The quick race

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	Jak_a
Tags	author:jak_a dda rated
Created	2007-06-06
Rating	1 by 5 people.
Map Data	$The quick race#Jak_a#none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|5^372,492!10^60,396!7^180,396,2!0^156,396!7^468,516,3!12^300,180!0^270,516!0^258,528!0^258,504!0^240,276!0^240,300!0^252,288!0^228,288!1^84,276!1^72,252!1^84,228!0^108,144!12^72,300!4^180,570,1!12^420,360!2^300,516,-1,0!2^288,516,-1,0!2^276,516,-1,0!2^108,564,-1,0!2^36,564,0,-1!0^36,564!0^36,564!0^36,564!0^36,564!0^36,564!9^396,540,0,0,17,20,1,-1,0!9^396,540,0,0,17,20,1,0,0!9^36,564,0,0,17,19,1,-1,0!9^36,564,0,0,17,19,1,0,0!2^36,540,0.707106781186547,-0.707106781186547!2^48,528,0.707106781186547,-0.707106781186547!2^204,564,1,0!2^216,564,1,0!2^240,564,1,0!2^228,564,1,0!2^252,564,1,0!2^276,564,1,0!2^300,564,1,0!2^324,564,1,0!2^360,564,1,0!2^396,564,0,-1!0^396,564!0^396,564!0^396,564!2^384,540,-1,0!2^372,540,-1,0!2^360,540,-1,0!2^348,540,-1,0!2^324,540,-1,0!2^300,540,-1,0!2^276,540,-1,0!2^252,540,-1,0!2^228,540,0,-1!2^156,444,-1,0!2^132,444,-1,0!2^120,444,-1,0!2^108,444,-1,0!2^60,444,-1,0!2^48,444,-1,0!2^36,420,0,-1!2^36,408,0,-1!2^36,396,0,-1!2^60,372,1,0!7^108,396,2!0^108,396!0^120,396!0^168,396!0^180,396!0^192,396!0^204,396!0^216,396!0^228,408!0^228,420!0^240,420!0^252,420!0^264,420!0^300,420!0^288,420!0^312,420!0^324,420!0^336,420!0^360,420!0^348,420!0^372,420!0^384,420!0^396,420!0^408,420!0^420,420!0^420,408!0^420,396!0^432,384!0^444,372!0^456,372!0^468,372!0^468,444!2^264,516,-1,0!2^204,516,-1,0!2^108,468,1,0!2^120,468,1,0!2^144,468,1,0!2^252,468,1,0!2^276,444,0,-1!2^276,396,0,-1!2^300,468,1,0!2^324,468,1,0!2^348,468,1,0!2^396,480,1,0!2^468,492,0,-1!9^468,444,0,1,18,15,0,-1,0!12^420,372!12^408,360!12^408,372!12^408,384!9^336,564,1,0,9,21,1,0,-1!9^336,564,1,0,10,21,1,0,-1!9^336,564,1,0,11,21,1,0,-1!9^348,564,0,0,13,20,1,-1,0!9^372,564,1,0,12,21,1,0,0!9^120,396,0,1,11,19,0,0,0!0^120,396!9^228,420,1,1,11,19,0,0,0!0^228,420!2^180,564,1,0!2^396,420,-1,0!2^372,420,-1,0!2^348,420,-1,0!2^324,420,-1,0!2^252,420,-1,0!2^204,396,-1,0!2^180,396,-1,0!2^156,396,-1,0!2^132,396,-1,0!2^108,396,-1,0!9^216,408,0,1,3,16,0,-1,0!0^216,408!9^48,564,1,1,12,20,0,0,-1!9^60,564,1,1,13,20,0,0,-1!9^72,564,1,1,14,20,0,0,-1!0^72,564!0^60,564!0^48,564!0^36,564!0^336,564!0^348,564!0^360,564!0^372,564!0^384,564!0^396,552!0^384,540!0^372,540!0^360,540!0^348,540!0^336,540!0^336,540!0^324,540!0^324,564!12^300,492!0^276,420!2^300,420,-1,0!0^300,420!0^300,420!0^300,420!2^240,468,1,0!9^84,372,0,1,4,18,0,-1,0!9^48,372,1,1,4,18,0,0,0!9^84,396,1,1,5,18,0,0,0!9^84,420,1,1,6,18,0,0,0!9^300,420,0,0,12,17,1,-1,0!2^276,468,0,-1!