% BinaryCounterSquare_unique.tiles
%   The original binary counter-based construction for NxN squares
%   made use of a blank tile that grew from different sides in
%   different locations.  This worked under T=2, but made for a
%   very common error mode under kTAM.  Here, each tile occurs with
%   a unique growth direction.  Unabated growth on final sides
%   is still a problem.
tile edges matches {{N E S W}*}
num tile types=29
num binding types=24
tile edges={
{16 1 24 0}(red)
{5 2 24 1}(red4)
{6 3 24 2}(red3)
{5 4 17 3}(red2)
{19 7 7 4}(red1)
{17 7 7 9}
{24 9 17 24}
{7 7 7 7}[2](pink1)
{8 8 8 8}[2](pink2)
{9 7 7 18}
{8 18 9 8}
{5 12 5 12}(blue3)
{6 12 6 12}(green)
{5 10 6 10}(blue2)
{6 10 5 11}(green2)
{6 11 6 11}(green3)
{5 11 5 11}(blue1)
{20 8 13 12}
{21 8 14 12}
{13 18 19 10}
{13 8 21 10}
{14 8 20 11}
{15 12 22 0}
{16 12 23 0}
{0 10 16 0}
{23 10 15 0}
{22 11 15 0}
{23 11 16 0}
{24 24 24 24}(tan)
}
binding strengths=
{2  2  2  2  1   1 1 1 1 1  1 1 1 1 1  1 2  2  2  2   2  2  2   1}
%translated from tiles.el using:
%12 23 34 45 0   1 o p b c  n x r R l  L AA aa ZZ rr  RR ll LL  lower_left_uniqueness
size=64
block=10
seed=50,15,1 
update_rate=5000
Gse=12.2
Gmc=24