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INT Diamond Competition(IDC)

Posted: July 2nd, 2021, 5:43 am
by bibunsekibun
1.Compete to see how big a Diamond(45° Rotated Square) can be made with the stable pattern.
2.The Diamond must be completely filled. It looks like this in the figure;

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x = 45, y = 30, rule = B/S012345678
b2o3bo2bo10bo6b3o3b2o2b3o$o2bo2bobo11bo6bo2bobo2bobo2bo$o2bo2b2o12bo6b
3o2b4obo2bo$o2bo2bobo11bo6bo2bobo2bobo2bo$b2o3bo2bo10bo6b3o2bo2bob3o$
20bo$20bo$20bo$12bo7bo7bo12bo$3bo7b3o6bo6bobo10bobo$2b3o5b5o5bo5bo3bo
8b5o$3bo7b3o6bo4bo5bo6bob3obo$12bo7bo5bo3bo8b5o$20bo6bobo10bobo$20bo7b
o12bo$20bo$20bo$6bo13bo13bo$5b3o12bo12b3o$4b5o11bo11b5o$3b7o10bo11b5o$
2b9o9bo9b9o$b11o8bo8b11o$13o7bo7b13o$b11o8bo8b11o$2b9o9bo9b9o$3b7o10bo
11b5o$4b5o11bo11b5o$5b3o12bo12b3o$6bo13bo13bo!
3.Rule is INT only, LtL, Generations, and Rule Table cannot be used.
4.The initial pattern is as follows:

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x = 3, y = 3, rule = B3/S23
o$bo$2bo!
So Lets Gets Started it:

Code: Select all

x = 3, y = 3, rule = B2en3inqy4akr5-j6-e78/S23-a4aq5ai6-i78
o$bo$2bo!
F12,157,381
Tips:You can use B/S0123-i45-a6-c7e to see if the final pattern is a diamond.