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!9^276,468,0,1,11,19,0,-1,0!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!9^36,564,0,1,8,21,0,-1,0!2^108,516,1,0!2^132,516,1,0!2^84,516,1,0!0^180,564!0^180,564!0^180,564!0^180,564!0^180,564!0^180,564!2^228,492,-1,0!2^204,492,0,-1!2^204,444,-1,0!2^180,444,-1,0!2^168,468,1,0!2^180,468,1,0!2^228,468,1,0!0^204,444!0^204,444!0^204,492!9^276,468,1,0,11,18,1,0,0!9^276,468,1,0,11,18,1,0,-1!9^276,468,1,0,11,16,1,0,0!9^276,468,1,0,11,16,1,0,-1!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!0^276,468!8^468,564,3!0^468,492!0^468,492!8^516,420,2!8^516,396,2!12^492,396!12^492,408!12^492,420!8^708,564,3!8^684,564,3!8^660,564,3!8^636,564,3!8^612,564,3!8^588,564,3!8^564,564,3!8^540,564,3!8^708,468,1!8^684,468,1!8^660,468,1!8^636,468,1!8^612,468,1!8^588,468,1!8^564,468,1!8^540,468,1!2^672,516,-1,0!2^648,516,-1,0!2^600,516,-1,0!2^576,516,-1,0!2^552,516,-1,0!2^744,516,-1,0!2^720,516,-1,0!2^516,504,0,-1!2^516,468,0,-1!2^576,420,1,0!2^600,420,1,0!2^636,420,1,0!2^528,444,0.707106781186547,-0.707106781186547!2^552,432,0.707106781186547,-0.707106781186547!2^300,372,1,0!2^324,372,1,0!2^348,372,1,0!2^372,360,0,-1!2^384,324,1,0!2^432,324,1,0!2^408,324,1,0!2^456,324,1,0!2^480,324,1,0!2^504,324,1,0!2^600,324,1,0!2^624,324,1,0!2^648,324,1,0!2^672,324,1,0!2^696,324,1,0!2^720,324,1,0!2^372,300,-1,0!9^372,300,1,0,2,20,1,0,0!9^372,300,1,0,3,20,1,0,0!9^372,300,1,0,4,20,1,0,0!9^372,300,1,0,5,20,1,0,0!9^372,300,1,0,6,20,1,0,0!9^372,300,1,0,7,20,1,0,0!9^372,300,0,0,7,20,1,0,0!9^372,300,1,0,7,20,1,0,-1!9^372,300,1,0,6,20,1,0,-1!9^372,300,1,0,5,20,1,0,-1!9^372,300,1,0,4,20,1,0,-1!2^528,324,1,0!2^564,372,0,-1!0^564,372!0^564,372!0^564,372!0^564,372!0^564,372!0^564,372!0^564,372!2^564,348,0,-1!2^564,300,0,-1!2^540,276,-1,0!2^516,276,-1,0!2^492,276,-1,0!2^468,276,-1,0!2^444,276,-0.707106781186547,-0.707106781186547!2^420,252,0,-1!2^420,228,0,-1!2^420,192,0,-1!9^420,132,1,1,17,6,0,0,0!2^420,156,0,-1!9^420,156,1,0,17,4,1,0,0!