5	>	0	>	  &	@	  		  -	G			  9	H	  |   /	9	  	>	2	- 0	A	*	@	  8	0	M	*	- (	>		  	@	    2	*	G		- 	A		!	2	@	  8	G	,   5	G	&	(	>	  8	G	  	A			>	0	>	  &	?	2	>	$	@	  9	H	  |   (	?	: 8	(	M	&	G	9	,   (	?	0	M	5	?	5	>	&	  0	>	.	  	>	  (	>	.	,   	C	*	>	- 0	B	*	@	    *	M	0	8	>	&	  &	M	5	>	0	>	  	.	C	$	- 8	A		  	>	  8	M	5	>	&	  &	G	$	>	  9	H	  |   S r i   R a m   H i m s e l f   b e s t o w s   H i s   G r a c e   o n   t h e   d e v o t e e s   a n d   l i b e r a t e s   t h e   h u m a n   s o u l s   f r o m   t h e   c l u t c h e s   a n d   f a n g s   o f   T i m e   -   t h e   R u t h l e s s   ( w i t h o u t   p i t y )   S e r p e n t .   I n d e e d ,   S r i   R a m ' s   G r a c e   p r o v i d e s   t h e   n e c t a r o u s   ( l i k e   n e c t a r )   b l i s s   s u r e l y   a n d   u n m i s t a k a b l y . " ;  
 t o d A r r a y [ 3 3 4 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 3 3 4 ] [ 1 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 3 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 4 ] [ 3 ] =   " *	M	0	-	A	  &	M	5	>	0	>	  &	?	/	>	  	/	>	  	C	*	>	- *	M	0	8	>	&	  	0	M	%	>	$	  *	M	0	-	A	  *	M	0	8	(	M	(	$	>	,   .	>			2	?		  9	H	  	5		  6	>		$	?	  	@	  *	M	0	&	>	$	>	  9	H	  |   *	M	0	8	>	&	  $	K	  	*	(	G	  	*	  ,	M	0	9	M	.	- '	>	.	  .	G		  2	G	  	>	$	>	  9	H	  |   /	9	  *	M	0	8	>	&	  		8	@	  *	M	0	>	#	@	  	K	  *	M	0	>	*	M	$	  9	K	$	>	  9	H	,   	K	  0	>	.	- 0	>	.	-   0	B	*	@	  &	?	5	M	/	  6	,	M	&	  	>	  (	?	0	(	M	$	0	  			M		>	0	#	  	0	$	>	  9	H	  |   H e   a t t a i n s   S r i   R a m ' s   G r a c e   a n d   B e n e v o l e n c e   w h o   c h a n t s   H i s   d i v i n e   n a m e   k e e n l y   a n d   f e r v e n t l y .   S u c h   a   d e v o t e e   a l s o   e x p e r i e n c e s   S r i   R a m ' s   l i b e r a l   m u n i f i c e n c e   ( g e n e r o s i t y )   i n   b e i n g   b l e s s e d   w i t h   b l i s s   a n d   i n n e r   p e a c e ,   a n d   i s   l e d   t o   G o d ' s   a b o d e . " ;  
 t o d A r r a y [ 3 3 5 ] [ 0 ] =   " 0 1 " ; 	 t o d A r r a y [ 3 3 5 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 3 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  	@	  	7	'	?	  	>	  8	G	5	(	  	@		?		    	0	  	(	M	.	  - .	0	#	  	G	  0	K		  8	G	  .	A		M	$	  9	K	  	>		/	G	,   0	K		  	K	  (	7	M		  	0	  &	@		?		    |   0	>	.	- (	>	.	  0	B	*	@	    	.	C	$	  	>	  8	G	5	(	  6	A	&	M	'	- 8	A	8	M	*	7	M		  	5		  8	M	%	?	0	  .	K		M	7	  *	M	0	&	>	(	  	0	$	>	  9	H	  |   T h e   o n l y   ' m e d i c i n e '   w o r t h   t a k i n g   i s   t h e   H o l y   R a m - N a a m   t h a t   S u r e l y   d e l i v e r s   a n d   l i b e r a t e s   u s   f r o m   t h e   e n d l e s s   c h a i n   o f   l i f e   a n d   d e a t h ,   t h e   a g o n y   a n d   t r a v a i l s   ( p a i n )   o f   m o r t a l   l i f e ,   a n d   l e a d s   u s   t o   s a l v a t i o n   ( i m m o r t a l i t y   o f   t h e   s o u l )   o f   t h e   p u r e s t   a n d   h i g h e s t   o r d e r . " ;  
 t o d A r r a y [ 3 3 6 ] [ 0 ] =   " 0 2 " ; 	 t o d A r r a y [ 3 3 6 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 3 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 6 ] [ 3 ] =   " 0	>	.	- 0	>	.	  '	M	5	(	?	  	@	  *	M	0	$	?	'	M	5	(	?	  8	G	  	(	M	.	- .	0	#	  	>	  -	/	  &	B	0	  9	K	  	>	$	>	  9	H	  	0	  0	>	.	- 0	>	.	  '	M	5	(	?	  *	0	  '	M	/	>	(	  2		>	(	G	  8	G	- 		>		M	0		?	$	  9	K	(	G	  8	G	  8	-	@	  		M		>		/	>		  *	M	0			  9	K	  	>	$	@	  9	H		,   8	L	-	>		M	/	  		&	?	$	  9	K	$	>	  9	H	  |   W i t h   t h e   e c h o e s   o f   t h e   s o u n d   o f   h o l y   ' R a m - R a m '   a l l   a p p r e h e n s i o n s   o f   t h e   b i r t h - d e a t h - b i r t h   c y c l e   d i s a p p e a r .   A l s o   v a n i s h   a l l   t h e   e v i l   f o r c e s   y i e l d i n g   p l a c e   t o   t h e   a u s p i c i o u s   f o r c e s   o f   a l l   r o u n d   w e l l   b e i n g   a f t e r   t h e   d e v o t e e   t r a i n s   h i s   m i n d   a n d   a t t e n t i o n   o n   t h e   H o l y   s o u n d   o f   ' R a m - R a m ' . " ;  
 t o d A r r a y [ 3 3 7 ] [ 0 ] =   " 0 3 " ; 	 t o d A r r a y [ 3 3 7 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 3 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 7 ] [ 3 ] =   " .	H		  0	>	.	- (	>	.	  	>	  5	?	6	?	7	M		  &	>	(	  .	>			$	>	  9	B		- *	M	0	-	A	  0	>	.	  8	G	  		(		G	  .	'	A	0	  (	>	.	  	>	  .	9	>	(	- 			M		$	.	  &	>	(	  .	>			$	>	  9	B		,   /	9	  (	?	0	M	'	(	,   (	?	0	M	,	2	- &	0	?	&	M	0	@	  	>	  		&	M	'	>	0	- 	2	M	/	>	#	  	0	(	G	  5	>	2	>	  9	H	  |   .	H		  [	(	M	.	- 	(	M	.	>	(	M	$	0	  	>	  -	B		>	  0	>	.	- &	M	5	>	0	  *	0	  	\	>	  9	B		,   (	  .	A		.	G		  -		M	$	?	,   (	  *	M	0	G	.	,   (	  6	M	0	&	M	'	>	  	0	  (	  9	@	  	(	A	0		M	$	?	  9	H	  |   I   h u m b l y   b e s e e c h   ( r e q u e s t )   a n d   p r a y   f o r   t h e   b e n e f a c t i o n   o f   t h e   u n p a r a l l e l e d   R a m - N a a m   t h a t   d i s p e l s   ( r e m o v e s )   p r i v a t i o n   a n d   p o v e r t y ,   a n d   g r a n t s   a l l   t h e   b l e s s i n g s .   F o r   t h e   p a s t   i n n u m e r a b l e   l i v e s ,   I   h a v e   b e e n   d e v o i d   o f   H i s   G r a c e   a n d   a m   i n d e e d   w i t h o u t   a n y   p o s i t i v e   t r a i t s   ( q u a l i t i e s )   l i k e   d e v o t i o n ,   a r d e n t   d e s i r e ,   f a i t h   a n d   g e n u i n e   s p i r i t u a l   q u e s t   ( s e a r c h ) . " ;  
