User talk:GraemeMcRae: Difference between revisions
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Hello, I'm Graeme McRae. My web page is [http://mcraeclan.com mcraeclan.com]. I am drawing up some graphics that show all the various ways that four tetris pieces can exactly cover a 4x4 square. | Hello, I'm Graeme McRae. My web page is [http://mcraeclan.com mcraeclan.com]. I am drawing up some graphics that show all the various ways that four tetris pieces can exactly cover a 4x4 square. | ||
:Hey, welcome aboard. Drawing up 4x4 squares? Have you seen [[Square_Platforming|this]], though? [[User:65.6.70.210|65.6.70.210]] 01:01, 4 January 2007 (EST) | :Hey, welcome aboard. Drawing up 4x4 squares? Have you seen [[Square_Platforming|this]], though? [[User:65.6.70.210|65.6.70.210]] 01:01, 4 January 2007 (EST) | ||
::Very handy! I found 37 different ways to make golden (8) or silver (29) 4x4 boxes, up to rotation. I'm interested in the mathematical aspects of this, which might be of some interest here as well. | ::Very handy! I found 37 different ways to make golden (8) or silver (29) 4x4 boxes, up to rotation. I'm interested in the mathematical aspects of this, which might be of some interest here as well.[[User:GraemeMcRae|GraemeMcRae]] 07:12, 5 January 2007 (EST) | ||
Revision as of 12:12, 5 January 2007
Hello, I'm Graeme McRae. My web page is mcraeclan.com. I am drawing up some graphics that show all the various ways that four tetris pieces can exactly cover a 4x4 square.
- Hey, welcome aboard. Drawing up 4x4 squares? Have you seen this, though? 65.6.70.210 01:01, 4 January 2007 (EST)
- Very handy! I found 37 different ways to make golden (8) or silver (29) 4x4 boxes, up to rotation. I'm interested in the mathematical aspects of this, which might be of some interest here as well.GraemeMcRae 07:12, 5 January 2007 (EST)