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!0^420,156!2^408,84,-1,0!2^384,84,-1,0!2^360,84,-1,0!2^336,84,0,1!2^336,108,0,1!2^336,132,0,1!2^336,156,-1,0!2^312,156,-1,0!2^288,156,-1,0!2^276,156,-1,0!8^108,84,0!8^108,108,0!8^108,132,0!0^468,456!0^468,432!0^468,396!0^468,408!0^468,384!2^468,420,0,-1!2^636,372,-1,0!2^612,372,-1,0!2^588,372,-1,0!2^540,324,1,0!2^588,324,1,0!2^624,516,-1,0!2^696,516,-1,0!2^348,492,-1,0!2^660,396,0,-1!0^420,156!0^420,156!0^420,156!0^336,156!0^336,156!0^336,156!0^336,156!0^336,156!0^336,156!9^336,120,1,0,16,3,1,0,0!9^336,96,1,0,15,3,1,0,0!0^420,156!0^420,156!0^420,156!0^420,156!8^108,156,0!0^108,156!0^108,168!0^108,180!0^108,192!0^108,216!0^108,204!0^108,228!0^108,240!0^108,252!0^108,264!0^108,276!0^108,288!0^108,300!0^108,312!0^108,336!0^108,324!1^84,300!2^228,264,0,-1!2^228,240,0,-1!2^252,204,1,0!2^276,204,1,0!2^300,204,1,0!2^324,204,1,0!2^132,348,1,0!2^156,348,1,0!2^180,348,1,0!2^348,300,-1,0!2^324,300,-1,0!2^300,300,-1,0!2^276,300,0,1!2^276,348,-1,0!2^252,348,0,-1!9^252,276,0,0,10,14,1,-1,0!2^252,288,-1,0!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!0^252,288!9^252,264,1,1,10,12,0,0,0!2^228,324,0,-1!2^204,288,0,-1!2^204,300,0,-1!9^372,300,0,1,8,12,0,-1,0!9^372,300,1,1,8,12,0,0,0!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,300!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!0^204,288!2^204,252,0,-1!2^204,228,0,-1!2^180,204,-1,0!2^156,204,-1,0!2^108,204,-1,0!0^108,204!0^108,204!0^108,204!0^108,204!0^108,204!0^108,204!0^108,204!0^108,204!0^108,204!2^84,204,-1,0!2^36,228,1,0!2^60,228,0,1!2^60,276,-1,0!2^60,324,1,0!2^72,324,1,0!2^132,324,0,-1!2^132,300,0,-1!2^132,276,0,-1!2^132,252,0,-1!2^132,228,0,-1!2^84,180,-1,0!2^60,180,-1,0!2^36,156,0,-1!2^36,96,0,-1!2^36,60,0,-1!2^60,36,1,0!2^84,36,1,0!2^108,36,1,0!2^144,36,1,0!2^180,36,1,0!2^216,36,1,0!2^204,36,1,0!2^168,36,1,0!2^132,36,1,0!2^240,36,1,0!2^276,36,1,0!2^312,36,1,0!2^288,36,1,0!2^264,36,1,0!2^336,36,1,0!2^384,36,1,0!2^360,36,1,0!2^408,36,1,0!2^432,36,1,0!12^36,252!12^60,300!9^108,156,0,0,4,3,1,-1,0!0^108,156!12^84,252!12^372,240!9^108,192,0,0,4,4,1,-1,0!9^108,204,0,0,4,5,1,-1,0!0^108,192!0^108,204!2^132,180,-1,0!9^372,300,0,0,4,6,1,-1,0!9^372,300,0,0,4,7,1,-1,0!9^372,300,0,0,4,8,1,-1,0!9^372,300,0,0,4,9,1,-1,0!9^372,300,0,0,4,10,1,-1,0!9^372,300,0,0,4,11,1,-1,0!9^372,300,0,0,4,12,1,-1,0!9^372,300,0,0,4,13,1,-1,0!9^372,300,0,0,4,7,1,0,0!9^372,300,0,0,4,8,1,0,0!9^372,288,1,0,5,7,1,0,-1!9^372,300,0,0,4,9,1,0,0!9^372,300,0,0,4,10,1,0,0!9^372,300,0,0,4,11,1,0,0!9^372,300,0,0,4,12,1,0,0!2^228,372,0,-1!