Tetris

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	asian_gangsta
Tags	author:asian_gangsta bitesized n-art rated
Created	2006-08-28
Last Modified	2006-08-28
Rating	4 by 25 people.
Map Data	$Tetris#asian_gangsta#none#11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111000000000000111111111110000000000001111111111100000000000011111111111000000000000111111111110000000000001111111111100000000000011111111111000000000000111111111110000000000001111111111100000000000011111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111\|1^228,60!1^252,60!1^276,60!1^300,60!1^324,60!1^348,60!1^372,60!1^396,60!1^420,60!1^420,84!1^396,84!1^372,84!1^348,84!1^324,84!1^300,84!1^276,84!1^252,84!1^228,84!1^228,108!1^252,108!1^276,108!1^300,108!1^324,108!1^348,108!1^372,108!1^396,108!1^420,108!1^420,132!1^396,132!1^372,132!1^348,132!1^324,132!1^300,132!1^276,132!1^252,132!1^228,132!1^228,156!1^252,156!1^276,156!1^300,156!1^324,156!1^348,156!1^372,156!1^396,156!1^420,156!1^420,180!1^396,180!1^372,180!1^348,180!1^324,180!1^300,180!1^276,180!1^252,180!1^228,180!1^228,204!1^252,204!1^276,204!1^300,204!1^324,204!1^348,204!1^372,204!1^396,204!1^420,204!1^420,228!1^396,228!1^372,228!1^348,228!1^324,228!1^300,228!1^276,228!1^252,228!1^228,228!1^228,252!1^252,252!1^276,252!1^300,252!1^324,252!1^348,252!1^372,252!1^396,252!1^420,252!1^420,276!1^396,276!1^372,276!1^348,276!1^324,276!1^300,276!1^276,276!1^252,276!1^228,276!1^228,300!1^252,300!1^276,300!1^300,300!1^324,300!1^348,300!1^372,300!1^396,300!1^420,300!1^420,324!1^396,324!1^372,324!1^348,324!1^324,324!1^300,324!1^276,324!1^252,324!1^228,324!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!1^300,108!1^324,108!6^300,156,5,0,0,1!6^324,156,5,0,0,1!1^300,132!1^324,132!6^300,180,5,0,0,1!6^324,180,5,0,0,1!1^300,156!1^324,156!6^300,204,5,0,0,1!6^324,204,5,0,0,1!1^300,180!1^324,180!6^300,228,5,0,0,1!6^324,228,5,0,0,1!1^300,204!6^300,252,5,0,0,1!6^324,252,5,0,0,1!1^300,228!1^324,228!6^300,276,5,0,0,1!6^324,276,5,0,0,1!1^300,252!1^324,252!6^300,300,5,0,0,1!6^324,300,5,0,0,1!1^300,276!1^324,276!6^300,324,5,0,0,1!6^324,324,5,0,0,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!1^300,132!1^324,108!6^348,132,5,0,1,1!6^372,108,5,0,1,1!1^324,132!1^348,108!6^372,132,5,0,1,1!6^396,108,5,0,1,1!1^396,108!1^372,108!1^348,132!6^348,156,5,0,1,1!6^372,156,5,0,1,1!6^396,132,5,0,1,1!1^396,132!1^372,132!1^348,156!6^348,180,5,0,1,1!6^372,180,5,0,1,1!6^396,156,5,0,1,1!1^348,180!1^372,156!1^396,156!6^348,204,5,0,1,1!6^372,204,5,0,1,1!6^396,180,5,0,1,1!1^348,204!1^372,180!1^396,180!6^348,228,5,0,1,1!6^372,228,5,0,1,1!6^396,204,5,0,1,1!1^348,228!1^372,204!1^396,204!6^348,252,5,0,1,1!6^372,252,5,0,1,1!6^396,228,5,0,1,1!1^348,252!1^372,228!1^396,228!6^348,276,5,0,1,1!6^372,276,5,0,1,1!6^396,252,5,0,1,1!1^348,276!1^372,252!1^396,252!6^348,300,5,0,1,1!6^372,300,5,0,1,1!6^396,276,5,0,1,1!1^348,300!1^372,276!1^396,276!6^348,324,5,0,1,1!6^372,324,5,0,1,1!6^396,300,5,0,1,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!1^348,132!1^324,108!6^276,132,5,0,2,1!6^300,108,5,0,2,1!1^300,108!1^324,132!6^252,132,5,0,2,1!6^276,108,5,0,2,1!1^276,108!1^300,132!6^228,132,5,0,2,1!6^252,108,5,0,2,1!1^228,132!1^252,108!1^276,132!6^228,156,5,0,2,1!6^252,156,5,0,2,1!6^276,156,5,0,2,1!1^228,156!1^252,132!1^276,156!6^228,180,5,0,2,1!6^252,180,5,0,2,1!6^276,180,5,0,2,1!1^228,180!1^252,156!1^276,180!6^228,204,5,0,2,1!6^252,204,5,0,2,1!6^276,204,5,0,2,1!1^228,204!1^252,180!1^276,204!6^228,228,5,0,2,1!6^252,228,5,0,2,1!6^276,228,5,0,2,1!1^228,228!1^252,204!1^276,228!6^228,252,5,0,2,1!6^252,252,5,0,2,1!6^276,252,5,0,2,1!1^228,252!1^252,228!1^276,252!6^228,276,5,0,2,1!6^252,276,5,0,2,1!6^276,276,5,0,2,1!1^228,276!1^252,252!1^