Great Adventures

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	Death284
Tags	author:death284 dda unrated
Created	2006-01-17
Rating	2 more votes required for a rating.
Map Data	$Great Adventures#Death284#none#50000000000000000000000031111111111111111111110215000000000000000000200503111111111111111140000021906190000000061500030010001002190615010000100101018071010100000001001010:1011010100100001001010010:501010010000100101001000000100000001001010018031101001000010010100:15002010010000100101000003400100000001001010111114401001000010010100000055010000000100101005002500100100001001010080000001001000010010100140000010000000100101002140000100100001001010002115001001000010010100035000010000000100101003500000100100001001010010000001001000010010100100031110000000100101431403190600100001001021111115000001000010318000000000314000000102111111111111150100031000000000000000031400210111111111111111115040000000000000000000003\|5^600,468!2^612,504,-0.707106781186547,-0.707106781186547!2^552,456,-0.707106781186547,0.707106781186547!2^516,504,-0.707106781186547,-0.707106781186547!2^480,456,-0.707106781186547,0.707106781186547!2^444,504,-0.707106781186547,-0.707106781186547!2^396,456,-0.707106781186547,0.707106781186547!2^360,504,-0.707106781186547,-0.707106781186547!2^324,456,-0.707106781186547,0.707106781186547!2^264,456,-0.707106781186547,0.707106781186547!2^228,504,-0.707106781186547,-0.707106781186547!2^204,456,-0.707106781186547,0.707106781186547!2^300,504,-0.707106781186547,-0.707106781186547!12^480,504!12^480,504!12^552,504!12^564,504!12^324,504!12^264,504!2^132,468,0,-1!2^132,444,0,-1!2^132,456,0,-1!2^132,480,0,-1!2^132,336,0,-1!2^132,348,0,-1!2^120,300,1,0!9^168,324,0,1,6,11,0,0,0!2^180,324,-1,0!2^192,492,-1,0!2^216,300,1,0!2^204,300,1,0!2^348,420,1,0!2^384,420,1,0!2^420,420,1,0!2^456,420,1,0!2^492,420,1,0!2^576,396,-1,0!2^492,396,-1,0!2^468,396,-1,0!2^456,396,-1,0!2^420,360,0,-1!2^372,360,0,-1!2^372,300,0,-1!2^372,276,0,-1!7^372,228,1!2^372,252,1,0!2^408,252,1,0!2^468,264,0.707106781186547,0.707106781186547!2^504,300,0.707106781186547,-0.707106781186547!2^528,276,0.707106781186547,-0.707106781186547!2^540,252,1,0!2^540,228,-1,0!2^600,228,-1,0!2^516,228,-1,0!2^492,228,-1,0!2^468,228,-1,0!2^444,228,-1,0!2^420,228,-1,0!2^396,228,-1,0!2^552,312,0.707106781186547,-0.707106781186547!2^540,336,0.707106781186547,-0.707106781186547!2^576,300,1,0!2^600,300,0.707106781186547,0.707106781186547!2^612,336,-0.707106781186547,0.707106781186547!2^564,360,0,1!2^408,276,-0.707106781186547,0.707106781186547!2^420,312,0,-1!9^312,336,0,0,13,9,1,-1,0!7^396,228,1!7^420,228,1!7^444,228,1!7^468,228,1!7^492,228,1!7^504,228,1!2^420,396,0,-1!7^420,420,3!7^444,420,3!7^468,420,3!7^492,420,3!7^396,420,3!7^372,420,3!2^276,336,-0.707106781186547,0.707106781186547!2^228,372,-1,0!2^204,372,-1,0!2^180,372,-1,0!7^132,396,0!2^168,420,1,0!2^192,420,1,0!2^216,420,1,0!2^252,420,1,0!2^276,420,1,0!2^300,420,1,0!2^324,420,1,0!2^372,228,-1,0!2^348,228,-1,0!2^300,252,-1,0!2^276,252,-1,0!2^240,252