loop-da-loop - N Map - NUMA

Not logged in

Log In

Register

Maps

Hot Maps

Featured Maps

Random

loop-da-loop

Thumbnail of the map 'loop-da-loop'

Hover over the thumbnail for a full-size version.


Author	jbills
Tags	ants author:jbills fun nest playable unrated
Created	2008-11-13
Last Modified	2008-11-13
Rating	2 more votes required for a rating.
Map Data	$loop-da-loop#jbills#none#00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000\|5^756,36!9^756,36,1,1,31,1,0,0,0!9^732,36,1,1,30,1,0,0,0!9^708,36,1,1,29,1,0,0,0!9^684,36,1,1,28,1,0,0,0!9^660,36,1,1,27,1,0,0,0!9^636,36,1,0,26,1,1,0,0!9^636,36,0,1,26,1,0,-1,0!9^636,84,0,1,26,3,0,-1,0!9^636,84,0,1,26,3,0,0,0!9^636,108,0,1,26,4,0,-1,0!9^636,108,0,1,26,4,0,0,0!9^636,132,0,1,26,5,0,0,0!9^636,132,1,1,26,5,0,0,0!9^612,132,1,1,25,5,0,0,0!9^612,132,1,1,25,5,0,0,-1!9^588,132,1,1,24,5,0,0,0!9^588,132,0,1,24,5,0,-1,0!9^588,108,0,1,24,4,0,-1,0!9^588,108,0,1,24,4,0,0,0!9^588,84,0,1,24,3,0,-1,0!9^588,84,0,1,24,3,0,0,0!9^588,60,0,1,24,2,0,-1,0!9^588,60,1,1,24,2,0,0,-1!9^612,60,1,1,25,2,0,0,-1!9^612,60,1,1,25,2,0,0,0!9^612,60,1,1,26,2,0,0,0!9^612,60,0,0,26,2,1,-1,0!9^612,60,0,0,26,2,1,0,0!9^660,60,1,1,27,2,0,0,0!9^684,60,1,1,28,2,0,0,0!9^708,60,1,1,29,2,0,0,0!9^732,60,0,1,30,2,0,0,0!9^732,108,0,1,30,4,0,0,0!9^732,108,0,1,30,4,0,-1,0!9^732,132,0,1,30,5,0,-1,0!9^732,132,0,1,30,5,0,0,0!9^732,156,0,1,30,6,0,0,0!9^732,156,1,1,30,6,0,0,0!9^708,156,1,1,29,6,0,0,0!9^708,156,1,1,29,6,0,0,-1!9^684,156,1,1,28,6,0,0,0!9^684,156,0,1,28,6,0,-1,0!9^684,132,0,1,28,5,0,-1,0!9^684,132,0,1,28,5,0,0,0!9^684,108,0,1,28,4,0,-1,0!9^684,108,0,1,28,4,0,0,0!9^684,84,0,1,28,3,0,-1,0!9^708,84,1,1,29,3,0,0,0!9^708,84,0,0,30,3,1,-1,0!9^708,84,0,0,30,3,1,0,0!9^708,84,1,1,30,4,0,0,-1!9^756,84,1,1,31,3,0,0,-1!9^756,180,1,1,31,7,0,0,0!9^732,180,1,1,30,7,0,0,0!9^708,180,1,1,29,7,0,0,0!9^684,180,1,1,28,7,0,0,0!9^660,180,1,1,27,7,0,0,-1!9^660,180,0,1,27,7,0,-1,0!9^708,84,1,1,30,3,0,0,-1!9^660,204,0,1,27,8,0,-1,0!9^660,204,0,1,27,8,0,0,0!9^660,228,0,1,27,9,0,0,0!9^660,228,1,1,27,9,0,0,0!9^636,228,1,1,26,9,0,0,-1!9^636,228,1,1,26,9,0,0,0!9^588,228,1,1,24,9,0,0,0!9^588,228,0,1,24,9,0,-1,0!9^588,204,0,1,24,8,0,-1,0!9^612,204,1,0,25,9,1,0,-1!9^612,204,1,0,25,9,1,0,0!9^588,204,0,1,24,8,0,0,0!9^588,180,0,1,24,7,0,-1,0!9^588,180,1,1,24,7,