276,276!6^228,300,5,0,2,1!6^252,300,5,0,2,1!6^276,300,5,0,2,1!1^228,300!1^252,276!1^276,300!6^228,324,5,0,2,1!6^252,324,5,0,2,1!6^276,324,5,0,2,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!1^348,108!1^300,132!6^276,108,5,0,0,1!6^276,132,5,0,0,1!1^276,108!1^300,108!1^324,108!6^276,156,5,0,0,1!6^300,132,5,0,0,1!6^324,132,5,0,0,1!1^276,132!1^300,132!1^324,132!6^276,180,5,0,0,1!6^300,156,5,0,0,1!6^324,156,5,0,0,1!1^276,156!1^300,156!1^324,156!6^276,204,5,0,0,1!6^300,180,5,0,0,1!6^324,180,5,0,0,1!1^276,180!1^300,180!1^324,204!1^324,180!6^276,228,5,0,0,1!6^300,204,5,0,0,1!6^324,204,5,0,0,1!1^276,204!1^300,204!1^324,204!6^276,252,5,0,0,1!6^300,228,5,0,0,1!6^324,228,5,0,0,1!1^276,228!1^300,228!1^324,228!6^276,276,5,0,0,1!6^300,252,5,0,0,1!6^324,252,5,0,0,1!1^276,252!1^300,252!1^324,252!6^276,300,5,0,0,1!6^300,276,5,0,0,1!6^324,276,5,0,0,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!1^324,132!1^348,132!6^324,84,5,0,1,1!6^300,132,5,0,1,1!1^324,84!1^324,108!1^300,132!6^276,132,5,0,1,1!6^276,108,5,0,1,1!6^300,84,5,0,1,1!1^276,132!1^300,108!1^300,84!6^252,132,5,0,1,1!6^252,108,5,0,1,1!6^276,84,5,0,1,1!1^252,132!1^276,108!1^276,84!6^228,132,5,0,1,1!6^228,108,5,0,1,1!6^252,84,5,0,1,1!1^228,108!1^252,84!6^228,156,5,0,1,1!6^252,132,5,0,1,1!1^228,132!1^252,108!6^228,180,5,0,1,1!6^252,156,5,0,1,1!1^228,156!1^252,132!6^228,204,5,0,1,1!6^252,180,5,0,1,1!1^228,180!1^252,156!6^228,228,5,0,1,1!6^252,204,5,0,1,1!1^228,204!1^252,180!6^228,252,5,0,1,1!6^252,228,5,0,1,1!1^228,228!1^252,204!6^228,276,5,0,1,1!6^252,252,5,0,1,1!1^228,252!1^252,228!6^228,300,5,0,1,1!6^252,276,5,0,1,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!1^324,84!1^324,108!1^324,132!1^324,156!6^348,84,5,0,2,1!6^348,108,5,0,2,1!6^348,132,5,0,2,1!6^348,156,5,0,2,1!1^348,84!1^348,108!1^348,132!1^348,156!6^372,84,5,0,2,1!6^372,108,5,0,2,1!6^372,132,5,0,2,1!6^372,156,5,0,2,1!1^372,84!1^372,108!1^372,132!1^372,156!6^396,84,5,0,2,1!6^396,108,5,0,2,1!6^396,132,5,0,2,1!6^396,156,5,0,2,1!1^396,84!1^396,108!1^396,132!1^396,156!6^420,84,5,0,2,1!6^420,108,5,0,2,1!6^420,132,5,0,2,1!6^420,156,5,0,2,1!1^420,84!6^420,180,5,0,2,1!1^420,108!6^420,204,5,0,2,1!1^420,132!6^420,228,5,0,2,1!1^420,156!6^420,252,5,0,2,1!1^420,180!6^420,276,5,0,2,1!1^420,204!6^420,300,5,0,2,1!1^420,228!6^420,324,5,0,2,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!1^300,132!1^300,108!6^324,132,5,0,0,1!6^372,108,5,0,0,1!1^324,108!1^324,132!6^348,132,5,0,0,1!6^396,108,5,0,0,1!1^348,108!1^372,108!1^396,108!6^348,156,5,0,0,1!6^372,132,5,0,0,1!6^396,132,5,0,0,1!1^348,132!1^372,132!1^396,132!6^348,180,5,0,0,1!6^372,156,5,0,0,1!6^396,156,5,0,0,1!1^348,156!1^372,156!1^396,156!6^348,204,5,0,0,1!6^372,180,5,0,0,1!6^396,180,5,0,0,1!1^348,180!1^372,180!1^396,180!6^348,228,5,0,0,1!6^372,204,5,0,0,1!6^396,204,5,0,0,1!1^348,204!1^372,204!1^396,204!6^348,252,5,0,0,1!6^372,228,5,0,0,1!6^396,228,5,0,0,1!1^348,228!1^372,228!1^396,228!6^348,276,5,0,0,1!6^372,252,5,0,0,1!6^396,252,5,0,0,1!1^348,252!1^372,252!1^396,252!6^348,300,5,0,0,1!6^372,276,5,0,0,1!6^396,276,5,0,0,1!1^228,276!1^252,276!1^276,276!1^300,276!1^324,276!1^348,276!1^372,276!1^396,276!1^420,276!1^420,300!1^396,300!1^372,300!1^348,300!1^324,300!1^300,300!1^276,300!1^252,300!1^228,300!1^252,252!1^420,252!6^252,276,5,0,1,1!6^420,276,5,0,2,1!1^252,276!1^420,276!6^252,300,5,0,1,1!6^420,300,5,0,2,1#
Description	moving N Art. unfinished game of Tetris. i've never actually played this game, but i have seen it played. tell me if there's anything i should change/fix. i messed up a little. maybe i'll finish it later. maybe you can finish it for me. uhh... my bad. i forgot to mention it's based off of P_S's "N Snake" http://numa.notdot.net/map/47405