,-0.707106781186547,-0.707106781186547!2^528,432,0,-1!2^552,432,0,-1!2^564,432,0,-1!12^408,504!2^168,492,-1,0!7^516,420,3!7^540,420,3!7^564,420,3!2^180,228,-1,0!2^180,180,1,0!2^216,180,1,0!2^240,180,1,0!2^264,180,1,0!2^252,180,1,0!2^228,180,1,0!2^204,180,1,0!2^192,180,1,0!2^168,180,1,0!2^276,180,1,0!2^288,180,1,0!2^300,180,1,0!2^312,180,1,0!2^324,180,1,0!2^336,180,1,0!2^348,180,1,0!2^360,180,1,0!2^372,180,1,0!2^384,180,1,0!2^396,180,1,0!2^408,180,1,0!2^420,180,1,0!2^432,180,1,0!2^444,180,1,0!2^456,180,1,0!2^468,180,1,0!2^480,180,1,0!2^504,180,1,0!2^492,180,1,0!2^516,180,1,0!2^528,180,1,0!2^552,180,1,0!2^540,180,1,0!2^564,180,1,0!2^576,180,1,0!2^588,180,1,0!2^600,180,1,0!2^612,180,1,0!2^624,180,1,0!2^660,228,0,1!2^660,264,0,1!2^660,300,0,1!2^660,336,0,1!2^624,480,1,0!2^624,492,1,0!2^624,468,1,0!2^624,504,1,0!2^660,492,1,0!2^696,480,0.707106781186547,-0.707106781186547!2^708,420,0,-1!2^708,372,0,-1!2^708,324,0,-1!2^708,276,0,-1!3^132,180!12^648,144!12^636,144!12^624,144!12^612,144!12^600,144!12^588,144!12^576,144!12^564,144!12^552,144!12^540,144!12^528,144!12^516,144!12^504,144!12^492,144!12^480,144!12^468,144!12^456,144!12^444,144!12^432,144!12^420,144!12^408,144!12^384,144!12^396,144!12^372,144!12^360,144!12^348,144!12^336,144!12^324,144!12^312,144!12^300,144!12^288,144!12^276,144!12^264,144!12^252,144!12^240,144!12^228,144!12^216,144!12^204,144!12^192,144!12^180,144!12^168,144!12^156,144!12^144,144!12^636,132!12^624,132!12^612,132!12^600,132!12^648,132!12^588,132!12^576,132!12^564,132!12^552,132!12^540,132!12^528,132!12^516,132!12^504,132!12^492,132!12^480,132!12^468,132!12^456,132!12^444,132!12^432,132!12^420,132!12^408,132!12^396,132!12^384,132!12^372,132!12^360,132!12^348,132!12^336,132!12^324,132!12^300,132!12^312,132!12^288,132!12^276,132!12^264,132!12^252,132!12^240,132!12^228,132!12^216,132!12^204,132!12^192,132!12^180,132!12^168,132!12^156,132!12^144,132!12^132,132!12^648,132!12^660,132!2^636,108,-1,0!2^576,120,-1,0!2^516,108,-1,0!2^468,120,-1,0!2^420,108,-1,0!2^372,120,-1,0!2^324,108,-1,0!2^252,108,-1,0!2^204,120,-1,0!2^168,108,-1,0!2^144,108,-1,0!2^708,228,0,-1!2^708,144,0,-1!2^708,168,0,-1!2^708,156,0,-1!2^684,108,-1,0!2^540,108,-1,0!2^492,108,-1,0!2^444,108,-1,0!2^432,108,-1,0!2^396,108,-1,0!2^408,108,-1,0!2^348,108,-1,0!2^336,108,-1,0!2^312,108,-1,0!2^264,108,-1,0!2^240,108,-1,0!2^228,108,-1,0!2^216,108,-1,0!2^180,108,-1,0!2^504,108,-1,0!2^528,108,-1,0!2^552,108,-1,0!10^132,180!3^648,144!3^144,144!2^540,360,0,-1!2^552,408,-1,0!2^564,408,-1,0!2^552,228,-1,0!2^132,324,0,-1!2^132,228,0.707106781186547,-0.707106781186547!2^168,228,-1,0!2^192,228,-1,0!2^288,108,-1,0!2^276,108,-1,0!2^300,108,-1,0!2^192,108,-1,0!2^156,108,-1,0!2^360,108,-1,0!2^384,108,-1,0!2^456,108,-1,0!2^480,108,-1,0!8^756,108,2!2^720,108,-1,0!2^696,108,-1,0!2^84,168,0,1!2^84,180,0,1!2^84,192,0,1!2^84,204,0,1!2^84,228,0,1!2^84,216,0,1!2^84,240,0,1!2^84,252,0,1!2^84,264,0,1!2^84,288,0,1!2^84,288,0,1!2^84,276,0,1!2^84,300,0,1!2^84,312,0,1!2^84,324,0,1!2^84,336,0,1!2^84,348