Programming contests

Informatikai versenyfeladatok, selejtező, 2012. február 6.

February 6, 2012, 6:10 PM – February 6, 2012, 7:45 PM

Ecological Premium

German farmers are given a premium depending on the conditions at their farmyard. Imagine the following simplified regulation: you know the size of each farmer's farmyard in square meters and the number of animals living at it. We won't make a difference between different animals, although this is far from reality. Moreover you have information about the degree the farmer uses environment-friendly equipment and practices, expressed in a single integer greater than zero. The amount of money a farmer receives can be calculated from these parameters as follows. First you need the space a single animal occupies at an average. This value (in square meters) is then multiplied by the parameter that stands for the farmer's environment-friendliness, resulting in the premium a farmer is paid per animal he owns. To compute the final premium of a farmer just multiply this premium per animal with the number of animals the farmer owns.

Input Specification

The first line of input contains a single positive integer n (n < 20), the number of test cases. Each test case starts with a line containing a single integer f (0 < f < 20), the number of farmers in the test case. This line is followed by one line per farmer containing three positive integers each: the size of the farmyard in square meters, the number of animals he owns and the integer value that expresses the farmer's environment-friendliness. Input is terminated by end of file. No integer in the input is greater than 100 000 or less than 0.

Output Specification

For each test case output one line containing a single integer that holds the summed burden for Germany's budget, which will always be a whole number. Do not output any blank lines.

Sample Input

  1. 3
  2. 5
  3. 1 1 1
  4. 2 2 2
  5. 3 3 3
  6. 2 3 4
  7. 8 9 2
  8. 3
  9. 9 1 8
  10. 6 12 1
  11. 8 1 1
  12. 3
  13. 10 30 40
  14. 9 8 5
  15. 100 1000 70
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Output for Sample Input

  1. 38
  2. 86
  3. 7445
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University of Debrecen; Faculty of Informatics; v. 09/30/2024