Other maps by this author


Walking Through Thwump	5 Spikes	DejaBlue	01-2 Deja Vu	Go with the Flow	yahoozy_Style

Love it, new idea and very cool, must have taken ages. Amazing. The only problem was the zap drone just hanging for a while and the fact that the pieces flicker as they move, but the latter can't be helped. Well done.

nman2321

2007-03-20

DAMN

first i gave you a 2.5 then i saw the loading effect and now i hate myself "BANG" now im dead because i hate myself so much from doing that

Renegade

2007-03-19

4.5

This is great, but there is one little mistake, the hanging drone (that cost you 0.5 points from me). Apart from that, it's brilliant. I'm not a fan of DDA's, but this one is really good.

Gforce20

2007-03-18

Dude!

That is the coolest loading effect I've seen in my life!! I'd give it a 10/5 if the system allowed it!

AsTimeFliesBy

2007-03-08

...

Maybe I should've resubed this under my new account...

usaswim

2007-03-07

@romanic

WOW that is so cool! I got to 2000!

usaswim

2007-03-07

SWEET!!!

@fruji
So how come you didn't make it then? You're just jealous.

5aved. It's pretty cool how you did it. I never thought of making something like this :) Now try to make it without the bounce blocks xD

10tacle

2007-03-07

sweet

AsTimeFliesBy

2007-03-07

Er..

It looks all fuzzy.

romaniac

2007-03-07

oh yeah!

Now THIS is how to play tetris
http://www.lutanho.net/play/magiceyetetris.html
wacked up game
i made it to level 2

AsTimeFliesBy

2007-03-06

Huh.

Top rated agains.

AsTimeFliesBy

2007-01-24

Funny how you accused me of multi-accounting

(which I did) when you got /caught/ multi-account. (I did the right thing by confessing.)

AsTimeFliesBy

2006-12-02

http://metanet.2.forumer.com/index.php?showtopic=14145

MaximumRide

2006-12-02

so you mulit account do you

AsTimeFliesBy

2006-12-01

damn.

I'm on top rated.

asian_gangsta

2006-11-11

again

what i said to him.

Silky

2006-11-07

Mmm.

Fruji has a point. I mean, this is good, but it just doesn't seem like a 5 to me =/ 4/5.

asian_gangsta

2006-11-06

no prob

but i'd like to see you make something better

Fruji

2006-11-03

Hm...

Sure, it was an original idea, but i think that this map is WAY overrated. I could do something like this and i've just started N. Sorry bro; 3.5

Fruji

2006-11-03

Hm...

Sure, it was an original idea, but i think that this map is WAY overrated. I could do something like this and i've just started N. Sorry bro; 3.5

no_common_sense

2006-11-01

good

but not perfect, very nice though, 4.5/5

Yasmaster

2006-11-01

How...

Did you make them move when loading? Thats the weirdest thing Ive seen in N history... 5/5

7jinx7

2006-10-17

OUTSTANDING!

nuf sed

asian_gangsta

2006-10-13

thanks alot deja

lol

dejablue4

2006-10-13

bite

yum :)

BLUESABBETH

2006-10-03

nice

acely done mate

paulgummerson

2006-09-27

DUDE THATS COOL

5aved

luminaflare

2006-09-14

TETRIS FTW

tetris is the sh*t! 5'd

RincewindSW

2006-09-03

Tetris is the greatest

http://jayisgames.com/archives/2003/10/tetris_splash.php Play it for 5 minutes, please!

I can't believe you made an N art of it without having played it. Never mind, this is too amazing to complain. 5aved.

IndianSummer

2006-08-28

Tried to finish it, but looks like it lags ???

