v e r s i o n = 1 
 l e f t t o r i g h t = t r u e 
 a u t h o r = T a u t r i m a s   P a j a r s k a s 
 n u m e r i c = t r u e 
 
 2 + 5 = 7 
 3 - 4 6 = - 4 3 
 0 , 6 5 * 2 = 1 , 3 
 5 , 4 8 9 6 * 1 0 ^ 6 5 
 1 * 1 0 ^ 1 0 0 
 + 3 0  
 6 4 / 8 = 8 
 6  5 = 3 0 
 9 , 0 0 4 / 6 9 
 2 0 0 7 + 2 
 1 9 9 8 - 6 9 
 1 5 6 7 / 3 9 
 2 * ( 2 + 2 ) 
 2 + 5 = 7 
 3 - 4 6 = - 4 3 
 0 , 6 5 * 2 = 1 , 3 
 5 , 4 8 9 6 * 1 0 ^ 6 5 
 1 * 1 0 ^ 1 0 0 
 + 3 0  
 6 4 / 8 = 8 
 6  5 = 3 0 
 9 , 0 0 4 / 6 9 
 2 0 0 7 + 2 
 1 9 9 8 - 6 9 
 1 5 6 7 / 3 9 
 2 * ( 2 + 2 ) 