 t o d A r r a y [ 3 3 8 ] [ 0 ] =   " 0 4 " ; 	 t o d A r r a y [ 3 3 8 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 3 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 8 ] [ 3 ] =   " *	0	(	M	$	A	  /	9	@	  .	G	0	@	  	0	A	#	      *	A		>	0	  9	H	  	?	   .	H		  $	G	0	>	  9	B		   ;   	$		  	0	#	K		  .	G		  	?	0	G	  .	A			K	  8		-	>	2	K	,   .	A		  *	0	  .	G	9	0	  	0	K	,   	C	*	>	  	0	K	  |   9	G	  *	M	0	-	A	!   	*	  .	G	0	@	  $	M	0	A		?	/	K		  	@	  	0	  '	M	/	>	(	  (	  &	G		0	  	*	(	G	  8	>	.	0	M	%	M	/	,   	*	(	G	  8	M	5	-	>	5	,   	*	(	@	  			M		  /	6	- 	@	0	M	$	?	  	>	  5	?		>	0	  	0		G	,   .	A		G	  	*	(	G	  (	>	.	  	?	  *	M	0	@	$	?	    &	@		?		    |   I   p a s s i o n a t e l y   b e s e e c h   T h e e ,   O   L o r d ,   S r i   R a m !   b e c a u s e   ' I   a m   T h i n e '   o n l y .   H e r e   d o   I   l i e   p r o s t r a t e   b e f o r e   T h e e !   P r a y ,   b e t h i n k   T h i n e   s t a t u r e ,   m a g n i f i c e n c e ,   f a m e   a n d ,   b e i n g   u n m i n d f u l   o f   m y   v i c e s   a n d   f r a i l t i e s ,   g r a n t   m e   T h i n e   F o r g i v e n e s s ,   P a t r o n a g e ,   A f f e c t i o n ,   B l e s s i n g s   a n d   u n s h a k e a b l e   f a i t h   i n   m y   d e v o t i o n   f o r   Y o u ! " ;  
 t o d A r r a y [ 3 3 9 ] [ 0 ] =   " 0 5 " ; 	 t o d A r r a y [ 3 3 9 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 3 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 3 9 ] [ 3 ] =   " 0	>	.	- (	>	.	  (	G	  $	K	  5	G	  -	@	  $	>	0	  &	?		  	0	M	%	>	$	  		(	  8	,	  	>	  -	@	  		&	M	'	>	0	  	0	  &	?	/	>	  	K	  '	0	M	.	- 9	@	(	- (	>	8	M	$	?		  %	G	,   (	@		  %	G	,   	B	(	@	  %	G	,   	2	@	,   '	K		G	,	>		  %	G	,   	#	?	$	- 	6	M	2	@	2	- ,	A	0	G	  	0	M	.	  	0	(	G	  5	>	2	G	  	(	G		  *	>	*	@	  %	G	,   5	G	  -	@	  8	,	  		  0	>	.	- (	>	.	  2	G	  	0	  $	0	  	/	G	  |   T h e   h o l y   ' R a m - N a a m '   e n s u r e d   u l t i m a t e   s a l v a t i o n   e v e n   t o   t h o s e   w h o   w e r e   a t h e i s t i c   a n d   i r r e l i g i o u s ,   a n d   w h o   l e d   a   l i f e   o f   w i c k e d n e s s ,   i m m o r a l i t y ,   c r i m e ,   p r o m i s c u i t y   ( i n d i s c r i m i n a t e   p h y s i c a l   r e l a t i o n s ) ,   d e c e i t   a n d   t r e a c h e r y .   T h i s   w a s   t h e   r e s u l t   o f   r e m e m b e r i n g   S r i   R a m ' s   N a m e   o n l y . " ;  
 t o d A r r a y [ 3 4 0 ] [ 0 ] =   " 0 6 " ; 	 t o d A r r a y [ 3 4 0 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 0 ] [ 3 ] =   " 	K	  &	C	]	  - (	?	6	M		/	@	  (	9	@		,   	5	?	6	M	5	>	8	@	  %	G	,   	8	9	(	6	@	2	  %	G	,   	?	(		>	  .	(	  	8	M	%	?	0	- -		5	>	(	M	,   *	0	  (	9	@		  	?		$	>	,   	(	H	$	?		  	0	M	.	  	0	(	G	  5	>	2	G	  	0	M	%	>	$	  	0	M	.	  '	0	M	.	>	(	A		B	2	  (	9	@		  %	G	,   	8	G	  '	0	M	.	  	5		  	0	M	.	- 9	@	(	- $	A		M		  	0	M	.	@	  -	@	,   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  	>	  	>	*	  	*	  	0	  (	?	7	M	*	>	*	  9	K	  	/	G	,   	8	G	  *	5	?	$	M	0	  9	K	  	/	G	  	?	  		(		@	  6	A	'	M	"	<	$	>	  	?	  $	A	2	(	>	  (	9	@		  	?	  	>	  8		$	@	  	0	M	%	>	$	  5	G	  8	,	  ,	?	2		A	2	- (	?	$	>	(	M	$	- (	?	0	M	.	2	- *	>	*	  0	9	?	$	  9	K	  	/	G	  |     '	C	$	?	  :   '	H	0	M	/	- &	C	]	  (	?	6	M		/	- &	C	]	  8			2	M	*	  |   T h e   G r a c i o u s n e s s   o f   ' S r i   R a m - N a a m '   s a v e s   t h e   s o u l s   o f   e v e n   t h o s e   w h o   l a c k   s t e a d i n e s s ,   f a i t h ,   s e l f - r e s t r a i n t   a n d   a r e   i r r e l i g i o u s   a n d   o v e r t l y   i n d u l g e n t   ( f o n d   o f   p l e a s u r e ) .   T h e   h o l i e s t   o f   t h e   h o l y   ' R a m - R a m '   h e l p e d   a n d   s u s t a i n e d   t h e   w o r s t   o f f e n d e r s   a n d   c r i m i n a l s ,   w h o   w e r e   a b s o l u t e l y   c l e a n s e d   a n d   p u r i f i e d   w i t h o u t   a n y   t r a c e s   o f   p a s t   s i n f u l n e s s . " ;  
 t o d A r r a y [ 3 4 1 ] [ 0 ] =   " 0 7 " ; 	 t o d A r r a y [ 3 4 1 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 1 ] [ 3 ] =   " 0	>	.	- (	>	.	  .	A		  8	G	  	5		  .	(	  8	G	  ,	K	2	(	G	  8	G	  -	@	$	0	  	G	  &	M	5	>	0	  	A	2	  	>	$	G	  9	H		,   		M		>	(	$	>	  	>	  *	0	M	&	>	  9		  	>	$	>	  9	H	,   +		  	>	$	>	  9	H	  |   0	>	.	- (	>	.	  8	G	  9	M	0	&	/	-   	.	2	  	?	2	    	>	$	>	  9	H	,   5	?		8	?	$	  9	K	$	>	  9	H	  $	%	>	  8	>	'	(	>	  8	A		.	/	@	- 	(		&	.	/	@	  9	K	  	>	$	@	  9	H	,   	0	M	%	>	$	  8	+	2	@	-	B	$	  9	K	  	>	$	@	  9	H	  |   S i l e n t   a n d   p e r s i s t e n t   r e c i t a t i o n   o f   t h e   H o l y   ' R a m - N a a m '   d i s p e l s   ( r e m o v e s )   w i t h   i t s   r e s p l e n d e n c e   ( d a z z l i n g   b r i g h t n e s s )   t h e   d a r k   c l o u d s   o f   i g n o r a n c e   a n d ,   i n s t e a d ,   f i l l s   t h e   d e v o t e e ' s   i n n e r   b e i n g   w i t h   S u p e r c o n s c i o u s n e s s .   K n o w l e d g e   o f   t h e   ' B r a h m a n ' - t h e   L o t u s   b r i n g s   o u r   s p i r i t u a l   q u e s t   ( s e a r c h )   t o   i t s   g r a n d   f i n a l e - O n e n e s s   w i t h   t h e   C r e a t o r . " ;  