11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111000000000000111111111110000000000001111111111100000000000011111111111000000000000111111111110000000000001111111111100000000000011111111111000000000000111111111110000000000001111111111100000000000011111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111|1^228,60!1^252,60!1^276,60!1^300,60!1^324,60!1^348,60!1^372,60!1^396,60!1^420,60!1^420,84!1^396,84!1^372,84!1^348,84!1^324,84!1^300,84!1^276,84!1^252,84!1^228,84!1^228,108!1^252,108!1^276,108!1^300,108!1^324,108!1^348,108!1^372,108!1^396,108!1^420,108!1^420,132!1^396,132!1^372,132!1^348,132!1^324,132!1^300,132!1^276,132!1^252,132!1^228,132!1^228,156!1^252,156!1^276,156!1^300,156!1^324,156!1^348,156!1^372,156!1^396,156!1^420,156!1^420,180!1^396,180!1^372,180!1^348,180!1^324,180!1^300,180!1^276,180!1^252,180!1^228,180!1^228,204!1^252,204!1^276,204!1^300,204!1^324,204!1^348,204!1^372,204!1^396,204!1^420,204!1^420,228!1^396,228!1^372,228!1^348,228!1^324,228!1^300,228!1^276,228!1^252,228!1^228,228!1^228,252!1^252,252!1^276,252!1^300,252!1^324,252!1^348,252!1^372,252!1^396,252!1^420,252!1^420,276!1^396,276!1^372,276!1^348,276!1^324,276!1^300,276!1^276,276!1^252,276!1^228,276!1^228,300!1^252,300!1^276,300!1^300,300!1^324,300!1^348,300!1^372,300!1^396,300!1^420,300!1^420,324!1^396,324!1^372,324!1^348,324!1^324,324!1^300,324!1^276,324!1^252,324!1^228,324!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^324,132,5,0,0,1!6^300,132,5,0,0,1!1^300,108!1^324,108!6^300,156,5,0,0,1!6^324,156,5,0,0,1!1^300,132!1^324,132!6^300,180,5,0,0,1!6^324,180,5,0,0,1!1^300,156!1^324,156!6^300,204,5,0,0,1!6^324,204,5,0,0,1!1^300,180!1^324,180!6^300,228,5,0,0,1!6^324,228,5,0,0,1!1^300,204!6^300,252,5,0,0,1!6^324,252,5,0,0,1!1^300,228!1^324,228!6^300,276,5,0,0,1!6^324,276,5,0,0,1!1^300,252!1^324,252!6^300,300,5,0,0,1!6^324,300,5,0,0,1!1^300,276!1^324,276!6^300,324,5,0,0,1!6^324,324,5,0,0,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^348,108,5,0,1,1!6^348,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^300,132,5,0,1,1!1^300,132!1^324,108!6^348,132,5,0,1,1!6^372,108,5,0,1,1!1^324,132!1^348,108!6^372,132,5,0,1,1!6^396,108,5,0,1,1!1^396,108!1^372,108!1^348,132!6^348,156,5,0,1,1!6^372,156,5,0,1,1!6^396,132,5,0,1,1!1^396,132!1^372,132!1^348,156!6^348,180,5,0,1,1!6^372,180,5,0,1,1!6^396,156,5,0,1,1!1^348,180!1^372,156!1^396,156!6^348,204,5,0,1,1!6^372,204,5,0,1,1!6^396,180,5,0,1,1!1^348,204!1^372,180!1^396,180!6^348,228,5,0,1,1!6^372,228,5,0,1,1!6^396,204,5,0,1,1!1