It was 1993 when a Math teacher showed us guys a (new?) book that contained all possible Euclidic triangular constructions.
I was flashed then. The idea that you can just enlist all elements of a triangle (sides, angles, height, median lines...) and then just enlist all the possible constructions in a combinatorial way seemed powerful and closing to me. So recently I tried to find this book again.
Unfortunately, it seems difficult to find. I find many papers and books about triangles but not just the big list of all possible constructions.
Question: Do you know about this book containing all possible triangular constructions,
can you help me finding it?