 t o d A r r a y [ 3 4 2 ] [ 0 ] =   " 0 8 " ; 	 t o d A r r a y [ 3 4 2 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 2 ] [ 3 ] =   " 	,	  0	>	.	- (	>	.	  6	0	@	0	  	5		  .	(	  .	G		  ,	8	  	>	/	G	  	0	  8	>		8	- 8	>		8	  $	%	>	  (	>	!	@	- (	>	!	@	  8	G	  ( 9	0	  $		$	M	0	?		>	  8	G	)   	*		(	G	  2		G	  	0	M	%	>	$	  0	>	.	- (	>	.	  -	@	$	0	  	8	  *	M	0		>	0	  8	.	>	  	>	/	G	  	?	  *	M	0	$	M	/	G		  0	K	.	,   			  	5		  	K	6	?		>	  8	G	  /	G	  	8	G	  0	?	8	G	- 	H	8	G	  *	9	>	\	@	  	6	M	.	G	  8	G	  	2	  0	?	8	$	>	>	  9	H	  |   $	,	  8	M	5	*	M	(	  .	G		  -	@	  	-	@	  0	>	.	- (	>	.	  	>	  5	?	8	M	.	0	#	  (	9	@		  9	K	$	>	  9	H	  |   0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	- 0	>	.	- 0	>	.	  (	?	$	M	/	  /	>	&	    0	9	$	>	  9	H	;   (	>	.	- 8	M	.	0	#	  (	?	$	M	/	  ,	(	>	  0	9	$	>	  9	H	  |   W h e n   t h e   H o l y   ' R a m - N a a m '   p e r v a d e s   ( f i l l s )   o u r   h e a r t   a n d   s o u l ,   t h e   e n t i r e   B e i n g ,   i n c l u d i n g   e v e r y   p o r e   a n d   b r e a t h ,   p u l s a t e s   w i t h   S r i   R a m ' s   G r a c e   a s   s p o n t a n e o u s l y   a s   t h e   h i l l y   s p r i n g s   g u s h   f o r t h   e f f o r t l e s s l y .   T h e r e a f t e r ,   n o t   i n   t h e   s l u m b e r o u s   s t a t e   ( d r e a m s )   d o e s   t h e   d e v o t e e   b e c o m e   o b l i v i o u s   ( f o r g e t f u l )   o f   t h e   a u s p i c i o u s   ' R a m - R a m ' .   I n s t e a d ,   ' R a m - R a m   S r i   R a m - R a m - R a m '   b e c o m e s   i n t e g r a l   p a r t   o f   h i s   c o n s c i o u s n e s s   a n d   h e   e x p e r i e n c e s   a b i d i n g   r e m e m b r a n c e   o f   ' R a m - N a a m ' . " ;  
 t o d A r r a y [ 3 4 3 ] [ 0 ] =   " 0 9 " ; 	 t o d A r r a y [ 3 4 3 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 3 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  8		/	K		  8	G	  8	-	@	  	>	0	M	/	  8	?	&	M	'	  9	K	  	>	$	G	  9	H		,   *	B	0	M	#	  9	K	  	>	$	G	  9	H		  |   5	M	/		M	$	?	  '	(	M	/	  9	K	  	>	$	>	  9	H	,   	C	$	M	/	- 	C	$	M	/	    9	K	  	>	$	>	  9	H	    |   	8	  	$	M	/		$	?		  8	A		  	>	  	-	@	  	M	7	/	  (	  9	K	(	G	  5	>	2	>	  '	>	.	- -	#	M	!	>	0	  .	9	>	- &	>	(	  	G	  0	B	*	    .	G		  $	,	  .	?	2	$	>	  9	H	  	,	  &	G	5	K		  	G	  &	G	5	  *	M	0	-	A	  0	>	.	  &	G	$	G	  9	H		  |     S r i   R a m ' s   n o b l e   a n d   c o m p a s s i o n a t e   ' N a a m '   h e l p s   i n   r e a l i z i n g   a l l   o u r   g o a l s .   T h e   d e v o t e e   e x p e r i e n c e s   f u l f i l m e n t   o f   h i s   h u m a n   e x i s t e n c e .   T h e   t r u l y   l a s t i n g   a n d   i n d e s t r u c t i b l e   w e a l t h   o f   u l t i m a t e   b l i s s   i s   r e c e i v e d   w h e n   G o d   o f   G o d s ,   S r i   R a m   b l e s s e s   u s   w i t h   i t . " ;  
 t o d A r r a y [ 3 4 4 ] [ 0 ] =   " 1 0 " ; 	 t o d A r r a y [ 3 4 4 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 4 ] [ 3 ] =   " .	G	0	>	  	9	K	-	>		M	/	!   .	H		(	G	  $	,	  8	G	  0	>	.	- (	>	.	  0	B	*	  '	(	  *	M	0	>	*	M	$	  	0	  2	?	/	>	  	,	  8	G	  0	>	.	- (	>	.	  .	G	0	G	  	>	(	  .	G		  *	M	0	5	?	7	M		  9	A		  ,   	,	  8	G	  .	H		(	G	  0	>	.	- (	>	.	  .	A		  8	G	  	>	(	>	  	0	.	M	-	  	?	/	>	  $	%	>	  	,	  8	G	  0	>	.	  (	>	.	- .		$	M	0	  *	0	  .	G	0	>	  .	(	  		>		M	0	  9	A		  .	G	0	>	  '	M	/	>	(	  2		(	G	  2		>	  |     H o w   i n d e e d   l u c k y   a m   I   t o   h a v e   b e e n   b l e s s e d   w i t h   t h e   m o s t   i n v a l u a b l e   w e a l t h   o f   ' R a m - N a a m ' !   T h i s   p r i c e l e s s   t r e a s u r e   b e c a m e   m i n e   o n l y   w h e n   w i t h   f a i t h   a n d   f e e l i n g   I   b e g a n   t o   r e c i t e ,   l i s t e n   t o   a n d   c o n t e m p l a t e   ' R a m - N a a m ' - s t e a d f a s t l y   a n d   w i t h o u t   a n y   d i s t r a c t i o n   ( i n t e r r u p t i o n ) . " ;  
 t o d A r r a y [ 3 4 5 ] [ 0 ] =   " 1 1 " ; 	 t o d A r r a y [ 3 4 5 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 5 ] [ 3 ] =   " 0	>	.	- (	>	.	  	?	  *	B			@	    *	M	0	>	*	M	$	  	0	  	9	0	@	  		M		>	(	$	>	  ( .	9	>			M		>	(	$	>	)   &	M	5	>	0	>	  		$	M	*	(	M	(	  	5		  &	?	/	>	  	/	>	  .	9	>	  &	A	: 	  5	?	(	7	M		    9	K	  	/	>	  	0	M	%	>	$	  0	>	.	  (	>	.	  	?	  8	.	M	*	&	>	  *	M	0	>	*	M	$	  9	K	(	G	  *	0	  .	9	>			M		>	(	$	>	  	0	  .	9	>	&	A	: 	K		  	>	  5	?	'	M	5		8	  9	K	  	>	$	>	  9	H	  |   	H	8	G	  9	@	  0	>	.	  	G	  *	M	0	$	?	  	(	A	0	>		  8	G	  9	C	&	/	  *	0	?	*	B	0	M	#	  9	A		  $	-	@	  8	G	  8	0	M	5	- 8				  &	B	0	  9	K	  	/	G	  |   .	>	(	K	  	,	  -		5	$	*	M	0	G	.	    	?	  ,	>	]	  	$	@	  9	H	  $	K	  5	9	  8	>	0	G	  8				,   -	M	0	.	  	*	(	G	  8	>	'	  ,	9	>	  2	G	  	>	$	@	  9	H	  |   0	>	.	  (	>	.	  	5	?	&	M	/	>	  	G	  	(	M	'		>	0	  	K	  &	B	0	  	0	(	G	  	0	  5	?	*	$	M	$	?	/	K		  	>	  (	>	6	  	0	(	G	  	>	  		B		  .	(	M	$	M	0	  9	H	  |   A s   t h e   d e v o t e e   i s   b l e s s e d   w i t h   t h e   u n i q u e   s p i r i t u a l   w e a l t h   o f   ' R a m - N a a m ' ,   t h e   d a r k   a n d   p a i n f u l   c l o u d s   o f   i g n o r a n c e   d i s s o l v e   a n d   d i s a p p e a r .   A l s o   g e t   w a s h e d   a w a y   i n   t h e   d e l u g e   ( f l o o d )   o f   S r i   R a m ' s   G r a c e   a l l   t h e   e v i l   f o r c e s   o f   f e a r ,   d o u b t   a n d   m i s f o r t u n e .   F o n d   a n d   d e v o u t   d e v o t i o n   t o   S r i   R a m   t r a n s f o r m s   i t s e l f   i n t o   a n   i n f a l l i b l e   r e m e d y   a n d   a n t i d o t e   f o r   e v e n   t h e   w o r s t   f o r m s   o f   i g n o r a n c e ,   d o u b t s   a n d   m i s f o r t u n e s . " ;  