^348,228!1^372,204!1^396,204!6^348,252,5,0,1,1!6^372,252,5,0,1,1!6^396,228,5,0,1,1!1^348,252!1^372,228!1^396,228!6^348,276,5,0,1,1!6^372,276,5,0,1,1!6^396,252,5,0,1,1!1^348,276!1^372,252!1^396,252!6^348,300,5,0,1,1!6^372,300,5,0,1,1!6^396,276,5,0,1,1!1^348,300!1^372,276!1^396,276!6^348,324,5,0,1,1!6^372,324,5,0,1,1!6^396,300,5,0,1,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!6^300,132,5,0,2,1!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^324,108,5,0,2,1!1^348,132!1^324,108!6^276,132,5,0,2,1!6^300,108,5,0,2,1!1^300,108!1^324,132!6^252,132,5,0,2,1!6^276,108,5,0,2,1!1^276,108!1^300,132!6^228,132,5,0,2,1!6^252,108,5,0,2,1!1^228,132!1^252,108!1^276,132!6^228,156,5,0,2,1!6^252,156,5,0,2,1!6^276,156,5,0,2,1!1^228,156!1^252,132!1^276,156!6^228,180,5,0,2,1!6^252,180,5,0,2,1!6^276,180,5,0,2,1!1^228,180!1^252,156!1^276,180!6^228,204,5,0,2,1!6^252,204,5,0,2,1!6^276,204,5,0,2,1!1^228,204!1^252,180!1^276,204!6^228,228,5,0,2,1!6^252,228,5,0,2,1!6^276,228,5,0,2,1!1^228,228!1^252,204!1^276,228!6^228,252,5,0,2,1!6^252,252,5,0,2,1!6^276,252,5,0,2,1!1^228,252!1^252,228!1^276,252!6^228,276,5,0,2,1!6^252,276,5,0,2,1!6^276,276,5,0,2,1!1^228,276!1^252,252!1^276,276!6^228,300,5,0,2,1!6^252,300,5,0,2,1!6^276,300,5,0,2,1!1^228,300!1^252,276!1^276,300!6^228,324,5,0,2,1!6^252,324,5,0,2,1!6^276,324,5,0,2,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!1^348,108!1^300,132!6^276,108,5,0,0,1!6^276,132,5,0,0,1!1^276,108!1^300,108!1^324,108!6^276,156,5,0,0,1!6^300,132,5,0,0,1!6^324,132,5,0,0,1!1^276,132!1^300,132!1^324,132!6^276,180,5,0,0,1!6^300,156,5,0,0,1!6^324,156,5,0,0,1!1^276,156!1^300,156!1^324,156!6^276,204,5,0,0,1!6^300,180,5,0,0,1!6^324,180,5,0,0,1!1^276,180!1^300,180!1^324,204!6^276,228,5,0,0,1!6^300,204,5,0,0,1!6^324,204,5,0,0,1!1^276,204!1^300,204!1^324,204!6^276,252,5,0,0,1!6^300,228,5,0,0,1!6^324,228,5,0,0,1!1^276,228!1^300,228!1^324,228!6^276,276,5,0,0,1!6^300,252,5,0,0,1!6^324,252,5,0,0,1!1^276,252!1^300,252!1^324,252!6^276,300,5,0,0,1!6^300,276,5,0,0,1!6^324,276,5,0,0,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,132,5,0,1,1!6^324,132,5,0,1,1!6^324,108,5,0,1,1!6^300,108,5,0,1,1!6^300,108,5,0,1,1!6^324,108,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!1^324,132!1^348,132!6^324,84,5,0,1,1!6^300,132,5,0,1,1!1^324,84!1^324,108!1^300,132!6^276,132,5,0,1,1!6^276,108,5,0,1,1!6^300,84,5,0,1,1!1^276,132!1^300,108!1^300,84!6^252,132,5,0,1,1!6^252,108,5,0,1,1!6^276,84,5,0,1,1!1^252,132!1^276,108!1^276,84!6^228,132,5,0,1,1!6^228,108,5,0,1,1!6^