GAMES  HOW MANY GAMES
Problem Statement:
A player has played unknown number of games. We know the average score of the player (sum of scores in all the games / no. of games). Find the minimum number of games the player should have played to achieve that average.
The player can score any nonnegative integer score in a game.
Input:
The first line consists of an integer t, the number of test cases. Each test case consists of a single Rational Number which represents the average score of the player.
Output:
For each test case, find the minimum number of matches the player should have played to achieve that average.
Input Constraints:
1 <= t <= 1000
1 <= avg <= 1000000 (maximum 4 digits after the decimal place)
Example:
Sample Input: 3 5 5.5 30.25 Sample Output: 1 2 4
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problem_solved:
20190123 14:35:50
Remember that the input is a rational number which means that it can be represented in p/q such that p and q are relatively prime. 

saurabhshadow:
20181103 22:38:48
hi


shashankpathak:
20181102 17:55:44
Why can't we think like [spoiler] will be the answer?? Last edit: 20190105 12:27:32 

manjeet_:
20180708 15:48:37
do it by getting input in a string...dont use double...dunno why its giving WA 

karan_yadav:
20180628 09:56:55
Spent an hour wondering why 2.3333 won't pass :(.


sinersnvrsleep:
20180206 12:16:11
dont give up on this question very easy start with the very basic of [spoiler] Last edit: 20180822 16:05:04 

bks19:
20170705 05:27:50
Dont use double use string for input ;even though ur answer is correct using double. 

sanjitpd_777:
20170623 10:19:22
got AC in one go in 0 sec..


starbot:
20170614 16:13:01
basic maths..just handling double is tricky....got ac using [spoiler] Last edit: 20170802 12:58:20 

prabodh prakash:
20170515 17:30:29
The question is pretty easy and I got the idea at first instance, but, implementation was wrong many times, because of the way I was reading input. Also, got a few TLE  in which I learned the cost of having multiple "if" conditions. 
Added by:  cegprakash 
Date:  20121012 
Time limit:  0.185s 
Source limit:  50000B 
Memory limit:  1536MB 
Cluster:  Cube (Intel G860) 
Languages:  All except: ASM64 