6 chambers

Hover over the thumbnail for a full-size version.


Author	ichaelm
Tags	author:ichaelm hard long playable unrated
Created	2007-07-02
Rating	2 more votes required for a rating.
Map Data	$6 chambers#ichaelm#none#00010001000100010001000000100010001010100010000001000100010001000100000010001000100010001000000100010001000100010000001000100010001000111000010001000100010001000000100010001000100010110001000100010001000100000010001000100010001110000100010001000100010000001000100010001000101100010001000100010001000000100010001000100011100001000100010001000100000010001000100010001011000100010001000100010000001000100010001000111000010001000100010001000000100010001000100011100001000100010001000111000010001000100010001110000100010001000100011100001000100010001000111000010001000100010001110000100010001000100011100001000100010001000100000010001000101010001110000100010001000100011001011101110111011101110100000000000000000000000\|5^756,564!9^720,540,0,0,30,22,0,-1,0!9^744,540,0,0,30,22,0,0,0!9^720,348,0,0,30,14,0,-1,0!9^744,348,0,0,30,14,0,0,0!9^720,252,0,0,30,10,0,-1,0!9^744,252,0,0,30,10,0,0,0!9^720,156,0,0,30,6,0,-1,0!9^744,156,0,0,30,6,0,0,0!9^720,60,0,0,30,2,0,-1,0!9^744,60,0,0,30,2,0,0,0!9^720,444,0,0,30,18,0,-1,0!9^744,444,0,0,30,18,0,0,0!6^660,540,2,0,0,1!12^684,288!12^660,216!12^612,216!12^636,288!12^588,288!12^660,228!12^684,276!12^636,276!12^588,276!12^612,228!12^540,228!12^540,216!12^528,216!12^516,216!12^516,288!12^516,276!12^504,216!12^492,216!12^492,228!12^516,264!12^444,288!12^420,288!12^396,288!12^372,288!12^348,288!12^324,288!12^300,288!12^276,288!1^444,276!1^420,276!1^396,276!1^372,276!1^348,276!1^324,276!1^300,276!1^276,276!12^276,216!12^300,216!12^324,216!12^348,216!12^372,216!12^396,216!12^420,216!12^444,216!1^444,228!1^420,228!1^396,228!1^372,228!1^348,228!1^324,228!1^300,228!1^276,228!12^252,288!12^228,288!12^204,288!12^180,288!12^156,288!12^132,288!8^60,228,1!9^660,528,1,1,27,22,0,0,0!8^660,348,2!8^84,348,0!6^708,324,3,1,0,2!6^420,324,3,1,0,2!6^132,324,3,1,0,2!6^180,372,3,1,0,0!6^468,372,3,1,0,0!8^36,132,0!8^36,180,0!8^132,132,0!8^132,180,0!8^228,132,0!8^228,180,0!8^324,180,0!8^324,132,0!8^420,132,0!8^420,180,0!8^516,132,0!8^516,180,0!9^324,420,0,0,20,19,1,-1,0!9^324,420,1,0,20,19,1,0,-1!9^324,420,0,0,20,19,1,0,0!9^492,468,0,0,27,17,1,-1,0!9^492,468,1,0,27,17,1,0,0!9^492,468,0,0,27,17,1,0,0!9^660,420,0,0,12,19,1,-1,0!9^660,420,1,0,12,19,1,0,-1!9^660,420,0,0,12,19,1,0,0!9^300,468,0,0,7,17,1,-1,0!9^300,468,1,0,7,17,1,0,0!9^300,468,0,0,7,17,1,0,