Constructor Ring 2000 - N Map - NUMA

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Constructor Ring 2000

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Author	tiki854
Tags	author:tiki854 constructor easy-ish fun lasers ring unrated
Created	2015-05-29
Last Modified	2015-05-29
Rating	3 more votes required for a rating.
Map Data	$Constructor Ring 2000#tiki854#fun#00000000000000000000000000000000000000000000000000000000000000000000000000003111110000000000000000350021100000000000000035000021000000000000003500000024000000000000150003140024000000000035000350240024000000003500035011140021110000350003100111100011100001000011000035003500000024000210000100010000000024000240002400214000000024000211102400024000000024000211001400024000000010000110011400021100003500035000002400021000350003500000002400024015000310000000000000013500031131401111350003550003111502411115000350000010350002111500031004000215000002150003110024000000000000000311100024000003140000035000000024000310240003500000000024031100240350000000000011111000215000000000000000000000000000000000000000000000000000000\|5^492,540!7^420,516,2!7^420,492,2!7^420,468,2!7^420,468,3!7^444,468,3!7^444,468,0!7^444,492,0!7^444,516,0!7^444,540,0!7^444,540,1!7^420,540,1!7^420,540,2!7^540,396,1!7^564,396,1!7^588,396,1!7^612,396,1!7^636,396,1!7^660,396,1!7^660,396,0!7^660,372,0!7^660,348,0!7^660,324,0!7^660,324,3!7^636,324,3!7^612,324,3!7^588,324,3!7^564,324,3!7^372,348,3!7^348,348,3!7^348,348,2!7^348,372,2!7^348,396,2!7^132,324,1!7^156,324,1!7^180,324,1!7^204,324,1!7^204,324,0!7^204,300,0!7^204,276,0!7^108,300,2!7^108,324,2!7^108,324,1!7^228,180,1!7^252,180,1!7^324,156,0!7^324,132,0!7^324,108,0!7^324,108,3!7^300,108,3!7^276,108,3!7^252,108,3!7^228,108,3!7^204,108,3!7^204,108,2!7^204,132,2!7^204,156,2!7^204,180,2!7^204,180,1!7^372,204,2!7^372,180,2!7^372,156,2!7^372,132,2!7^372,132,3!7^396,132,3!7^684,228,1!7^660,228,1!7^636,228,1!7^612,228,1!7^612,228,2!7^612,204,2!7^612,180,2!7^612,156,2!7^612,132,2!7^612,132,3!7^636,132,3!7^660,132,3!7^684,132,3!7^708,132,3!7^708,132,0!7^708,156,0!7^708,180,0!7^708,204,0!7^708,228,0!7^708,228,1!7^492,204,2!7^492,180,2!7^492,156,2!7^492,132,2!7^492,108,2!7^492,84,2!7^492,60,2!7^492,60,3!7^516,60,3!7^540,60,3!7^540,60,0!7^540,84,0!7^540,108,0!7^540,132,0!7^540,204,0!7^564,516,1!7^540,516,1!7^540,516,2!7^540,492,2!7^540,468,2!7^540,444,2!7^540,444,3!7^564,444,3!7^588,444,3!7^612,444,3!7^612,444,0!7^612,468,0!7^612,492,0!7^612,516,0!7^612,516,1!7^588,516,1!7^420,252,0!7^420,228,0!7^420,204,0!7^420,180,0!7^420,156,0!7^420,132,0!7^420,132,3!7^348,420,2!7^348,420,1!7^372,420,1!7^396,420,1!7^420,420,1!7^420,420,0!7^420,396,0!7^276,468,0!7^276,444,0!7^276,420,0!7^276,396,0!7^276,372,0!7^276,348,0!7^276,324,0!7^252,300,2!7^252,324,2!7^252,348,2!7^252,372,2!7^252,396,2!7^252,420,2!7^252,444,2!7^252,468,2!7^252,468,1!7^276,468,1!7^204,252,0!7^204,228,0!7^204,228,3!7^180,228,3!7^156,228,3!7^132,228,3!7^108,228,3!7^108,228,2!7^108,252,2!7^108,276,2!7^540,204,1!6^540,252,5,0,1,NaN!6^324,324,5,0,1,NaN!6^300,60,5,0,1,NaN!6^564,36,5,0,1,NaN!9^156,252,1,0,20,18,1,0,0!9^648,156,1,0,20,18,1,0,-1!11^324,240,396,180!0^492,516!0^492,468!0^516,492!0^468,492!0^468,444!0^420,444!0^372,444!0^396,468!0^468,540!0^516,540!0^516,444!0^540,420!0^588,420!0^636,420!0^684,372!0^684,324!0^660,300!0^636,276!0^588,276!0^516,516!0^468,516!0^492,492!0^516,468!0^468,468!0^444,444!0^444,420!0^396,444!0^564,420!0^612,420!0^684,348!0^636,300!0^612,300!0^588,300!0^564,300!0^564,276!0^540,276!0^612,276!0^612,252!0^588,252!0^564,252!0^564,228!0^540,228!0^588,228!0^588,204!0^588,180!0^564,204!0^636,108!0^612,108!0^588,108!0^588,132!0^660,108!0^564,108!0^564,84!0^564,60!0^588,60!0^612,60!0^636,84!0^612,84!0^588,84!0^588,36!0^540,36!0^468,108!0^444,132!0^444,156!0^444,180!0^444,204!0^444,228!0^468,204!0^468,180!0^468,156!0^468,132!0^348,180!0^348,156!0^348,132!0^348,108!0^348,84!0^372,108!0^324,84!0^300,84!0^276,84!0^252,84!0^276,60!0^324,60!0^228,204!0^204,204!0^180,204!0^156,204!0^132,204!0^156,180!0^180,180!0^180,156!0^228,300!0^228,324!0^228,348!0^228,372!0^204,348!0^300,396!0^300,372!0^300,348!0^300,324!0^324,348!0^324,372!0^348,324!7^324,180,0!7^540,324,3!7^516,324,3!7^516,324,2!7^516,348,2!7^516,372,2!7^516,396,2!7^516,396,1!7^396,348,3!7^420,348,3!7^420,348,0!7^420,372,0!7^252,276,2!7^252,252,2!7^252,252,3!7^276,252,3!7^276,252,0!7^276,276,0!7^276,300,0!7^324,180,1!7^300,180,1!7^276,180,1!7^420,276,0!7^420,276,1!7^396,276,1!7^372,276,1!7^372,276,2!7^372,252,2!7^372,228,2!7^540,156,0!7^540,180,0!7^516,204,1!7^492,204,1#
Description	A followup to Constructor Ring [numa-notdot-net.appspot.com].

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Comments

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2015-05-30

nice looking map

for sure.