252,84,5,0,1,1!1^228,108!1^252,84!6^228,156,5,0,1,1!6^252,132,5,0,1,1!1^228,132!1^252,108!6^228,180,5,0,1,1!6^252,156,5,0,1,1!1^228,156!1^252,132!6^228,204,5,0,1,1!6^252,180,5,0,1,1!1^228,180!1^252,156!6^228,228,5,0,1,1!6^252,204,5,0,1,1!1^228,204!1^252,180!6^228,252,5,0,1,1!6^252,228,5,0,1,1!1^228,228!1^252,204!6^228,276,5,0,1,1!6^252,252,5,0,1,1!1^228,252!1^252,228!6^228,300,5,0,1,1!6^252,276,5,0,1,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!6^324,84,5,0,2,1!6^324,108,5,0,2,1!6^324,132,5,0,2,1!6^324,156,5,0,2,1!6^324,156,5,0,2,1!6^324,132,5,0,2,1!6^324,108,5,0,2,1!6^324,84,5,0,2,1!1^324,84!1^324,108!1^324,132!1^324,156!6^348,84,5,0,2,1!6^348,108,5,0,2,1!6^348,132,5,0,2,1!6^348,156,5,0,2,1!1^348,84!1^348,108!1^348,132!1^348,156!6^372,84,5,0,2,1!6^372,108,5,0,2,1!6^372,132,5,0,2,1!6^372,156,5,0,2,1!1^372,84!1^372,108!1^372,132!1^372,156!6^396,84,5,0,2,1!6^396,108,5,0,2,1!6^396,132,5,0,2,1!6^396,156,5,0,2,1!1^396,84!1^396,108!1^396,132!1^396,156!6^420,84,5,0,2,1!6^420,108,5,0,2,1!6^420,132,5,0,2,1!6^420,156,5,0,2,1!1^420,84!6^420,180,5,0,2,1!1^420,108!6^420,204,5,0,2,1!1^420,132!6^420,228,5,0,2,1!1^420,156!6^420,252,5,0,2,1!1^420,180!6^420,276,5,0,2,1!1^420,204!6^420,300,5,0,2,1!1^420,228!6^420,324,5,0,2,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^300,132,5,0,0,1!6^300,108,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,108,5,0,0,1!6^324,108,5,0,0,1!6^300,108,5,0,0,1!6^300,132,5,0,0,1!1^300,132!1^300,108!6^324,132,5,0,0,1!6^372,108,5,0,0,1!1^324,108!1^324,132!6^348,132,5,0,0,1!6^396,108,5,0,0,1!1^348,108!1^372,108!1^396,108!6^348,156,5,0,0,1!6^372,132,5,0,0,1!6^396,132,5,0,0,1!1^348,132!1^372,132!1^396,132!6^348,180,5,0,0,1!6^372,156,5,0,0,1!6^396,156,5,0,0,1!1^348,156!1^372,156!1^396,156!6^348,204,5,0,0,1!6^372,180,5,0,0,1!6^396,180,5,0,0,1!1^348,180!1^372,180!1^396,180!6^348,228,5,0,0,1!6^372,204,5,0,0,1!6^396,204,5,0,0,1!1^348,204!1^372,204!1^396,204!6^348,252,5,0,0,1!6^372,228,5,0,0,1!6^396,228,5,0,0,1!1^348,228!1^372,228!1^396,228!6^348,276,5,0,0,1!6^372,252,5,0,0,1!6^396,252,5,0,0,1!1^348,252!1^372,252!1^396,252!6^348,300,5,0,0,1!6^372,276,5,0,0,1!6^396,276,5,0,0,1!1^228,276!1^252,276!1^276,276!1^300,276!1^324,276!1^348,276!1^372,276!1^396,276!1^420,276!1^420,300!1^396,300!1^372,300!1^348,300!1^324,300!1^300,300!1^276,300!1^252,300!1^228,300!1^252,252!1^420,252!6^252,276,5,0,1,1!6^420,276,5,0,2,1!1^252,276!1^420,276!6^252,300,5,0,1,1!6^420,300,5,0,2,1!1^324,180!6^324,132,5,0,2,1!6^348,132,5,0,2,1!6^372,132,5,0,2,1!6^372,156