 t o d A r r a y [ 3 4 6 ] [ 0 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 6 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 6 ] [ 3 ] =   " /	9	>		  $		  	?	  	K	  	K		  		  ,	>	0	  -	@	  0	>	.	- (	>	.	  	*	$	>	  9	H	,   		8		G	  -	@	$	0	  -	@	  	8	    (	>	.	  	?	  		$	(	@	  8	.	M	*	$	M	$	?	  8			?	$	  9	K	  	>	$	@	  9	H	,   	?	$	(	@	  &	G	5	K		  	G	  	K	7	>	'	M	/		M	7	  	A	,	G	0	  	G	  	K	7	  .	G		  9	H	  |   0	>	.	- 0	>	.	  	G	  	*	(	G	  8	G	  $	K	  ,	G		>	0	>	- &	/	(	@	/	,   (	?	0	M	'	(	- (	?	0	M	,	2	,   &	A		@	,   &	0	?	&	M	0	@	,   5	M	/	%	?	$	  -	@	  (	?	9	>	2	  9	K	  	>	$	>	  9	H	,   8	.	C	&	M	'	,   5	H	-	5	6	>	2	@	  	5		  -	>		M	/	5	>	(	  9	K	  	>	$	>	  9	H	  |   P a s s i o n a t e   a n d   s o u l f u l   r e m e m b r a n c e   o f   R a m - N a a m ,   e v e n   t h o u g h   o n c e ,   e n r i c h e s   t h e   d e v o t e e   s p i r i t u a l l y   i n   a   w a y   t h a t   c a n   c o m p a r e   w e l l   w i t h   M a m m o n   -   G o d   o f   W e a l t h .   R e c i t a l   o f   ' R a m - R a m '   w i t h   d e v o t i o n   a n d   f a i t h   e n d o w s   e v e n   t h e   h e l p l e s s ,   h a p l e s s ,   d e s t i t u t e ,   i n d i g e n t   ( n e e d y )   a n d   d e p r e s s e d   w i t h   w e a l t h ,   a f f l u e n c e ,   e m i n e n c e   a n d   g o o d   l u c k . " ;  
 t o d A r r a y [ 3 4 7 ] [ 0 ] =   " 1 3 " ; 	 t o d A r r a y [ 3 4 7 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 7 ] [ 3 ] =   " 	$		5	  	*	(	G	  9	M	0	&	/	  	K	  0	>	.	- (	>	.	  8	G	  *	0	?	*	B	0	?	$	  	0	  !	>	2	?		,   -	0	>	  2	@		?		  ,   	0	  0	>	.	- (	>	.	  0	B	*	@	  '	(	  9	@	  		$	M	0	?	$	  	0	?		,   	8	@	  8		M		G	  '	(	  	>	  8			M	0	9	  	0	G		  |   	*	(	G	  -	@	$	0	  0	>	.	- (	>	.	  0	B	*	@	  .	B	0	M	$	?	  	K	  8	M	%	>	*	?	$	  	0	  2	G		  $	%	>	  -	@	$	0	  	@	  	0	  .	A	\		0	  *	B		(	  	0	>	'	(	  	0	G		- 	(	M	$	8	M	%	- 	(	M	$			0	#	- 9	M	0	&	/	  .	G		  	8	@	(	  *	M	0	-	A	  0	>	.	  	@	  		*	>	8	(	>	  	0	G		  |   W e   s h o u l d   a m a s s   a n d   a c c u m u l a t e   t h e   o n l y   s a c r o s a n c t   w e a l t h   o f   ' R a m - N a a m '   i n   o u r   h e a r t s .   I n   f a c t ,   ' R a m - N a a m '   s h o u l d   b e   e m b e d d e d   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g .   W e   s h o u l d   i n t r o s p e c t   a n d   f o r e v e r   r e m a i n   i n   a   s t a t e   o f   d e v o u t   a n d   p r o f o u n d   c o n t e m p l a t i o n   o n   t h e   g l o r i e s   o f   S r i   R a m   W h o   g r a c e s   o u r   i n n e r   b e i n g . " ;  
 t o d A r r a y [ 3 4 8 ] [ 0 ] =   " 1 4 " ; 	 t o d A r r a y [ 3 4 8 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 8 ] [ 3 ] =   " -	@	$	0	  ,		  0	9	@	  8	?	$	>	0	  	K	  			G		  ,		&	  	0		G	  0	>	.	- 0	>	.	  	@	  .	'	A	0	  			>	0	- 	B			- '	M	5	(	?	  	K	  8	A	(	?		  	0	M	%	>	$	  -	@	$	0	  ,		  0	9	@	  	5		  	$	?	  .	'	A	0	  0	>	.	- 0	>	.	    	A			>	$	@	  - 			>	0	?	$	  9	A		,   8	?	$	>	0	  	K	  		G		  ,		&	  	0		G	  8	A	(	?		,   		8	.	G		  .	(	  	K	  8	A	8	M	5	0	  	0	  2	K	  $	%	>	  	8	  *	M	0		>	0	  0	>	.	- 0	>	.	  '	A	(	  .	G		,   2	/	  .	G		  5	?	2	A	*	M	$	  9	K	  	>		,   	K	  	>		  |   W e   s h o u l d   b e   a t t u n e d   t o   t h e   c e l e s t i a l   ( h e a v e n l y )   h a r m o n y   e m a n a t i n g   ( o r i g i n a t i n g )   f r o m   t h e   h o l y   ' R a m - R a m '   t h a t   f o r e v e r   o r c h e s t r a t e s   ( r u n s ,   p e r f o r m s )   w i t h i n .   I n   f a c t ,   o u r   c o n s c i o u s n e s s   s h o u l d   l o s e   i t s   i n d e p e n d e n t   i d e n t i t y   a n d   m i n g l e   a n d   m e r g e   w i t h   S r i   R a m ' s   S u p e r c o n s c i o u s n e s s . " ;  
 t o d A r r a y [ 3 4 9 ] [ 0 ] =   " 1 5 " ; 	 t o d A r r a y [ 3 4 9 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 4 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 4 9 ] [ 3 ] =   " 9	G	  0	>	.	!   .	H		  8	&	>	  0	>	.	- 0	>	.	  9	@	  	*	B		  |   9	G	  *	M	0	-	A	!   .	H		  8	&	H	5	  0	>	.	- 0	>	.	  *	0	  9	@	  '	M	/	>	(	  2		>	
		  | |   9	G	  9	0	@	!   9	G	  8	M	5	>	.	@	!   .	H		  8	&	>	  8	&	>	    0	>	.	- 0	>	.	  9	@	  8	?	.	0	B		    $	%	>	  8	&	H	5	  0	>	.	- 0	>	.	  6	M	0	@	  0	>	.	  9	@	  	>	
		  |       O   M o s t   A d o r a b l e ,   S r i   R a m !   G r a n t   m e   t h e   b l e s s i n g   o f   i n v o k i n g   a n d   r e m e m b e r i n g   T h y   H o l y   N a m e   e a c h   m o m e n t   a n d   e v e r y   b r e a t h   o f   m y   l i f e .   I   w i s h   t o   m e d i t a t e ,   c o n t e m p l a t e   a n d   s i n g   d e v o u t l y   t h e   g l o r i e s   o f   T h i n e   N a m e   a l o n e . " ;  
