Deadly cross - N Map - NUMA

Not logged in

Log In

Register

Maps

Hot Maps

Featured Maps

Random

Deadly cross

Thumbnail of the map 'Deadly cross'

Hover over the thumbnail for a full-size version.


Author	Sigmar
Tags	action author:sigmar playable unrated v1.3c
Created	2004-11-09
Rating	3 more votes required for a rating.
Map Data	$Deadly cross#Sigmar#none#00000000000000000010000010000000000000000000300014000000000000000030000014000000000000003000000014000000000000300000000014000000000030000000000014000000003000000000000014000000300000000000000014000030000000000000000010003000000000000000000010300000000000000000000010000000000000000000031014000000000000000003150214000000000000000310000214000000000000031500000214000000000003100000000214000000000315000000000214000000031000000000000214000003150000000000000214000310000000000000000210001000000000000000000000011111111111111111111110100000000000001000003100140001014000101400010002140000214000021400000002110000011000001100000031100000110000011000003150000315000031500000015000101500010100001000000000100000000000001\|5^540,84!7^540,132,3!7^516,156,3!7^492,156,3!7^540,180,3!7^516,180,3!7^492,180,3!7^444,204,3!7^468,204,3!7^492,204,3!7^516,204,3!7^540,228,3!7^516,228,3!7^492,228,3!7^468,228,3!7^444,228,3!7^396,252,3!7^420,252,3!7^444,252,3!7^420,204,1!7^540,180,1!7^468,156,1!7^540,132,1!7^516,108,1!7^468,252,3!7^492,252,3!7^516,252,3!7^540,228,1!7^540,276,3!7^516,276,3!7^492,276,3!7^468,276,3!7^444,276,3!7^420,276,3!7^396,276,3!7^372,252,1!7^348,300,3!7^372,300,3!7^396,300,3!7^420,300,3!7^444,300,3!7^468,300,3!7^492,300,3!7^516,300,3!7^540,276,1!7^540,324,3!7^516,324,3!7^492,324,3!7^468,324,3!7^444,324,3!7^420,324,3!7^396,324,3!7^372,324,3!7^348,300,1!7^372,348,3!7^396,348,3!7^420,348,3!7^444,348,3!7^468,348,3!7^492,348,3!7^516,348,3!7^540,324,1!7^540,372,3!7^516,372,3!7^492,372,3!7^468,372,3!7^444,372,3!7^420,372,3!7^396,348,1!7^420,396,3!7^444,396,3!7^468,396,3!7^492,396,3!7^516,396,3!7^540,372,1!7^540,420,3!7^516,420,3!7^492,420,3!7^468,420,3!7^444,396,1!7^468,444,3!7^492,444,3!7^516,444,3!7^540,420,1!7^540,468,3!7^516,468,3!7^492,444,1!7^516,492,3!7^540,468,1!7^540,492,1!7^516,516,3!7^588,228,0!7^732,396,0!7^708,348,0!7^708,348,3!7^636,324,1!7^612,348,0!7^756,60,1!7^732,180,2!7^708,156,1!7^636,180,2!7^636,180,3!7^588,204,1!7^588,228,1!7^732,516,2!7^708,492,1!7^636,516,2!7^636,516,3!11^588,420,300,276!3^84,60!3^108,84!3^132,108!3^156,132!3^180,156!3^204,180!3^228,204!3^252,228!3^276,252!9^276,300,1,0,1,2,1,0,0!9^276,300,1,0,1,2,1,0,-1!9^300,324,0,0,1,23,1,0,0!9^300,324,1,0,1,23,1,0,-1!7^540,516,1!9^684,108,1,0,31,3,1,0,-1!9^660,108,1,0,31,3,1,0,0!9^756,204,0,0,29,7,1,0,0!9^708,132,1,0,29,7,1,0,-1!9^684,276,0,0,26,7,1,-1,0!9^636,132,1,0,24,9,1,0,0!9^588,372,0,0,26,14,1,-1,0!9^660,444,1,0,29,14,1,0,-1!9^684,444,0