But if I put the numbers 1-7 on each center of the polygon and the numbers 8-14 on each corner I got this:
11+1+14=26
14+2+10=26
10+3+13=26
13+4+9=26
9+5+12=26
12+6+8=26
8+7+11=26
The same happens with a 3-gon and 5-gon
For example 3-gon:(1-3 on each center,4-6 on the corners)...
I have to find a solution to this problem until next week, so perhaps someone can help:
There is a constant polygon with 2007 angles. Put the natural numbers 1,2,.. 4014 on each angle and the center of each side of the polygon, so that the amount of the 3 numbers (angle + center + corner)...