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You are given a string $N$.

Your task is to verify that $N$ is a floating point number.

In this task, a valid float number must satisfy all of the following requirements:

$>$ Number can start with +, - or . symbol.

For example:

+4.50

-1.0

.5

-.7

+.4

-+4.5

$>$ Number must contain at least $\mbox{I}$ decimal value.

For example:

12.0  

$>$ Number must have exactly one . symbol.

$>$ Number must not give any exceptions when converted using $\mbox{float}(N)$.

Input Format

The first line contains an integer $\mathbf{T}$, the number of test cases.

The next $\mathbf{T}$ line(s) contains a string $N$.

Constraints

$0<T<10$

Output Format

Output True or False for each test case.

Sample Input 0
4
4.0O0
-1.00
+4.54
SomeRandomStuff

Sample Output 0
False
True
True
False

Explanation 0

$4.000$: O is not a digit.

$-1.00$: is valid.

$+4.54$: is valid.

SomeRandomStuff: is not a number.

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