,0,29,14,1,0,0!9^732,276,1,0,31,16,1,0,0!9^756,540,0,0,29,21,1,0,0!9^732,564,0,0,26,21,1,-1,0!9^612,564,1,0,26,21,1,0,-1!9^612,564,0,0,26,21,1,-1,0!9^732,564,1,0,26,21,1,0,-1!9^708,492,1,0,29,21,1,0,-1!9^708,492,0,0,29,21,1,0,0!9^756,540,1,0,29,21,1,0,-1!9^732,276,1,0,31,16,1,0,-1!9^756,252,1,0,31,16,1,0,-1!9^756,252,1,0,31,16,1,0,0!9^684,444,0,0,29,14,1,0,0!9^660,444,0,0,29,14,1,0,0!9^684,444,1,0,29,14,1,0,-1!9^660,444,1,0,29,14,1,0,-1!9^636,300,1,0,26,14,1,0,-1!9^588,372,1,0,26,14,1,0,-1!9^636,300,0,0,26,14,1,-1,0!9^588,84,1,0,24,9,1,0,-1!9^588,84,1,0,24,9,1,0,0!9^636,132,1,0,24,9,1,0,-1!9^660,276,1,0,26,7,1,0,-1!9^684,276,1,0,26,7,1,0,-1!9^660,276,0,0,26,7,1,-1,0!9^708,132,1,0,29,7,1,0,-1!9^708,132,0,0,29,7,1,0,0!9^756,204,1,0,29,7,1,0,-1!9^756,204,0,0,29,7,1,0,0!9^684,108,1,0,31,3,1,0,-1!9^684,108,1,0,31,3,1,0,0!9^660,108,1,0,31,3,1,0,-1!9^660,108,1,0,31,3,1,0,0!9^36,540,0,1,1,23,0,0,0!9^36,516,1,1,1,23,0,0,-1!9^60,36,1,1,1,2,0,0,-1!9^564,36,0,1,22,1,0,-1,0!9^588,36,0,1,22,1,0,0,0!2^492,576,0,-1!2^468,576,0,-1!2^444,576,0,-1!2^420,576,0,-1!2^396,576,0,-1!2^468,576,0,-1!2^444,576,0,-1!2^420,576,0,-1!2^420,576,0,-1!2^420,576,0,-1!2^396,576,0,-1!2^396,576,0,-1!2^396,576,0,-1!2^396,576,0,-1!2^372,576,0,-1!2^372,576,0,-1!2^372,576,0,-1!2^372,576,0,-1!2^372,576,0,-1!2^372,576,0,-1!2^348,576,0,-1!2^348,576,0,-1!2^348,576,0,-1!2^348,576,0,-1!2^348,576,0,-1!2^348,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^324,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^300,576,0,-1!2^276,576,0,-1!2^276,576,0,-1!2^276,576,0,-1!2^276,576,0,-1!2^276,576,0,-1!2^276,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^252,576,0,-1!2^228,576,0,-1!2^228,576,0,-1!2^228,576,0,-1!2^228,576,0,-1!2^228,576,0,-1!2^228,576,0,-1!2^204,576,0,-1!2^204,576,0,-1!2^204,576,0,-1!2^204,576,0,-1!2^204,576,0,-1!2^180,576,0,-1!2^180,576,0,-1!2^180,576,0,-1!2^180,576,0,-1!2^156,576,0,-1!2^156,576,0,-1!2^156,576,0,-1!2^132,576,0,-1!2^132,576,0,-1!2^108,576,0,-1!9^324,252,0,1,11,10,0,0,0!9^324,252,1,1,11,10,0,0,-1!9^348,228,0,1,10,9,0,0,0!9^348,228,1,1,10,9,0,0,-1!9^372,204,0,1,9,8,0,0,0!9^372,204,1,1,9,8,0,0,-1!9^396,180,0,1,8,7,0,0,0!9^396,180,1,1,8,7,0,0,-1!9^420,156,0,1,7,6,0,0,0!9^420,156,1,1,7,6,0,0,-1!9^444,132,0,1,6,5,0,0,0!9^444,132,1,1,6,5,0,0,-1!9^468,108,0,1,5,4,0,0,0!9^468,108,1,1,5,4,0,0,-1!9^492,84,1,1,4,3,0,0,-1!9^492,84,0,1,4,3,0,0,0!9^516,60,1,1,3,2,0,0,-1!9^516,60,0,1,3,2,0,0,0!6^252,276,3,0,1,2!6^252,324,3,0,1,2!9^600,36,0,0,24,1,0,0,0!9^756,72,1,0,31,3,0,0,-1!9^756,96,1,0,31,3,0,0,0!9^708,168,1,0,29,7,0,0,-1!9^720,180,0,0,29,7,0,0,0!9^636,168,1,0,26,7,0,0,-1!9^624,180,0,0,26,7,0,-1,0!9^588,216,1,0,24,9,0,0,-1!9^588,240,1,0,24,9,0,0,0!9^636,336,1,0,26,14,0,0,-1!9^624,348,0,0,26,14,0,-1,0!9^708,336,1,0,29,14,0,0,-1!9^720,348,0,0,29,14,0,0,0!9^756,384,1,0,31,16,0,0,