Symmetric Patterns of Onesided Pentaboloes
Here are some symmetric patterns constructed with all 56 onesided
pentaboloes. First the shapes were split into two parts and the
computer filled one part several times counting how often each pentabolo was used.
The often used pentaboloes were barred from the following construction of the other
part and at last the first part was filled with the remaining pieces.
In addition you must limit the consumption of pieces with many usable s-edges while
building the "latin cross" because of its large circumference consisting
I think it's no problem to detect the border separating the two parts.