 t o d A r r a y [ 3 5 0 ] [ 0 ] =   " 1 6 " ; 	 t o d A r r a y [ 3 5 0 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 0 ] [ 3 ] =   " 	8	  &	?	5	M	/	,   	.	0	  	0	(	G	  5	>	2	@	  5	>	#	@	  	>	  (	?	$	M	/	  	@	0	M	$	(	  	5		  8			@	0	M	$	(	  	0	(	G	  	>	  	-	?	*	M	0	>	/	  9	H	;   	*	(	G	  .	(	- .		&	?	0	  .	G		  0	>	.	- 0	>	.	  	K	  *	M	0	$	?	7	M	 	?	$	  	0	(	>	  |   (	?	$	M	/	  *	>	 	  &	A			  5	?	*	$	M	$	?	  	K	  0	K		$	>	  9	H	,   	5	0	A	&	M	'	  	0	$	>	  9	H	  $	%	>	  8	L	-	>		M	/	,   5	H	-	5	,   	6	M	5	0	M	/	,   *	M	0	&	>	$	>	  9	H	,   8	A		- &	>	$	>	  9	H	,   .	>			2	?		  9	H	,   6	A	-	>	0	.	M	-	  9	H	  |   D a i l y   r e c i t a l   o f   S r i   A m r i t   V a a n i   w i t h   f a i t h   a n d   r e v e r e n c e   f o s t e r s   t h e   i n s t a l l a t i o n   o f   ' R a m - R a m '   i n   t h e   i n m o s t   n i c h e   o f   o u r   B e i n g   -   S o u l .   R e g u l a r   a n d   d e v o t i o n a l   r e c i t a t i o n   o f   S r i   A m r i t   V a a n i   g u a r d s   a g a i n s t   a l l   w o r r i e s   a n d   t r o u b l e s ,   a n d   a u g u r s   a l l   r o u n d   w e l l - b e i n g ,   a b u n d a n c e   o f   a f f l u e n c e ,   h e a l t h   a n d   h a p p i n e s s . " ;  
 t o d A r r a y [ 3 5 1 ] [ 0 ] =   " 1 7 " ; 	 t o d A r r a y [ 3 5 1 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 1 ] [ 3 ] =   " 0	>	.	- (	>	.	  	G	  	>	*	  	5		  8			@	0	M	$	(	- 	A	#		>	(	  8	G	  	.	C	$	  	>	  ( .	>	'	A	0	M	/	  	>	)   8			>	0	  9	K	$	>	  9	H	  	0	M	%	>	$	  /	9	  .	'	A	0	$	>	  	K	  		&	?	$	  	5		  5	M	/	>	*	M	$	  	0	$	>	  9	H	  |   	8	8	G	  0	>	.	  	5		  		8		G	  (	?	5	>	8	- 8	M	%	>	(	  8	G	  *	M	0	G	.	  9	K	  	>	$	>	  9	H	  	0	  8	&		A	#	K		  	G	  8	.	B	9	  	>	  5	?	8	M	$	>	0	  9	K	$	>	  9	H	,   		M		G	- 		M		G	  &	?	5	M	/	- 	A	#	K		  .	G		  5	C	&	M	'	?	  9	K	$	@	  9	H	  |   R e v e r e n t i a l   r e c i t a l   a n d   c o n t e m p l a t i o n   o f   ' R a m - N a a m '   g r a n t s   t h e   g i f t   o f   d i v i n e   n e c t a r   a n d   e n h a n c e s   t h e   d e v o t e e ' s   s p i r i t u a l   a t t a i n m e n t s   m a n i f o l d ,   s t r e n g t h e n s   t h e   s p i r i t u a l   b o n d   w i t h   S r i   R a m   a n d   f o s t e r s   p o s i t i v e   a n d   l o f t y   t r a i t s   ( q u a l i t i e s ) . " ;  
 t o d A r r a y [ 3 5 2 ] [ 0 ] =   " 1 8 " ; 	 t o d A r r a y [ 3 5 2 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 2 ] [ 3 ] =   " 0	>	.	  $	>	0	(	G	  5	>	2	>	  .		$	M	0	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	,   5	?	.	K		(	  	0	(	G	  5	>	2	>	  9	H	,   	K	  	8			M	/	  2	>	-	,   8	A		- -	K		,   8	+	2	$	>	,   8	?	&	M	'	?	  *	M	0	&	>	(	  	0		G	  	(		&	  	>	  		*	-	K		  	0	5	>	(	G	    5	>	2	>	  9	H	  |   	8	  .		$	M	0	  	G	  	*	(	G	  8	G	  .	A		M	$	?	  ( .	K		M	7	)   *	M	0	>	*	M	$	?	,   (	?	0	M	5	>	#	,   0	>	.	- '	>	.	  	?	  *	M	0	>	*	M	$	?	,   -		5	&	8	>		M	7	>	$	M		>	0	,   *	0	.	  *	&	  	@	    *	M	0	>	*	M	$	?	  ,   	$	M	.	>	- *	0	.	>	$	M	.	>	  	>	  .	?	2	(	  		M	/	  ,   		0	B	*	$	>	-   2	>	-	  *	M	0	>	*	M	$	  9	K	  	G	  0	9	G		>	,   	8	>	  8	A	&	C	]	    (	?	6	M		/	  0		?		  |   R a m - M a n t r a   i s   t h e   R e d e e m e r   a n d   S a v i o u r   w h i c h   d e l i v e r s   o u r   s o u l   f r o m   t h e   m o r t a l   b o n d a g e   ( c a p t i v i t y   i n   t h e   p e r i s h a b l e   h u m a n   b o d y ) .   B e   s u r e   t h a t   r e m e m b r a n c e   o f   t h i s   M a h a a - M a n t r a   l e a d s   t o   s a l v a t i o n   a s   w e l l   a s   p r o v i d e s   a l l   r o u n d   b l i s s ,   g o o d   f o r t u n e ,   G o d - R e a l i z a t i o n   a n d   O n e n e s s   w i t h   t h e   S u p r e m e   B e i n g .   ( M a y   o u r   f a i t h   i n   t h e   M a h a a - M a n t r a   o f   R a m - N a a m   b e   r e s o l u t e   a n d   u n s h a k e a b l e ) . " ;  
 t o d A r r a y [ 3 5 3 ] [ 0 ] =   " 1 9 " ; 	 t o d A r r a y [ 3 5 3 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 3 ] [ 3 ] =   " 5	C	&	M	'	?	  	8	M	$	?		  -	>	5	  	@	,   6	A	-	  .			2	  8			>	0	  |     	-	M	/	A	&	/	  8	&	M	'	0	M	.	  	>	  ,   0	>	.	  (	>	.	  5	?	8	M	$	>	0	  | |     5	?	6	M	5	  .	G		  	6	M	5	0	  	G	  *	M	0	$	?	  	8	M	%	>	  	5		  	6	M	5	0	@	/	  	M		>	(	  	G	  *	M	0	$	?	  6	M	0	&	M	'	>	- 5	?	6	M	5	>	8	  ,	!	<	G	,     5	?	6	M	5	  -	0	  .	G		  6	A	-	  	5		  .			2	  5	M	/	>	*	M	$	  9	K	  |   8		M		G	  '	0	M	.	  	>	  		&	/	  9	K	  $	%	>	  0	>	.	- (	>	.	  	>	  5	?	8	M	$	>	0	  ( +	H	2	>	5	)   9	K	  |   :   A   d e v o u t   a n d   s e l f l e s s   i n v o c a t i o n   t o   G o d   o f   G o d s   S r i   R a m   :   ' M a y ,   w i t h   t h e   G r a c e   a n d   B e n e v o l e n c e   o f   t h e   S u p r e m e   S o u l   -   S R I   R A M ,   t h e   w o r l d   b e   l e d   i n t o   a b i d i n g   f a i t h   a n d   k n o w l e d g e   o f   t h e   a l l - p e r v a s i v e   g o d l i n e s s ,   g o o d n e s s   a n d   w e l l - b e i n g !   L e t   t r u e   s p i r i t u a l i t y   p e r m e a t e   t h e   u n i v e r s e   a n d   t h e   h o l i e s t   o f   t h e   h o l y   R a m - N a a m   t r a n s c e n d   ( r i s e   a b o v e )   a l l   b a r r i e r s ! ' " ;  
