Problem is to evaluate a calculator string containing * / + - and brackets 
like "2+3*(4+2)/2/2" 
and the grammar for this is right associative for operators and precendence 
is as we know : ->            unaray, brackets   >    */    >    +-

Also answer should be in (mod 1000000007) which requires that every 
operation should be done with this mod..

For more detail please see 
https://www.hackerrank.com/contests/lambda-calculi-oct14/challenges/expressions-v2
However, i do NOT want any advantage in problem like some test cases that 
break my existing implementation, or somebody rewriting code for me.
but definitely want advantages with the language like optimization or 
better way to do this task.

Thanks

Here are some of the results and test caes..
   
   (= 1717 (int (first (Expression (make-calulator-list " 22 * 79 - 21")))))
   
   (= 12 (int (first (Expression (make-calulator-list " 4/2/2 + 8")))))
   
   (= 4  (int (first (Expression (make-calulator-list "4/-2/2 + 8")))))

   (= 999998605 (int (mod  (first (Expression (make-calulator-list 
"55+3-45*33-25"))) ToMod)))

   (= 999999987 (int (mod  (first (Expression (make-calulator-list 
"4/-2/(2+8)"))) ToMod)))
   
   (= 22 (int (first (Expression (make-calulator-list "(22)*+1/-1+(1)")))))
  
   (= 22 (int (first (Expression (make-calulator-list "11*(2/2)*2")))))

   (= 11 (int (first (Expression (make-calulator-list "22*2/2*2")))))

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