0,0,-1!9^612,180,1,1,25,7,0,0,-1!9^612,180,0,1,25,7,0,0,0!9^612,204,0,1,25,8,0,0,0!9^612,204,0,1,25,9,0,-1,0!9^612,204,0,1,25,9,0,0,0!9^612,252,0,1,25,10,0,0,0!9^612,252,0,1,25,10,0,-1,0!9^612,276,0,1,25,11,0,0,0!9^612,276,0,1,25,11,0,-1,0!9^612,300,0,1,25,12,0,0,0!9^612,300,0,1,25,12,0,-1,0!9^612,324,0,1,25,13,0,-1,0!9^612,324,1,1,25,13,0,0,0!9^636,324,1,1,26,13,0,0,0!9^636,324,1,1,26,13,0,0,-1!9^708,324,1,1,29,13,0,0,-1!9^708,324,1,1,29,13,0,0,0!9^756,348,0,1,31,14,0,-1,0!9^756,372,0,1,31,15,0,-1,0!9^732,396,1,1,30,16,0,0,0!9^732,396,0,1,30,16,0,-1,0!9^732,372,0,1,30,15,0,-1,0!9^732,348,0,1,30,14,0,-1,0!9^732,348,1,0,30,13,1,0,-1!9^732,348,1,0,30,13,1,0,0!9^732,348,0,1,30,13,0,-1,0!9^732,348,0,1,30,13,0,0,0!9^732,300,0,1,30,12,0,-1,0!9^732,300,0,1,30,12,0,0,0!9^732,276,0,1,30,11,0,-1,0!9^732,276,0,1,30,11,0,0,0!9^732,252,0,1,30,10,0,-1,0!9^732,252,1,1,30,10,0,0,-1!9^756,252,1,1,31,10,0,0,-1!9^756,300,1,0,31,13,1,0,-1!9^756,300,1,0,31,16,1,0,0!9^756,300,0,1,31,16,0,-1,0!9^756,420,1,1,31,17,0,0,0!9^732,420,1,1,30,17,0,0,0!9^708,420,1,1,29,17,0,0,0!9^684,420,0,1,28,17,0,-1,0!9^684,420,1,1,28,17,0,0,0!9^708,420,1,1,29,17,0,0,-1!9^684,396,0,1,28,16,0,-1,0!9^684,396,0,1,28,16,0,0,0!9^684,372,0,1,28,15,0,-1,0!9^684,372,0,1,28,15,0,0,0!9^684,348,0,1,28,14,0,-1,0!9^684,348,0,1,28,14,0,0,0!9^684,348,1,0,28,13,1,0,-1!9^684,348,1,0,28,13,1,0,0!9^684,348,0,1,28,13,0,0,0!9^684,348,0,1,28,13,0,-1,0!9^684,300,1,1,28,12,0,0,-1!9^684,300,0,1,28,12,0,0,0!9^660,300,1,1,27,12,0,0,-1!9^660,300,0,1,27,12,0,-1,0!9^660,300,1,0,27,13,1,0,-1!9^660,300,1,0,27,13,1,0,0!9^660,300,0,1,27,13,0,-1,0!9^660,372,1,1,27,15,0,0,0!9^660,348,0,1,27,14,0,-1,0!9^636,372,1,1,26,15,0,0,-1!9^636,372,0,1,26,15,0,-1,0!9^636,396,0,1,26,16,0,-1,0!9^636,396,0,1,26,16,0,0,0!9^636,420,0,1,26,17,0,-1,0!9^636,420,0,1,26,17,0,0,0!9^636,444,0,1,26,18,0,-1,0!9^636,444,0,1,26,18,0,0,0!9^636,492,0,1,26,20,0,-1,0!9^636,492,0,1,26,20,0,0,0!9^636,540,0,1,26,22,0,-1,0!9^636,540,0,1,26,22,0,0,0!9^660,564,1,1,27,23,0,0,-1!9^708,564,1,1,29,23,0,0,-1!9^732,564,1,1,30,23,0,0,-1!9^756,540,0,1,31,22,0,-1,0!9^756,516,0,1,31,21,0,-1,0!9^756,492,0,1,31,20,0,-1,0!9^756,468,1,1,31,19,0,0,-1!9^732,468,1,1,30,19,0,0,0!9^732,468,1,1,30,19,0,0,-1!9^708,468,1,1,29,19,0,0,0!9^708,468,1,1,29,19,0,0,-1!9^684,468,1,1,28