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!0^228,372!9^228,372,0,1,8,14,0,0,0!9^228,372,0,1,8,13,0,0,0!9^228,372,1,1,10,9,0,0,-1!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!0^372,300!9^36,276,1,1,4,14,0,0,-1!9^36,288,1,1,5,14,0,0,-1!9^36,300,0,1,6,13,0,-1,0!9^36,312,0,1,6,12,0,-1,0!9^48,276,1,1,4,8,0,0,-1!9^60,204,1,1,3,8,0,0,-1!9^36,204,1,1,2,8,0,0,-1!9^84,324,0,0,18,1,1,0,0!0^132,180!0^132,180!9^444,36,1,0,5,6,1,0,0!9^420,36,1,0,5,7,1,0,-1!0^132,324!0^132,324!0^132,324!0^132,324!0^132,324!0^132,324!9^132,324,0,1,5,13,0,-1,0!9^132,324,0,1,5,12,0,-1,0!9^132,324,0,1,5,11,0,-1,0!3^168,228!3^168,312!9^132,324,0,1,6,11,0,-1,0!9^132,324,0,1,5,10,0,-1,0!9^132,324,0,1,6,10,0,-1,0!9^132,324,0,1,6,9,0,-1,0!9^132,324,0,1,6,8,0,-1,0!9^132,324,0,1,5,8,0,-1,0!9^132,324,0,1,5,9,0,-1,0!11^756,36,144,396!2^492,228,1,0!2^504,228,1,0!2^516,228,1,0!10^684,132!10^612,60!10^684,60!7^756,36,1!7^732,36,1!7^708,36,1!7^684,36,1!7^660,36,1!7^636,36,1!7^612,36,1!7^588,36,1!7^588,60,3!7^612,60,3!7^636,60,3!7^660,60,3!7^684,60,3!7^708,60,3!7^732,60,3!10^528,72!10^528,132!10^768,132!10^768,60!7^756,60,3!9^540,108,0,1,22,2,0,0,0!9^540,108,1,1,22,3,0,0,0!9^540,108,0,1,22,3,0,0,0!2^540,108,1,0!0^540,108!0^540,108!0^540,108!0^540,108!0^540,108!0^540,108!2^540,228,1,0!2^564,228,1,0!2^588,228,1,0!2^612,228,1,0!2^636,228,1,0!2^660,228,1,0!2^684,228,1,0!2^708,228,1,0!2^732,228,1,0!2^756,204,-1,0!9^756,204,0,1,31,5,0,-1,0!9^756,204,1,1,31,5,0,0,0!9^756,204,1,1,31,5,0,0,-1!9^756,204,0,1,22,5,0,0,0!9^756,204,1,1,22,5,0,0,0!9^744,204,0,0,31,8,0,-1,0!9^744,180,0,0,31,7,0,-1,0!9^744,156,0,0,31,6,0,-1,0!10^720,384!2^732,204,-1,0!2^708,204,-1,0!2^684,204,-1,0!2^660,204,0,-1!2^660,180,0,-1!2^660,168,0,-1!2^660,144,0,-1!2^660,108,1,0!2^612,108,-1,0!2^588,108,-1,0!2^564,108,0,-1!0^564,108!0^564,108!0^564,108!0^564,108!0^564,108!0^564,108!0^564,108!0^564,108!7^588,108,2!7^564,132,3!2^564,72,0,-1!7^636,204,0!7^660,228,3!0^660,204!0^660,204!0^660,204!0^660,204!0^660,204!0^660,204!7^636,132,3!7^660,108,2!7^660,84,1!7^660,132,3!0^660,108!0^660,108!0^660,108!2^564,516,-1,0!2^588,516,-1,0!2^612,516,-1,0!2^636,516,-1,0!2^660,516,-1,0!2^684,516,-1,0!2^708,516,-1,0!2^756,348,0,1!2^756,384,0,1!2^756,420,0,1!2^372,492,-1,0!2^36,120,0,-1!9^540,108,0,1,24,2,0,-1,0!9^540,108,0,1,24,3,0,-1,0!9^540,108,1,1,23,5,0,0,-1!9^540,108,0,1,24,4,0,-1,0