I have six numbers which are like points that satisfy certain condition.
If the condition is satisfied that point will be given or else $0$ will be assigned as points.
I am Storing the points in six columns as below in the table:
PointA PointB PointC PointD PointE PointF Sum X Y Z M N L (X+Y+Z+M+N+L) X 0 Z M N 0 (X+Y+0+Z+M+0) 0 Y Z 0 N 0 (0+Y+Z+0+N+0) . . . .
In the above case $X, Y, Z, M, N, L$ are unique numbers.
Their sum should be unique column wise
The Point $A$ column can either have $X$ points or Zero, Similarly, Point $D$ column can have $M$ points or Zero at its column. Like that every column will have its respective point or zero.
The sum of $X+Y+Z+M+N+L$ should be unique
In total there are $720$ combinations.
How to find numbers at $X, Y, Z, M, N, L$