 t o d A r r a y [ 3 5 4 ] [ 0 ] =   " 2 0 " ; 	 t o d A r r a y [ 3 5 4 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 4 ] [ 3 ] =   " 	8	G	  5		(	- 6	,	M	&	- 8	.	B	9	,   	K	  	.	C	$	  9	H		,   	8	G	  ,	K	2	,   	K	  	.	0	$	M	5	  *	M	0	&	>	(	  	0	$	G	  9	H		  -   	K	  	.	0	  ,	(	>	  &	G	$	G	  9	H		,   	8	@	  5	>	#	@	  	?	8		G	  ,	K	2	(	G	- 	>	(	G	  8	G	  5	M	/		M	$	?	  	.	0	  9	K	  	>	$	>	  9	H	,   5	9	  	.	C	$	5	>	#	@	  |   8	0	M	5	  6		M	$	?	/	K		  8	G	  8	.	M	*	(	M	(	  *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  (	.	8	M		>	0	  |   *	0	.	>	$	M	.	>	  6	M	0	@	  0	>	.	  	K	  8	,	  6		M	$	?	/	K		  8	G	  /	A		M	$	  9	H	  	0	M	%	>	$	  	?	(	  .	G		  8	.	B		@	  6		M	$	?	/	>		  5	?	'	.	>	(	  9	H		,   	K	  8	.	8	M	$	  6		M	$	?	/	K		  	G	  8	M	5	>	.	@	  9	H		,   		(	M	9	G		  (	.	8	M		>	0	  |     8	0	M	5	  6		M	$	?	.	>	(	  *	0	.	>	$	M	.	>	  	G	  		G	  .	H		  	A		$	>	  9	B		  	0	M	%	>	$	  .	H		  		(		@	  6	0	#	  .	G		  	>	$	>	  9	B		,   .	H		  		(		G	  8	.		M	7	  8	.	0	M	*	?	$	  9	B		  |   *	0	.	>	$	M	.	>	  :   8	0	M	5	K	$	M		C	7	M		  	$	M	.	>	  |   6	M	0	@	  :   6	M	0	@	  .	>	(	  |   6	M	0	@	  :   6	K	-	>	,   /	6	,   	6	M	5	0	M	/	,   5	?		/	,   8	L	-	>		M	/	,   5	H	-	5	,   .	9	?	.	>	,   $	G		,   2		M	7	M	.	@	  |   8	0	M	5	K	$	M		C	7	M		  *	M	0	-	A	  6	M	0	@	  0	>	.	  	>	  8	A		&	0	  0	B	*	  9	H	  8	0	M	5	K		M		  	C	*	>	  	0	M	%	>	$	  5	G	  6	M	0	G	7	M	 	$	.	  	C	*	>	  0	B	*	  9	H		,   		(		>	  0	B	*	  9	H	  -   	C	*	>	  |   5	G	  	C	*	>	- 0	B	*	  *	0	.	>	$	M	.	>	,   5	M	/		M	$	?	  	K	  *	5	?	$	M	0	  	0	(	G	  5	>	2	G	  9	H		,   *	A	0	7	K	$	M	$	.	  9	H		,   8	0	M	5	K	*	0	?	- 8	0	M	5	K	$	M	$	.	  *	A	0	A	7	  9	H		  $	%	>	  8	A		  	G	  (	?	5	>	8	- 8	M	%	>	(	  9	H		  |   A M R I T V A N I :   A   t r e a s u r e   o f   n e c t a r o u s   u t t e r a n c e s   t h a t   w i l l   i m m o r t a l i z e   a n y   o n e   w h o   r e a d s   a n d   r e c i t e s   t h i s   S o n g   C e l e s t i a l   ( w i t h   f a i t h   a n d   r e v e r e n c e ) .   I   b o w   b e f o r e   S r i   R a m ,   w h o   i s   v e s t e d   w i t h   a l l   p o w e r s ! ,   I   b o w   b e f o r e   t h e   s o u r c e   a n d   r e s e r v o i r   o f   a l l   p o w e r s ! ,   I   b o w   a n d   s e e k   s h e l t e r   w i t h   t h e   S u p r e m e   S o u l ,   S r i   R a m ! ,   I   d e d i c a t e   a n d   s u r r e n d e r   m y s e l f   u n t o   H i m ! ,    P a r m a a t m a a  :   T h e   S u p r e m e   s o u l .   T h e   S u p r e m e   M a s t e r -   S r i   R a m ,   i s   a n   i n c a r n a t i o n   o f   b o u n d l e s s   c o m p a s s i o n   a n d   g r a c e .   A s   t h e   S u p r e m e   S o u l   t h a t   s a n c t i f i e s   o n e   a n d   a l l ,   S r i   R a m   i s   t h e   u l t i m a t e   a b o d e   o f   ( p e a c e   a n d )   h a p p i n e s s . " ;  
 t o d A r r a y [ 3 5 5 ] [ 0 ] =   " 2 1 " ; 	 t o d A r r a y [ 3 5 5 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 5 ] [ 3 ] =   " *	M	0	-	A	  0	>	.	  	>	  0	B	*	  9	H	  -   *	0	.	  	C	*	>	  -   	?	(	M	$	A	,   		(		>	  8	M	5	0	B	*	  		$	0	?		- 8	M	5	-	>	5	  9	H	  8	A		  &	G	(	G	  5	>	2	>	,   .			2	  	0	(	G	  5	>	2	>	- 9	0	M	7	- 9	?	$	- 		M		>		- 8	L	-	>		M	/	  *	M	0	&	>	(	  	0	(	G	  5	>	2	>	  	0	M	%	>	$	  		(		@	  	C	*	>	,   	K	  	$	A	2	M	/	  9	H	,   5	9	  	M		>	(	  	5		  	(		&	  	>	  -		!	>	0	  9	H	,   6		M	$	?	- 8	>	.	0	M	%	M	/	,   6	>		$	?	- 	(		&	  	>	  		M	7	/	  8	M	0	K	$	  9	H	,   0	>	.	- 	C	*	>	  8	A		  &	G	(	G	  5	>	2	@	  9	H	,   8	,	  	>	  .			2	  	0	(	G	  5	>	2	@	  9	H	,   6		M	$	?	  5	  6	>		$	?	  		8		G	  (	?		  0	B	*	  9	H		,   5	9	  	(		&	  	0	  	M		>	(	  8	G	  *	0	?	*	B	0	M	#	  9	H	  	$		  	(	A	*	.	  9	H	  |   0	B	*	- 8	M	5	0	B	*	  :   	-	B	7	#	  	>	  0	B	*	  9	H	- 9	>	0	,   			(	,   	A		!	2	,   			B	 	@	  *	0	(	M	$	A	  		8		>	  8	M	5	0	B	*	  9	H	- 8	M	5	0	M	#	  |   .	?	6	M	0	@	  	*		@	  9	H	,   	B		>	  9	H	,   &	>	(	G	&	>	0	  9	H	- /	9	  .	?	6	M	0	@	  	>	  &	?		>		  &	G	(	G	  5	>	2	>	  0	B	*	  9	H	,   *	0	(	M	$	A	  .	?	6	M	0	@	  	>	  8	M	5	0	B	*	  9	H	- 		8		@	  .	?	 	>	8	  |   9	0	  *	M	0		>	0	  	@	  .	?	6	M	0	@	  .	'	A	0	  9	K	$	@	  9	H	  |   S r i   R a m   i s   t h e   i n c a r n a t i o n   o f   S u p r e m e   G r a c e .   H e   i s   i n h e r e n t l y   a n d   e s s e n t i a l l y   a   p r o v i d e r   o f   r e a l   p e a c e ,   h a p p i n e s s   a n d   w e l l   -   b e i n g .   A n   i n e x h a u s t i b l e ( e n d l e s s )   f o u n t a i n h e a d   o f   u n p a r a l l e l e d   g r a c e ,   l o v e   a n d   b e n e v o l e n c e ,   k n o w i n g   H i m   g r a n t s   u s   s t r e n g t h ,   w i s d o m ,   b l i s s   a n d   p e a c e . " ;  