-1!9^756,408,1,0,31,16,0,0,0!9^720,516,0,0,29,21,0,0,0!9^708,504,1,0,29,21,0,0,-1!9^636,504,1,0,26,21,0,0,-1!9^624,516,0,0,26,21,0,-1,0!9^744,396,0,0,31,16,0,-1,0!9^600,228,0,0,25,9,0,-1,0!6^756,108,2,0,0,0!6^636,180,2,0,0,0!6^588,84,2,0,0,0!6^588,300,2,0,0,0!6^732,300,2,0,0,0!6^684,396,2,0,0,0!6^756,492,2,0,0,0!6^684,540,2,0,0,0!6^588,492,2,0,0,0!3^612,396!3^732,396!3^612,228!3^732,228!3^756,36!9^348,300,1,0,14,13,1,0,-1!9^540,324,1,0,22,14,1,0,-1!9^396,348,1,0,16,15,1,0,-1!9^540,372,1,0,22,16,1,0,-1!9^444,396,1,0,18,17,1,0,-1!9^540,420,1,0,22,18,1,0,-1!9^492,444,1,0,20,19,1,0,-1!9^540,468,1,0,22,20,1,0,-1!9^372,252,1,0,15,11,1,0,-1!9^540,228,1,0,22,10,1,0,-1!9^540,180,1,0,22,8,1,0,-1!9^540,132,1,0,22,6,1,0,-1!9^516,108,1,0,21,5,1,0,-1!9^468,156,1,0,19,7,1,0,-1!9^420,204,1,0,17,9,1,0,-1!9^540,276,1,0,22,12,1,0,-1!9^276,300,1,1,1,21,0,0,-1!9^276,300,1,1,2,20,0,0,-1!9^276,300,1,1,3,20,0,0,-1!9^276,300,1,1,1,19,0,0,-1!9^276,300,1,1,2,19,0,0,-1!9^276,300,1,1,3,19,0,0,-1!9^276,300,1,1,4,18,0,0,-1!9^276,300,1,1,3,18,0,0,-1!9^276,300,1,1,2,18,0,0,-1!9^276,300,1,1,5,17,0,0,-1!9^276,300,1,1,4,17,0,0,-1!9^276,300,1,1,3,17,0,0,-1!9^276,300,1,1,2,17,0,0,-1!9^276,300,1,1,10,12,0,0,-1!9^276,300,0,1,10,12,0,-1,0!9^276,300,1,1,9,13,0,0,-1!9^276,300,1,1,8,13,0,0,-1!9^276,300,1,1,7,13,0,0,-1!9^276,300,1,1,6,13,0,0,-1!9^276,300,1,1,5,13,0,0,-1!9^276,300,1,1,4,13,0,0,-1!9^276,300,1,1,3,13,0,0,-1!9^276,300,1,1,2,13,0,0,-1!9^276,300,1,1,6,16,0,0,-1!9^276,300,1,1,5,16,0,0,-1!9^276,300,1,1,4,16,0,0,-1!9^276,300,0,1,9,13,0,-1,0!9^276,300,1,1,8,14,0,0,-1!9^276,300,0,1,8,14,0,-1,0!9^276,300,1,1,7,15,0,0,-1!9^276,300,0,1,7,15,0,-1,0!9^276,300,0,1,6,16,0,-1,0!9^276,300,0,1,5,17,0,-1,0!9^276,300,1,1,3,16,0,0,-1!9^276,300,1,1,2,16,0,0,-1!9^276,300,1,1,5,15,0,0,-1!9^276,300,1,1,4,15,0,0,-1!9^276,300,1,1,3,15,0,0,-1!9^276,300,1,1,2,15,0,0,-1!9^276,300,1,1,1,15,0,0,-1!9^276,300,1,1,7,14,0,0,-1!9^276,300,1,1,6,14,0,0,-1!9^276,300,1,1,5,14,0,0,-1!9^276,300,1,1,4,14,0,0,-1!9^276,300,1,1,3,14,0,0,-1!9^516,36,1,0,12,11,1,0,-1!9^276,300,1,1,2,14,0,0,-1!9^276,300,1,1,1,4,0,0,-1!9^276,300,1,1,4,8,0,0,-1!9^276,300,1,1,2,10,0,0,-1!9^276,300,1,1,5,10,0,0,-1!9^276,300,1,1,7,9,0,0,-1!9^276,300,1,1,2,7,0,0,-1!9^276,300,1,1,5,7,0,0,-1!9^276,300,1,1,4,12,0,0,-1!9^276,300,1,1,7,11,0,0,-1!9^276,300,1,1,3,6,0,0,-1!9^276,300,1,1,2,9,0,0,-1!4^168,570,1!4^36,570,1!4^300,570,1!9^324,300,0,0,22,22,1,-1,0!9^324,300,1,0,22,22,1,0,0!9^324,300,0,0,22,22,1,0,0!9^540,564,1,1,22,21,0,0,-1!9^540,564,1,1,22,21,0,0,0!9^36,36,1,1,1,NaN,0,0,NaN!7^540,84,1#
Description	It's easy.

Other maps by this author


Long way	Turning back	Final Death	Nothing to do	Idea	Reinvention

Comments

Pages: (0)

2004-11-09

No, impossible

Some of those doors are buggy, and impassible. Don't put locked doors and normal doors in the same place.