0!9^180,420,0,0,22,19,1,-1,0!9^180,420,1,0,22,19,1,0,-1!9^540,468,0,0,5,17,1,-1,0!9^540,468,1,0,5,17,1,0,0!9^540,468,0,0,5,17,1,0,0!9^132,420,0,0,26,19,1,-1,0!9^132,420,1,0,26,19,1,0,-1!9^132,420,0,0,26,19,1,0,0!9^636,468,0,0,15,17,1,-1,0!9^636,468,1,0,15,17,1,0,0!9^636,468,0,0,15,17,1,0,0!9^372,420,0,0,2,19,1,-1,0!9^372,420,1,0,2,19,1,0,-1!9^372,420,0,0,2,19,1,0,0!9^60,468,0,0,21,17,1,-1,0!9^60,468,1,0,21,17,1,0,0!9^60,468,0,0,21,17,1,0,0!0^660,468!0^684,420!0^612,468!0^564,468!0^516,468!0^468,468!0^420,468!0^372,468!0^324,468!0^276,468!0^228,468!0^180,468!0^132,468!0^84,468!0^60,420!0^108,420!0^156,420!0^204,420!0^252,420!0^300,420!0^348,420!0^396,420!0^444,420!0^492,420!0^540,420!0^588,420!0^636,420!9^588,468,1,0,1,18,1,0,-1!9^588,468,0,0,1,18,1,0,0!9^516,420,0,0,8,19,1,-1,0!9^516,420,1,0,8,19,1,0,-1!9^516,420,0,0,8,19,1,0,0!9^204,468,0,0,23,17,1,-1,0!9^204,468,1,0,23,17,1,0,0!9^204,468,0,0,23,17,1,0,0!9^564,420,0,0,14,19,1,-1,0!9^564,420,1,0,14,19,1,0,-1!9^564,420,0,0,14,19,1,0,0!9^348,468,0,0,3,17,1,-1,0!9^348,468,1,0,3,17,1,0,0!9^348,468,0,0,3,17,1,0,0!9^84,420,0,0,28,19,1,-1,0!9^84,420,1,0,28,19,1,0,-1!9^84,420,0,0,28,19,1,0,0!9^684,468,0,0,17,17,1,-1,0!9^684,468,1,0,17,17,1,0,0!9^684,468,0,0,17,17,1,0,0!9^420,420,0,0,6,19,1,-1,0!9^420,420,1,0,6,19,1,0,-1!9^420,420,0,0,6,19,1,0,0!9^156,468,0,0,25,17,1,-1,0!9^156,468,1,0,25,17,1,0,0!9^156,468,0,0,25,17,1,0,0!9^612,420,0,0,10,19,1,-1,0!9^612,420,1,0,10,19,1,0,-1!9^612,420,0,0,10,19,1,0,0!9^252,468,0,0,19,17,1,-1,0!9^252,468,1,0,19,17,1,0,0!9^252,468,0,0,19,17,1,0,0!9^468,420,0,0,4,19,1,-1,0!9^468,420,1,0,4,19,1,0,-1!9^468,420,0,0,4,19,1,0,0!9^108,468,0,0,11,17,1,-1,0!9^108,468,1,0,11,17,1,0,0!9^108,468,0,0,11,17,1,0,0!9^276,420,0,0,18,19,1,-1,0!9^276,420,1,0,18,19,1,0,-1!9^276,420,0,0,18,19,1,0,0!9^444,468,0,0,9,17,1,-1,0!9^444,468,1,0,9,17,1,0,0!9^444,468,0,0,9,17,1,0,0!9^588,468,1,0,1,18,1,0,0!9^180,420,0,0,22,19,1,0,0!9^228,420,0,0,24,19,1,-1,0!9^228,420,1,0,24,19,1,0,-1!9^228,420,0,0,24,19,1,0,0!9^396,468,0,0,16,19,1,-1,0!9^396,468,1,0,16,19,1,0,-1!9^396,468,0,0,16,19,1,0,0!1^708,84!1^684,84!1^684,60!1^684,36!1^708,36!1^660,36!1^636,36!1^636,60!1^660,60!1^660,84!1^636,84!2^708,96,0,-1!2^684,96,0,-1!2^660,96,0,-1!2^636,96,0,-1!2^636,24,0,1!2^660,24,0,1!2^684,24,0,1!2^708,24,0,1!1^612,36!1^588,36!1^588,60!1^612,60!1^612,84!1^588,84!2^588,24,0,1!2^612,24,0,1!2^612,96,0,-1!2^588,96,0,-1!1^564,36!1^564,60!1^564,84!1^540,84!1^540,60!1^540,36!1^516,36!1^516,60!1^516,84!1^492,84!1^492,60!1^492,36!1^468,36!1^468