 t o d A r r a y [ 3 5 6 ] [ 0 ] =   " 2 2 " ; 	 t o d A r r a y [ 3 5 6 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 6 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 6 ] [ 3 ] =   " *	0	.	G	6	M	5	0	- 8	M	5	>	.	@	,   			M		$	.	  6	>	8		  	0	M	%	>	$	  -		5	>	(	M	  (	>	.	  *	0	.	  *	5	?	$	M	0	$	>	  	>	  	?	(	M	9	  9	H	  -   *	0	.	  6	A	&	M	'	$	>	  	@	    9	H	  .	B	0	M	$	?	  (	>	.	  |   ' 0	>	.	'   	K	  6		M	$	?	  	>	  *	A			  9	H	,   *	B	0	M	#	  	0	M	%	>	$	  .	B	2	  .		$	M	0	  9	H	,   5	9	  8		8	>	0	- 8	>		0	  8	G	  *	>	0	  		$	>	0	(	G	  5	>	2	>	  9	H	,   		&	M	'	>	0	  	0	(	G	  5	>	2	>	  9	H	,   .	K		M	7	- &	>	$	>	  9	H	  |     .		$	M	0	    5	9	  8	?	&	M	'	  	?	/	>	  9	A		  6	,	M	&	  	?	8		>	  			M		>	0	#	  9	.	>	0	@	  0		M	7	>	  	0	G	,   	K	  *	>	*	- .	K			  9	H	  	0	M	%	>	$	  	K	  9	.	G		  *	5	?	$	M	0	  ,	(	>	  	0	  .	A		M	$	  ( ,		'	(	- 0	9	?	$	)   	0	  &	G	  |   ,	@		>		M	7	0	  |   ' 0		'   		M	(	?	,	@		,   ' 		'   8	B	0	M	/	  ,	@		,   ' .		'   		&	M	0	,	@		  |   	(	  $	@	(	K	  	>	  		  ,	@		>		M	7	0	  9	H	,   0	>	.	- (	>	.	  ( 0	>	.	  6	,	M	&	)   |   G o d ' s   n a m e   s y m b o l i z e s   s u p r e m e   s a n c t i t y   a n d   d i v i n i t y .   ' R a m - N a a m ' ,   t h e   s t o r e h o u s e   o f   O m n i p o t e n c e ,   g u a r a n t e e s   d e l i v e r a n c e   f r o m   t h e   m o r t a l   b o n d a g e   l e a d i n g   t o   s a l v a t i o n . " ;  
 t o d A r r a y [ 3 5 7 ] [ 0 ] =   " 2 3 " ; 	 t o d A r r a y [ 3 5 7 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 7 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 7 ] [ 3 ] =   " 	$		5	  9	G	  8	>	'		  !   0	>	.	- .		$	M	0	  	K	  8	.	B		G	  6	A	-	K	  ( 		M		>		/	K		)   	>	  $	$	M	$	M	5	  ( (	?		K	!	<	)   8	.			0	  	'	M	/	>	$	M	.	?		  8	>	'	(	K		  ( "			K		)   	>	  	-	M	/	>	8	  	0	K	  |   	8	  $	%	M	/	  	K	  (	?	6	M		?	$	  0	B	*	  8	G	  '	>	0	#	  	0	K	  	?	  	?	8	  5	8	M	$	A	  $	%	>	  6	,	M	&	- &	M	5	>	0	>	  8	G	  5	0	M	#	?	$	  	?	/	>	  	>	  0	9	>	  9	H	,   &	K	(	K		  		  9	H		,   	0	M	%	>	$	  	*	(	G	  9	C	&	/	  .	G		  /	9	  8	A	&	C	]	  5	?	6	M	5	>	8	  0		K	  	?	  (	>	.	  	5		  (	>	.	@	,   5	>			  	5		  5	>		M	/	  		  9	@	  9	H		  |   O   S a a d h a k   !   U n d e r t a k e   s p i r i t u a l   p r a c t i c e s   i n   t h e   f u l l   k n o w l e d g e   o f   t h e   f a c t   t h a t   R a m - M a n t r a   i s   t h e   n u c l e u s   o f   a l l   t h a t   i s   G o o d .   L e t   t h e r e   b e   n o   d o u b t   t h a t   t h e   d e v o t e e   w h o   r e m e m b e r s   ( ' s a a d h a k ' )   a n d   t h e   o b j e c t   o f   r e m e m b r a n c e ( ' s a a d h y a ' ) ,   o n e   w h o   c o n t e m p l a t e s   a n d   t h e   o b j e c t   o f   c o n t e m p l a t i o n ,   t h e   s p e a k e r   a n d   t h e   s u b j e c t   m a t t e r   o f   s p e e c h   a r e   i n d e e d   o n e   a n d   t h e   s a m e . " ;  
 t o d A r r a y [ 3 5 8 ] [ 0 ] =   " 2 4 " ; 	 t o d A r r a y [ 3 5 8 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 8 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 8 ] [ 3 ] =   " 	*	(	G	  *	B		M	/	,   	0	>	'	M	/	  &	G	5	$	>	  6	M	0	@	  -		5	>	(	M	  	K	  .		$	M	0	  .	G		  	8	@	(	- 5	?	0	>		.	>	(	  	>	(	?	/	G	,   8	M	%	?	$	  	>	(	?	/	G	  |   0	>	.	- 6	,	M	&	  	K	  	A	#	K		  	>	  -	#	M	!	>	0	  9	H	,   8	M	0	K	$	  9	H	,   *	A			  9	H	,   5	9	  0	>	.	  	>	  .		&	?	0	  9	H	,   (	?	5	>	8	- 8	M	%	>	(	  9	H	  |   K n o w   i t   w i t h o u t   a n y   d o u b t   t h a t   y o u r   c h o s e n   d e i t y -   S r i   R a m   i s   i n h e r e n t   i n   R a m - M a n t r a   a n d   a b i d e s   t h e r e i n   a s   t h e   o r i g i n ,   s o u r c e   a n d   u n f a t h o m a b l e   ( t h a t   c a n n o t   b e   m e a s u r e d )   r e s e r v o i r   o f   a l l   t h e   v i r t u e s . " ;  
 t o d A r r a y [ 3 5 9 ] [ 0 ] =   " 2 5 " ; 	 t o d A r r a y [ 3 5 9 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 5 9 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 5 9 ] [ 3 ] =   " 	*	(	G	  .	(	  	K	  			M	$	  5	0	M	#	?	$	  -	>	5	K		  8	G	  -	0	  	0	  	0	  $	,	  0	>	.	  	@	  &	/	>	  		$	0	(	G	  	@	  *	M	0	,	2	  		M		>	- 		$	M	8	A		$	>	  0			0	,   	$	A	0	  9	K		0	  0	>	.	- (	>	.	  	G	  	A	#	K		,   	0	M	%	K		  	>	  	?		$	(	  	@		?		,   0	>	.	- (	>	.	  	?	  .	9	?	.	>	  *	0	  5	?		>	0	  	@		?	/	  |   E n g r o s s e d   i n   t h e s e   l o f t y   t h o u g h t s   a n d   w i t h   a   h e a r t   p a s s i o n a t e l y   l o n g i n g   t o   b e   b l e s s e d   w i t h   d i v i n e   g r a c e ,   f o c u s   y o u r   f o n d   a t t e n t i o n   o n   t h e   p r o f u n d i t y   a n d   g l o r y   o f   R a m   N a a m . " ;  
 t o d A r r a y [ 3 6 0 ] [ 0 ] =   " 2 6 " ; 	 t o d A r r a y [ 3 6 0 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 0 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 0 ] [ 3 ] =   " 5	?	'	?	*	B	0	M	5		  (	>	.	- &	@		M	7	>	  2	G		0	,   0	>	.	- .		$	M	0	  	K	  	8	  *	M	0		>	0	  	M	0	9	#	- '	>	0	#	  	0	  	G	,   	*	(	G	  	?	$	M	$	    	K	  &	C	]	  (	?	6	M		/	*	B	0	M	5		  ( 8	M	%	?	0	$	>	  *	B	0	M	5		)   .		$	M	0	  *	0	  	?		>	  	0	,   6	M	0	@	  0	>	.	  	>	,   	K	  6		M	$	?	  	>	  	0	  9	H	,   ,	>	0	- ,	>	0	  			M		>	0	#	  	0	G		  ( 	>	*	  	0	G		)   |   .		$	M	0	  '	>	0	#	>	    	?	$	M	$	    	K	  	G	5	2	  .		$	M	0	  .	G		  ,	>		'	  0		(	G	  	>	  (	>	.	  .		$	M	0	- '	>	0	#	>	  9	H	  |   	*	  :   0	>	.	- (	>	.	  	G	  	0	M	%	  	@	  -	>	5	(	>	  	0	$	G	  9	A		  		8		>	  ,	>	0	- ,	>	0	  			M		>	0	#	  	0	(	>	  |   A f t e r   p r o p e r   i n i t i a t i o n   ( N a a m - D e e k s h a ) ,   u n d e r t a k e   c o n s t a n t   r e c i t a t i o n   o f   R a m - M a n t r a   w i t h   u n w a v e r i n g   c o n c e n t r a t i o n   a n d   f u l l   f a i t h   i n   t h e   f a c t   t h a t   a l l   t h e   p o w e r s   d w e l l   i n   a n d   e m a n a t e   ( o r i g i n a t e )   f r o m   S r i   R a m   -   t h e   S o u r c e   o f   E n e r g y . " ;  
