Write a Python program to check whether a NumPy array is a magic matrix. A magic square is a matrix all of whose row sums, column sums and the sums of the two diagonals are the same.

Suppose that we have an array A$=$np$.$array$([[17,24,1,8,15],[23,5,7,14,16],[4,6,13,20,$

$22],[10,12,19,21,3],[11,18,25,2,9]]).$ The matrix A has $5$ row sums $($one for each row$),5$ column sums $($one for each column$)$ and two diagonal sums. These $12$ sums should all be exactly the same.

The following inputs are given:

A$=([[17,24,1,8,15],$

$[23,5,7,14,16],$

$[4,6,13,20,22],$

$[10,12,19,21,3],$

$[11,18,25,2,9]]$

B $=[[17,24,1,8,15],$

$[23,5,7,14,16],$

$[4,6,13,20,22],$

$[10,12,19,21,3],$

$[11,18,25,2,9]]$

C $=$ a $5$ by $5$ matrix of ones

test$\_$input $=[$A$,$B$,$A$+$B$,$A$-$B$,$A$-$C$,$B$+$C$,$A$*$B$]$

The expected output is:

$[$True$,$ True, True, True, True, True, False$]$