,5,0,2,1!1^324,132!1^348,132!1^372,132!1^372,156!6^348,132,5,0,2,1!6^372,132,5,0,2,1!6^396,132,5,0,2,1!6^396,156,5,0,2,1!1^348,132!1^372,132!1^396,132!1^396,156!6^348,156,5,0,2,1!6^372,156,5,0,2,1!6^396,156,5,0,2,1!6^396,180,5,0,2,1!1^348,156!1^372,156!1^396,156!1^396,180!6^348,180,5,0,2,1!6^372,180,5,0,2,1!6^396,180,5,0,2,1!1^348,180!1^372,180!1^396,180!6^348,204,5,0,2,1!6^372,204,5,0,2,1!6^396,204,5,0,2,1!6^396,228,5,0,2,1!1^348,204!1^372,204!1^396,204!1^396,228!6^348,228,5,0,2,1!6^372,228,5,0,2,1!6^396,228,5,0,2,1!6^396,252,5,0,2,1!1^348,228!1^372,228!1^396,228!1^396,252!6^348,252,5,0,2,1!6^372,252,5,0,2,1!6^396,252,5,0,2,1!6^396,276,5,0,2,1!1^348,252!1^372,252!1^396,252!1^396,276!6^348,276,5,0,2,1!6^372,276,5,0,2,1!6^396,276,5,0,2,1!6^396,300,5,0,2,1!1^348,276!1^372,276!1^396,276!1^396,300!6^348,300,5,0,2,1!6^372,300,5,0,2,1!6^396,300,5,0,2,1!6^396,324,5,0,2,1!0^204,108!0^204,132!6^300,132,5,0,1,1!6^324,132,5,0,1,1!6^348,132,5,0,1,1!6^348,108,5,0,1,1!1^348,108!1^348,132!1^324,132!1^300,132!6^324,132,5,0,1,1!6^300,132,5,0,1,1!6^276,132,5,0,1,1!6^324,108,5,0,1,1!1^324,108!1^324,132!1^300,132!1^276,132!6^276,156,5,0,1,1!6^300,156,5,0,1,1!6^324,156,5,0,1,1!6^324,132,5,0,1,1!1^324,132!1^324,156!1^300,156!1^276,156!6^276,180,5,0,1,1!6^300,180,5,0,1,1!6^324,180,5,0,1,1!6^324,156,5,0,1,1!1^324,156!1^324,180!1^300,180!1^276,180!6^276,204,5,0,1,1!6^300,204,5,0,1,1!6^324,204,5,0,1,1!6^324,180,5,0,1,1!1^324,180!1^324,204!1^300,204!1^276,204!6^276,228,5,0,1,1!6^300,228,5,0,1,1!6^324,228,5,0,1,1!6^324,204,5,0,1,1!1^324,204!1^324,228!1^300,228!1^276,228!6^276,252,5,0,1,1!6^300,252,5,0,1,1!6^324,252,5,0,1,1!6^324,228,5,0,1,1!1^324,228!1^324,252!1^300,252!1^276,252!6^276,276,5,0,1,1!6^300,276,5,0,1,1!6^324,276,5,0,1,1!6^324,252,5,0,1,1!1^324,252!1^324,276!1^300,276!1^276,276!6^276,300,5,0,1,1!6^300,300,5,0,1,1!6^324,300,5,0,1,1!6^324,276,5,0,1,1!6^324,84,5,0,0,1!6^324,108,5,0,0,1!6^348,108,5,0,0,1!6^348,132,5,0,0,1!1^324,84!1^324,108!1^348,108!1^348,132!6^300,108,5,0,0,1!6^300,132,5,0,0,1!6^324,132,5,0,0,1!6^324,156,5,0,0,1!1^300,108!1^300,132!1^324,132!1^324,156!6^300,132,5,0,0,1!6^300,156,5,0,0,1!6^324,156,5,0,0,1!6^324,180,5,0,0,1!1^300,132!1^300,156!1^324,156!1^324,180!6^300,156,5,0,0,1!6^300,180,5,0,0,1!6^324,180,5,0,0,1!6^324,204,5,0,0,1!1^300,156!1^300,180!1^324,180!1^324,204!6^300,180,5,0,0,1!6^300,204,5,0,0,1!6^324,204,5,0,0,1!6^324,228,5,0,0,1!1^300,180!1^300,204!1^324,204!1^324,228!6^300,204,5,0,0,1!6^300,228,5,0,0,1!6^324,228,5,0,0,1!6^324,252,5,0,0,1

