I have created some plots of inverse primes like this example1.pdf .
The filled color-shape in the middle is what I want do do with all areas in this picture or in other pictures.
In other words the goal is to fill the differnt areas in the print with different colors.
So I need to find the points of the Polygons, as I have done by hand with that yellow Polygon.
A procdure that is ready will give give the crosspoints of the lines.
These are the line-coordinates (the 1st number ist the number of iterations)
2*L[1]=number of lines in L
L:=[14, [[1, 1], [1, 26]], [[1, 26], [26, 26]], [[26, 26], [26, 37]], [[26, 37], [37, 37]], [[37, 37], [37, 39]], [[37, 39], [39, 39]], [[39, 39], [39, 20]], [[39, 20], [20, 20]], [[20, 20], [20, 23]], [[20, 23], [23, 23]], [[23, 23], [23, 30]], [[23, 30], [30, 30]], [[30, 30], [30, 70]], [[30, 70], [70, 70]], [[70, 70], [70, 45]], [[70, 45], [45, 45]], [[45, 45], [45, 34]], [[45, 34], [34, 34]], [[34, 34], [34, 32]], [[34, 32], [32, 32]], [[32, 32], [32, 51]], [[32, 51], [51, 51]], [[51, 51], [51, 48]], [[51, 48], [48, 48]], [[48, 48], [48, 41]], [[48, 41], [41, 41]], [[41, 41], [41, 1]], [[41, 1], [1, 1]]]
These are the crosspoints:
cp := [[23, 26], [30, 37], [32, 37], [26, 30], [48, 45], [39, 34], [41, 34], [45, 41]]
To plot the pdf I used this code:
poly2 := [[32, 32], [34, 32], [34, 34], [39, 34], [39, 39], [37, 39], [37, 37], [32, 37]]
poly 2 is just an axample, how it looks like when its ready.
display(seq(line(op(L[i])), i = 2 .. 2*L[1] + 1), polygonplot([poly2], color = "Resene GoldenTainoi", axes = none, style = polygon), color = blue, thickness = 0.8);
So I hope, you can help me :)
This is a beautyfull way to paint a prime by just printing the remainders of the recursive dividing of the inverse prime in lines.
Thanks a lot,
Arno