,19,0,0,0!9^684,468,1,1,28,19,0,0,-1!9^660,468,1,1,27,19,0,0,0!9^660,468,1,1,27,19,0,0,-1!9^660,468,0,0,26,19,1,-1,0!9^660,468,0,0,26,19,1,0,0!9^612,468,1,1,25,19,0,0,-1!9^612,468,0,1,25,19,0,-1,0!9^612,492,0,1,25,20,0,-1,0!9^612,516,0,1,25,21,0,-1,0!9^612,516,1,1,25,21,0,0,0!9^660,468,1,1,26,19,0,0,-1!9^660,468,1,1,26,19,0,0,0!9^612,516,0,0,26,21,1,-1,0!9^612,516,0,0,26,21,1,0,0!9^612,516,1,1,26,21,0,0,0!9^660,516,1,1,27,21,0,0,0!9^660,516,1,1,27,21,0,0,-1!9^684,516,1,1,28,21,0,0,-1!9^684,516,0,1,28,21,0,0,0!9^684,540,0,1,28,22,0,-1,0!9^684,540,0,1,28,22,0,0,0!9^684,540,1,0,28,23,1,0,-1!9^684,540,0,1,29,23,0,0,0!9^684,540,1,1,26,23,0,0,-1!9^684,540,0,0,26,23,1,-1,0!9^612,516,1,1,26,21,0,0,-1!9^612,564,1,1,25,23,0,0,-1!9^588,564,1,1,24,23,0,0,-1!9^564,564,0,1,23,23,0,-1,0!9^564,540,0,1,23,22,0,-1,0!9^564,540,0,1,23,22,0,0,0!9^564,492,0,1,23,20,0,0,0!9^564,492,1,1,23,20,0,0,-1!9^540,492,1,1,22,20,0,0,-1!9^540,492,0,1,22,20,0,-1,0!9^540,516,0,1,22,21,0,-1,0!9^540,516,1,1,22,21,0,0,0!9^540,516,1,1,23,21,0,0,-1!9^540,516,1,1,23,21,0,0,0!9^540,516,0,0,23,21,1,-1,0!9^540,516,0,0,23,21,1,0,0!9^588,516,1,1,24,21,0,0,0!9^588,468,1,1,24,19,0,0,-1!9^564,468,1,1,23,19,0,0,-1!9^516,468,1,1,21,19,0,0,-1!9^540,468,1,1,22,19,0,0,-1!9^516,468,0,1,21,19,0,-1,0!9^516,492,0,1,21,20,0,-1,0!9^516,516,0,1,21,21,0,-1,0!9^516,540,0,1,21,22,0,0,0!9^516,540,1,1,21,22,0,0,0!9^468,540,1,1,19,22,0,0,0!9^468,540,1,1,19,22,0,0,-1!9^444,540,1,1,18,22,0,0,-1!9^444,540,1,1,18,22,0,0,0!9^420,540,1,1,17,22,0,0,-1!9^420,540,1,1,17,22,0,0,0!9^396,516,0,1,16,21,0,-1,0!9^396,516,0,1,16,21,0,0,0!9^396,492,0,1,16,20,0,-1,0!9^396,492,0,1,16,20,0,0,0!9^396,468,0,1,16,19,0,-1,0!9^420,468,1,1,17,19,0,0,-1!9^420,468,1,1,17,19,0,0,0!9^444,468,1,1,18,19,0,0,-1!9^444,468,1,1,18,19,0,0,0!9^468,468,1,1,19,19,0,0,-1!9^468,468,1,1,19,19,0,0,0!9^492,468,1,1,20,19,0,0,-1!9^492,492,0,1,20,20,0,-1,0!9^492,516,0,1,20,21,0,-1,0!9^492,516,1,0,20,22,1,0,-1!9^492,516,1,0,20,22,1,0,0!9^492,516,0,1,20,22,0,-1,0!9^372,540,0,1,15,22,0,-1,0!9^372,516,0,1,15,21,0,-1,0!9^372,492,0,1,15,20,0,-1,0!9^492,516,0,1,20,22,0,0,0!9^372,468,1,1,15,19,0,0,-1!9^348,468,1,1,14,19,0,0,0!9^348,468,1,1,14,19,0,0,0!9^348,468,1,1,14,19,0,0,-1!9^324,468,1,1,13,19,0,0,-1!9^324,468,1,1,13,19,0,0,0!9^300,468,1,1,12,19,0,0,-1!9^300