!7^636,108,1!7^636,108,0!2^636,108,-1,0!0^636,108!0^636,108!0^636,108!10^600,180!9^696,204,0,1,26,8,0,0,0!9^696,204,0,1,26,7,0,0,0!9^720,204,0,1,26,6,0,0,0!9^720,204,0,1,26,5,0,0,0!9^516,216,1,0,21,8,0,0,0!9^540,216,1,0,22,8,0,0,0!9^564,216,1,0,23,8,0,0,0!9^588,216,1,0,24,8,0,0,0!9^636,216,1,0,26,8,0,0,0!9^612,216,1,0,25,8,0,0,0!9^648,132,0,0,26,5,0,0,0!9^648,156,0,0,26,6,0,0,0!9^648,180,0,0,26,7,0,0,0!9^648,204,0,0,26,8,0,0,0!9^756,48,1,0,31,1,0,0,0!9^732,48,1,0,30,1,0,0,0!9^708,48,1,0,29,1,0,0,0!9^684,48,1,0,28,1,0,0,0!9^660,48,1,0,27,1,0,0,0!9^636,48,1,0,26,1,0,0,0!9^612,48,1,0,25,1,0,0,0!9^588,48,1,0,24,1,0,0,0!7^684,228,3!7^708,228,3!7^732,228,3!7^756,228,3!9^720,180,0,0,30,7,0,-1,0!9^720,156,0,0,30,6,0,-1,0!9^720,132,0,0,30,5,0,-1,0!0^756,204!0^756,204!0^756,204!0^756,204!0^756,204!0^756,204!0^756,204!2^612,36,1,0!2^636,36,1,0!2^660,36,1,0!2^684,36,1,0!2^708,36,1,0!2^732,36,1,0!2^660,84,-1,0!12^756,108!12^756,84!12^756,72!12^756,96!12^744,108!12^744,96!12^744,84!12^744,72!12^540,204!12^300,132!12^300,120!12^300,108!12^300,96!12^300,84!12^204,156!2^228,156,0,-1!9^228,84,1,1,9,5,0,0,-1!9^468,108,0,0,9,6,1,-1,0!0^228,156!0^228,156!0^228,156!0^228,156!0^228,156!12^192,156!12^180,156!12^168,156!12^156,156!12^132,156!12^144,156!12^204,144!12^192,144!12^180,144!12^168,144!12^156,144!12^144,144!12^132,144!12^84,84!12^84,96!12^84,108!12^84,120!12^84,132!12^84,144!2^156,108,-1,0!2^108,132,0,1#
Description	A very good DDA

Other maps by this author


Long Way	Achtung Maschienengewehr!	Gut Game braucht Weile	123	The road of Action	The Second

Comments

Pages: (0)

seppi4

2007-12-18

4/5

they are all right i think -> to much launch pads...

but this dda's so much better than the 2 you've made before!

KaosNite

2007-06-12

Actually

I liked it OK, it looked cool, but lagged WAY too much and had too many launchpads. NR

robtheguy

2007-06-10

not good

you have a good "start" w/ the idea, movement, tileset, etc. awful when you look at how many launch pads and gold there is. waaaay over done "object"wise

cman4

2007-06-06

Lol.

Strings of launchpads. Lose.

thats_my_guy

2007-06-06

WAY too laggy...

A no good launchpad clustered DDA. Sorry, but this deserves a 1/5

nickwixon

2007-06-06

Launch pads and Gold delay

NOT a "Very good DDA" all you have is launch pads and gold delay. Get some other forms of propulsion in there and it would be better.