 t o d A r r a y [ 3 6 1 ] [ 0 ] =   " 2 7 " ; 	 t o d A r r a y [ 3 6 1 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 1 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 1 ] [ 3 ] =   " 	?	8	  *	M	0		>	0	  ,	@		,   	2	,   .	?			@	  	0	  	(	A		B	2	  .	L	8	.	  	G	  8	9	/	K		  ( .	G	2	)   8	G	  '	@	0	G	- '	@	0	G	  5	C		M	7	  ,	(	  	>	$	>	  9	H	,   		8	@	  *	M	0		>	0	  .		$	M	0	- 	>	*	  8	G	  (	?	0		$	0	  	'	M	/	>	$	M	.	?		  *	M	0		$	?	  9	K	$	@	  0	9	$	@	  9	H	  |   .		$	M	0	- /	K		  :   	8	@	  *	&	M	'	$	M	$	?	,   	K	  .		$	M	0	  	?	  8	>	'	(	>	  8	G	  -		5	&	  .	?	2	(	  	0	>	  &	G	  |   '	>	0	#	>	,   '	M	/	>	(	  	0	  8	.	>	'	@	  $	@	(	K	  	>	  .		$	M	0	  8	G	  /	K		  .		$	M	0	- /	K		  	9	2	>	$	>	  9	H	  |   (	>	.	  	>	  	>	*	  	0	K	  	0	  		8		G	  	0	M	%	  	@	  -	>	5	(	>	  .	G		  2	@	(	    9	K	  	>		- /	9	  .		$	M	0	- /	K		  	@	  5	?	'	?	  9	H	  |   J u s t   a s   t h e   s e e d   g e t t i n g   c o n d u c i v e   e n v i r o n m e n t   o f   e a r t h ,   w a t e r   a n d   s u i t a b l e   w e a t h e r   g r a d u a l l y   g e t s   t r a n s f o r m e d   i n t o   a   t r e e ,   l i k e w i s e   c o n t e m p l a t i o n   o f   R a m   M a n t r a   w i t h   f a i t h   a n d   d e v o t i o n   l e a d s   t o   h i g h e r   s p i r i t u a l   a t t a i n m e n t s . " ;  
 t o d A r r a y [ 3 6 2 ] [ 0 ] =   " 2 8 " ; 	 t o d A r r a y [ 3 6 2 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 2 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 2 ] [ 3 ] =   " 	8	>	  '	M	/	>	(	  0		G		,   		B		  5	?	6	M	5	>	8	  9	K	  	?	  	H	8	G	  *	0	.	>	#	A	  6		M	$	?	  	>	  -	#	M	!	>	0	  9	H	  	5		  ,	?		2	@	- 	C	9	  ,	?		2	@	  	>	  	K	7	  9	H	,    	@		  		8	@	  *	M	0		>	0	  .		$	M	0	  -	@	  6		M	$	?	- 	K	7	  9	H	  |   .		$	M	0	  .	G		  *	>	*	- $	>	*	  	K	  .	>	0	(	G	  $	%	>	  		M		G	  -	>	5	  	K	  *	M	0	+	A	2	M	2	?	$	  	0	(	G	  	@	  6		M	$	?	  9	H	  |   O u r   f a i t h   i n   t h e   e f f e c t i v e n e s s   o f   t h e   ' M a n t r a '   s h o u l d   b e   a k i n   t o   t h e   f i r m   b e l i e f   i n   t h e   a t o m   b e i n g   t h e   r e p o s i t o r y   o f   l i m i t l e s s   e n e r g y   o r   t h e   p o w e r h o u s e   b e i n g   t h e   i n e x h a u s t i b l e   s t o r e h o u s e   o f   p o w e r .   [ A   s u r e   r e m e d y   f o r   t h e   u n w h o l e s o m e   h u m a n   p a s s i o n s ,   ' R a m   M a n t r a '   a b s o l v e s   o u r   s i n s   a n d   e l e v a t e s   a n d   e d i f i e s   b y   i n s p i r i n g   n o b l e   t h o u g h t s . " ;  
 t o d A r r a y [ 3 6 3 ] [ 0 ] =   " 2 9 " ; 	 t o d A r r a y [ 3 6 3 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 3 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 3 ] [ 3 ] =   " 	8	>	  		2	- 5	?	6	M	5	>	8	  ( &	C	]	  - (	?	6	M		/	)   0		  	0	,   .		$	M	0	- (	?	'	?	,   0	>	.	- .		$	M	0	  	>	  	?		$	(	  	0	G		  ( 	0	>	'	G		)   $	%	>	  	8	>	  ,	K	'	  9	K	  	?	  	8	>	  	0	(	G	  8	G	  9	0	?	- 	C	*	>	  	5	6	M	/	  		&	?	$	  9	K		@	,   	5	6	M	/	  		$	0	G		@	  |   '	M	0	A	5	  '	>	0	#	>	  :   .		$	M	0	  .	G		  	?	$	  	K	  	5	?		2	?	$	  -	>	5	  8	G	  ,	>		'	(	>	  |   .		$	M	0	  (	?	'	>	(	  :   .		$	M	0	K	  	>	  -	#	M	!	>	0	  -   ,	@		>		M	7	0	  6	,	M	&	  |   C o n t e m p l a t e   R a m - N a a m   w i t h   a b s o l u t e   f a i t h   a n d   k n o w   t h a t   b y   d o i n g   s o   S r i   R a m ' s   g r a c e   a n d   b l e s s i n g s   w i l l   d e f i n i t e l y   d e s c e n d   o n   y o u   ( t h e   d e v o t e e ) . " ;  
 t o d A r r a y [ 3 6 4 ] [ 0 ] =   " 3 0 " ; 	 t o d A r r a y [ 3 6 4 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 4 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 4 ] [ 3 ] =   " 	H	8	G	  	?	!	<		@	  /	>	  &	M	5	>	0	  	A	2	(	G	  *	0	  &	A	0	M		(	M	'	  (	?		2	  	>	$	@	  9	H	  	0	  -	0	*	B	0	  5	>	/	A	  $	%	>	  *	M	0		>	6	  *	M	0	5	G	6	  	0	$	G	  9	H		,   		8	@	  *	M	0		>	0	  0	>	.	- 	C	*	>	  		*	2	,	M	'	  9	K	(	G	  *	0	  8	,	  &	A	0	M		A	#	  &	B	0	  9	K	  	>	$	G	  9	H		  $	%	>	  8	&		A	#	  -	0	  	>	$	G	  9	H		  |   W i t h   t h e   o p e n i n g   o f   t h e   w i n d o w s ,   f r e s h   a i r   a n d   l i g h t   c o m e   i n   a n d   d r i v e   a w a y   s t a l e n e s s .   L i k e w i s e ,   S r i   R a m ' s   g r a c e   a n n i h i l a t e s   ( f i n i s h e s )   a l l   v i c e s   ( a n d   b l e s s e s   u s   w i t h   v i r t u e s ) . " ;  
 t o d A r r a y [ 3 6 5 ] [ 0 ] =   " 3 1 " ; 	 t o d A r r a y [ 3 6 5 ] [ 1 ] =   " 1 2 " ; 	 t o d A r r a y [ 3 6 5 ] [ 2 ] =   " 2 0 1 2 " ; 	 t o d A r r a y [ 3 6 5 ] [ 3 ] =   " ,		(	  &	,	>	(	G	  8	G	  	H	8	G	  ,	?		2	@	  	@	  '	>	0	>	  	>	  *	M	0	5	>	9	  9	K	$	>	  9	H	,   		8	@	  *	M	0		>	0	  (	>	.	  	*	(	G	  8	G	  	C	*	>	  	>	  	5	$	0	#	  9	K	$	>	  9	H	  |   E l e c t r i c   c u r r e n t   b e g i n s   t o   f l o w   i n s t a n t a n e o u s l y   f o l l o w i n g   a   p u s h   o n   t h e   s w i t c h .   L i k e w i s e ,   r e p e t i t i o n   o f   G o d ' s   n a m e   w i t h   d e v o t i o n   b l e s s e s   u s   w i t h   H i s   G r a c e . " ;  
 	 	 	 	 	 	 	              
 	 	 	 	 	 	 	             
