SOLVE

LATER

Signal Range

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Various signal towers are present in a city.Towers are aligned in a straight horizontal line(from left to right) and each tower transmits a signal in the right to left direction.Tower A shall block the signal of Tower B if Tower A is present to the left of Tower B and Tower A is taller than Tower B. So,the range of a signal of a given tower can be defined as :

{(the number of contiguous towers just to the left of the given tower whose height is less than or equal to the height of the given tower) + 1}.

You need to find the range of each tower.

INPUT

First line contains an integer T specifying the number of test cases.

Second line contains an integer n specifying the number of towers.

Third line contains n space separated integers(H[i]) denoting the height of each tower.

OUTPUT

Print the range of each tower (separated by a space).

Constraints

1 <= T <= 10

2 <= n <= 10^6

1 <= H[i] <= 10^8

Explanation

6th tower has a range 4 because there are 3 contiguous towers(3rd 4th and 5th towers) just to the left of the 6th tower whose height is less than height of 6th tower.

Time Limit:
1.5 sec(s)
for each input file.

Memory Limit:
256 MB

Source Limit:
1024 KB

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