,0,1!2^84,360,0,1!2^84,372,0,1!2^84,384,0,1!2^84,396,0,1!2^84,408,0,1!2^84,420,0,1!2^84,432,0,1!2^84,444,0,1!2^84,456,0,1!2^84,468,0,1!2^84,480,0,1!2^84,492,0,1!2^84,504,0,1!2^84,516,0,1!2^84,156,0,1!2^84,144,0,1!2^84,540,0.707106781186547,0.707106781186547!2^96,552,0.707106781186547,0.707106781186547!2^120,564,1,0!2^132,564,1,0!2^144,564,1,0!2^156,564,1,0!2^168,564,1,0!2^180,564,1,0!2^192,564,1,0!2^204,564,1,0!2^216,564,1,0!2^228,564,1,0!2^252,564,1,0!2^240,564,1,0!2^264,564,1,0!2^288,564,1,0!2^276,564,1,0!2^300,564,1,0!2^312,564,1,0!2^324,564,1,0!2^336,564,1,0!2^348,564,1,0!2^360,564,1,0!2^384,564,1,0!2^372,564,1,0!2^396,564,1,0!2^408,564,1,0!2^420,564,1,0!2^432,564,1,0!2^444,564,1,0!2^456,564,1,0!2^468,564,1,0!2^480,564,1,0!2^492,564,1,0!2^504,564,1,0!2^516,564,1,0!2^528,564,1,0!2^540,564,1,0!2^552,564,1,0!2^564,564,1,0!2^576,564,1,0!2^588,564,1,0!2^600,564,1,0!2^612,564,1,0!2^624,564,1,0!2^636,564,1,0!2^660,564,1,0!2^648,564,1,0!2^684,564,1,0!2^672,564,1,0!2^696,564,1,0!2^708,564,1,0!2^720,564,1,0!2^744,552,0.707106781186547,-0.707106781186547!2^756,528,0,-1!2^756,516,0,-1!2^756,492,0,-1!2^756,504,0,-1!2^756,480,0,-1!2^756,468,0,-1!2^756,444,0,-1!2^756,456,0,-1!2^756,432,0,-1!2^756,420,0,-1!2^756,408,0,-1!2^756,396,0,-1!2^756,384,0,-1!2^756,372,0,-1!2^756,372,0,-1!2^756,360,0,-1!2^756,336,0,-1!2^756,348,0,-1!2^756,324,0,-1!2^756,312,0,-1!2^756,300,0,-1!2^756,288,0,-1!2^756,276,0,-1!2^756,264,0,-1!2^756,252,0,-1!2^756,240,0,-1!2^756,228,0,-1!2^756,204,0,-1!2^756,216,0,-1!2^756,192,0,-1!2^756,180,0,-1!2^756,168,0,-1!2^756,156,0,-1!2^756,144,0,-1!2^756,132,0,-1!7^660,516,3!7^588,516,3!7^516,516,3!7^444,516,3!7^372,516,3!7^324,516,3!7^252,516,3!7^180,516,3!7^180,516,1!7^252,516,1!7^324,516,1!7^372,516,1!7^444,516,1!7^516,516,1!7^588,516,1!7^660,516,1!8^180,516,1!8^252,516,1!8^324,516,1!8^372,516,1!8^444,516,1!8^516,516,1!8^588,516,1!8^660,516,1!10^144,528!10^216,528!10^288,528!10^348,528!10^408,528!10^480,528!10^552,528!10^624,528!11^36,564,600,480!9^684,60,0,0,28,1,1,-1,0!2^756,60,-0.707106781186547,-0.707106781186547!2^732,36,-1,0!2^708,36,-1,0!2^696,60,-1,0!2^672,60,-1,0!2^660,60,-1,0!2^648,60,-1,0!2^636,60,-1,0!2^624,60,-1,0!2^612,60,-1,0!2^600,60,-1,0!2^588,60,-1,0!2^576,60,-1,0!2^564,60,-1,0!2^552,60,-1,0!2^540,60,-1,0!2^528,60,-1,0!2^516,60,-1,0!2^504,60,-1,0!2^492,60,-1,0!2^480,60,-1,0!2^468,60,-1,0!2^456,60,-1,0!2^444,60,-1,0!2^432,60,-1,0!2^420,60,-1,0!2^408,60,-1,0!2^396,60,-1,0!2^384,60,-1,0!2^384,60,-1,0!2^372,60,-1,0!2^360,60,-1,0!2^348,60,-1,0!2^336,60,-1,0!2^324,60,-1,0!2^312,60,-1,0!2^300,60,-1,0!2^288,60,-1,0!2^276,60,-1,0!2^276,60,-1,0!2^264,60,-1,0!2^264,60,-1,0!2^252,60,-1,0!2^240,60,-1,0!2^228,60,-1,0!2^216,60,-1,0!2^204,60,-1,0!2^192,60,-1,0!2^180,60,-1,0!7^108,60,0!7^108,60,3!7^84,60,3!9^660,36,0,0,4,1,1,0,0!2^648,36,-1,0!2^636,36,-1,0!2^612,36,-1,0!2^624,36,-1,0!2^600,36,-1,0!2^588,36,-1,0!2^576,36,-1,0!2^564,36,-1,0!2^552,36,-1,0!2^540,36,-1,0!2^528,36,-1,0!2^516,36,-1,0!2^504,36,-1,0!2^492,36,-1,0!2^480,36,-1,0!2^456,36,