ska

2006-08-28

4/5

not new, and it wasn't perfect either. Still pretty damn neat. I've used to have it on my mobile phone too.

mc_george

2006-08-28

I love tetris

And I love this map too. I know it would have been hard, but it would be even better if were longer. Wasn't surprised it's hit the top rated N Arts. 5aved

asian_gangsta

2006-08-28

lol

did you purposely do that?

turtles

2006-08-28

oops

it *slipped* to 5/5

silly me!

turtles

2006-08-28

tetris is great

I first saw it played on a PS1, i think

then i saw it played on everything imagineable

4.5/5

cool

asian_gangsta

2006-08-28

must be a really old game then

'eh? the few times i watched someone play it, it seemed pretty boring. i dunno, i might try it, but i'm too adicted to N though.
@xdude: you know how when you place objects and then enter debug mode, the objects load in the order you placed them? you do that. i'm sure you're smart enough to figure it out. lol

traction

2006-08-28

that's pretty cool though.

traction

2006-08-28

UHH...

tetris is the most ported game of ALL TIME. you can play it on virtually any gaming system. look it up. download one of 100's of versions for the pc..

xdude_

2006-08-28

WOW!

5aved, frickin awesome!!! How the heck did you do that...

dejablue4

2006-08-28

wow

thats an amazing n-art... very creative, i doubt its been done before... i think this is a 5/5... just make it longer and itll be perfect

Previous 40 comments