,468,1,1,12,19,0,0,0!9^276,468,0,1,11,19,0,-1,0!9^276,468,1,1,11,19,0,0,-1!9^276,492,0,1,11,20,0,-1,0!9^276,492,0,1,11,20,0,0,0!9^276,516,0,1,11,21,0,-1,0!9^276,516,0,1,11,21,0,0,0!9^276,540,0,1,11,22,0,-1,0!9^276,540,0,1,11,22,0,0,0!9^276,564,0,1,11,23,0,-1,0!9^300,564,1,1,12,23,0,0,-1!9^324,564,1,1,13,23,0,0,-1!9^348,564,1,1,14,23,0,0,-1!9^348,564,0,0,15,23,1,-1,0!9^348,564,1,1,15,23,0,0,-1!9^396,540,0,1,16,22,0,-1,0!9^348,564,1,0,16,22,1,0,0!9^348,564,0,1,16,22,0,0,0!9^348,564,0,1,16,19,0,0,0!9^348,564,1,0,16,19,1,0,-1!9^348,564,0,1,16,23,0,0,0!9^396,444,0,1,16,18,0,-1,0!9^396,444,0,1,16,18,0,0,0!9^396,420,0,1,16,17,0,-1,0!9^396,420,0,1,16,17,0,0,0!9^396,372,0,1,16,15,0,-1,0!9^396,372,0,1,16,15,0,0,0!9^396,348,0,1,16,14,0,0,0!9^396,348,1,1,16,14,0,0,-1!9^396,348,0,0,16,14,1,-1,0!9^372,348,1,1,15,14,0,0,-1!9^372,348,0,1,15,14,0,-1,0!9^372,372,0,1,15,15,0,-1,0!9^372,396,1,1,15,16,0,0,0!9^372,396,0,1,15,16,0,-1,0!9^372,396,0,0,16,16,1,-1,0!9^372,396,0,0,16,16,1,0,0!9^420,396,1,1,17,16,0,0,0!9^420,396,0,1,17,16,0,0,0!9^420,372,0,1,17,15,0,0,0!9^420,348,0,1,17,14,0,0,0!9^420,324,0,1,17,13,0,0,0!9^420,324,0,1,17,13,0,-1,0!9^420,300,0,1,17,12,0,-1,0!9^420,300,0,1,17,12,0,0,0!9^420,252,0,1,17,10,0,0,0!9^420,252,1,1,17,10,0,0,-1!9^420,252,0,0,17,10,1,-1,0!9^396,252,1,1,16,10,0,0,-1!9^396,252,0,1,16,10,0,-1,0!9^396,276,0,1,16,11,0,-1,0!9^372,396,1,1,16,16,0,0,-1!9^372,396,1,1,16,16,0,0,0!9^396,276,1,1,16,11,0,0,0!9^396,276,1,1,17,11,0,0,0!9^396,276,1,1,17,11,0,0,-1!9^396,276,0,0,17,11,1,-1,0!9^396,276,0,0,17,11,1,0,0!9^444,276,1,1,18,11,0,0,0!9^444,276,0,1,18,11,0,0,0!9^444,252,0,1,18,10,0,0,0!9^444,228,0,1,18,9,0,-1,0!9^444,228,0,1,18,9,0,0,0!9^444,180,0,1,18,7,0,-1,0!9^444,180,0,0,18,7,1,0,0!9^444,180,1,1,18,7,0,0,-1!9^468,180,1,1,19,7,0,0,-1!9^468,180,0,1,19,7,0,0,0!9^468,204,0,1,19,8,0,0,0!9^468,204,1,1,19,8,0,0,0!9^468,204,0,0,18,8,1,-1,0!9^468,204,0,0,18,8,1,0,0!9^468,204,1,1,18,8,0,0,0!9^468,204,1,1,18,8,0,0,-1!11^420,204,420,204!11^444,156,444,156#
Description	loop after loop after loop after loop

Other maps by this author


DEATH	Death by chaingun	WHAT?	Figure 8

Comments

Pages: (0)

2008-11-20

I'm afriad this is nothing new

Its called a doorerie map

2008-11-13

AMAZING........

Wow that must hav takn tons of time but it was amazin!