-1,0!2^468,36,-1,0!2^444,36,-1,0!2^432,36,-1,0!2^420,36,-1,0!2^408,36,-1,0!2^396,36,-1,0!2^384,36,-1,0!2^360,36,-1,0!2^372,36,-1,0!2^348,36,-1,0!2^336,36,-1,0!2^324,36,-1,0!2^312,36,-1,0!2^300,36,-1,0!2^288,36,-1,0!2^276,36,-1,0!2^264,36,-1,0!2^252,36,-1,0!2^240,36,-1,0!2^228,36,-1,0!2^216,36,-1,0!2^204,36,-1,0!2^180,36,-1,0!2^192,36,-1,0!2^156,36,-1,0!2^168,36,-1,0!2^108,36,-1,0!2^84,36,-1,0!2^96,36,-1,0!2^156,60,-0.707106781186547,0.707106781186547!2^108,108,-0.707106781186547,0.707106781186547!2^96,120,-0.707106781186547,0.707106781186547!10^228,528!10^204,528!10^300,528!10^276,528!10^396,528!10^420,528!10^468,528!10^492,528!10^540,528!10^564,528!10^612,528!10^636,528!10^696,528!2^156,204,0,-1!2^144,180,1,0!2^576,252,0.707106781186547,-0.707106781186547!9^168,60,1,1,28,2,0,0,-1!12^372,384!12^348,384!7^108,84,1!9^600,480,1,1,7,1,0,0,0!9^600,480,1,1,6,1,0,0,0!9^612,480,1,1,8,1,0,0,0!9^600,480,1,1,9,1,0,0,0!9^600,480,1,1,11,1,0,0,0!9^600,480,1,1,12,1,0,0,0!9^600,480,1,1,13,1,0,0,0!9^600,480,1,1,14,1,0,0,0!9^600,480,1,1,15,1,0,0,0!9^600,480,1,1,29,2,0,0,0!9^600,480,1,1,16,1,0,0,0!9^600,480,1,1,17,1,0,0,0!9^600,480,1,1,18,1,0,0,0!9^600,480,1,1,19,1,0,0,0!9^600,480,1,1,20,1,0,0,0!9^600,480,1,1,21,1,0,0,0!9^600,480,1,1,22,1,0,0,0!9^600,480,1,1,23,1,0,0,0!9^600,480,1,1,24,1,0,0,0!9^600,480,1,1,25,1,0,0,0!9^600,480,1,1,26,1,0,0,0!9^600,480,1,1,27,1,0,0,0!9^600,480,1,1,29,2,0,0,-1!9^600,480,1,1,10,1,0,0,0!2^144,72,-0.707106781186547,0.707106781186547!2^132,84,-0.707106781186547,0.707106781186547!7^132,84,1!7^120,72,1!7^144,72,1!7^132,60,1!7^156,60,1!10^576,336!9^120,72,1,1,5,1,0,0,0#
Description	This my first DDA it works well though you have to move on to the launch pad on your right because the nija doesn't want land one for some strange reason. I also follow the noobie thing of using launch pads to move.

Other maps by this author


Fort Knox	Buglar	Ninja Training	Shroom	Ninja Maze	Untitled

Comments

Pages: (0)

fonda

2012-07-21

25500th map

NUMA has alot of levels!!!

spilledtea

2006-01-16

he's right

its true what the Deathmage says.

Templex

2006-01-16

Much, much, less jumppads, be more creative, look at the top rated DDAs, etc.

DeathMage1234

2006-01-16

dear sweet jesus... here is some friendly advice

the lag is absolutly horrible, so much so that the rockets either dont react or react so slow that you have shot to the other side of the level so fast because of the obsence amount of jump pads. when you create your next DDA dont use such a chunky tileset. let the jumppad do its deed by carrying N to a location and then have something else happen. If you have modified this with less jumppads and a little gold delay you could of gotten alot more length on it and more close calls. im going to give you a 3/5 cause its your first attempt but next time remember that DDA's get rated on how long they go for, how many close calls N has both overall and simultaniously and also the design of the level, ie: the tileset and how many objects there are.