,60!1^468,84!1^444,84!1^444,60!1^444,36!1^420,36!1^396,36!1^372,36!1^348,36!1^324,36!1^300,36!1^276,36!1^252,36!1^228,36!1^204,36!1^180,36!1^156,36!1^132,36!1^108,36!1^84,36!1^60,36!1^36,36!1^36,84!1^60,84!1^84,84!1^108,84!1^132,84!1^156,84!1^180,84!1^204,84!1^228,84!1^252,84!1^276,84!1^300,84!1^324,84!1^348,84!1^372,84!1^396,84!1^420,84!1^420,60!1^396,60!1^372,60!1^348,60!1^324,60!1^300,60!1^276,60!1^252,60!1^228,60!1^204,60!1^180,60!1^156,60!1^132,60!1^108,60!1^84,60!1^60,60!2^564,96,0,-1!2^540,96,0,-1!2^516,96,0,-1!2^492,96,0,-1!2^468,96,0,-1!2^444,96,0,-1!2^420,96,0,-1!2^396,96,0,-1!2^372,96,0,-1!2^348,96,0,-1!2^324,96,0,-1!2^300,96,0,-1!2^276,96,0,-1!2^252,96,0,-1!2^228,96,0,-1!2^204,96,0,-1!2^180,96,0,-1!2^156,96,0,-1!2^132,96,0,-1!2^108,96,0,-1!2^84,96,0,-1!2^60,96,0,-1!2^36,96,0,-1!2^36,24,0,1!2^60,24,0,1!2^84,24,0,1!2^108,24,0,1!2^132,24,0,1!2^156,24,0,1!2^180,24,0,1!2^204,24,0,1!2^228,24,0,1!2^252,24,0,1!2^276,24,0,1!2^300,24,0,1!2^324,24,0,1!2^348,24,0,1!2^372,24,0,1!2^396,24,0,1!2^420,24,0,1!2^444,24,0,1!2^468,24,0,1!2^492,24,0,1!2^516,24,0,1!2^540,24,0,1!2^564,24,0,1!9^36,60,1,1,31,2,0,0,0!0^132,564!0^108,564!0^84,564!0^60,564!0^36,564!0^60,540!0^84,540!0^108,540!0^132,540!0^132,516!0^108,516!0^84,516!0^60,516!0^36,516!0^636,228!0^660,276!0^612,276!0^588,228!0^564,276!0^684,228!0^516,240!0^36,228!0^36,276!0^708,348!0^684,324!0^636,324!0^588,324!0^540,324!0^492,324!0^444,324!0^396,324!0^348,324!0^300,324!0^252,324!0^204,324!0^156,324!0^108,324!0^60,324!0^60,372!0^108,372!0^156,372!0^204,372!0^252,372!0^300,372!0^348,372!0^396,372!0^444,372!0^492,372!0^540,372!0^588,372!0^636,372!0^684,372!0^708,156!0^684,156!0^660,156!0^636,156!0^612,156!0^588,156!0^564,156!0^540,156!0^516,156!0^492,156!0^468,156!0^444,156!0^420,156!0^396,156!0^372,156!0^348,156!0^324,156!0^300,156!0^276,156!0^252,156!0^228,156!0^204,156!0^180,156!0^156,156!0^132,156!0^108,156!0^84,156!0^60,156!0^660,324!0^708,324!0^708,372!0^660,372!0^612,372!0^564,372!0^516,372!0^468,372!0^420,372!0^372,372!0^324,372!0^276,372!0^228,372!0^180,372!0^132,372!0^84,372!0^36,372!0^36,324!0^84,324!0^132,324!0^180,324!0^228,324!0^276,324!0^324,324!0^372,324!0^420,324!0^468,324!0^516,324!0^564,324!0^612,324!0^444,252!0^420,252!0^396,252!0^372,252!0^348,252!0^324,252!0^300,252!0^276,252!0^444,564!0^396,516!0^348,564!0^300,516!0^252,564!0^204,516!0^156,564!9^708,444,0,0,13,17,1,-1,0!9^708,444,1,0,13,17,1,0,0!9^708,444,0,0,13,17,1,0,0!9^36,444,1,0,31,18,1,0,-1!9^36,444,1,1,31,18,0,0,0!9^36,540,1,0,31,22,1,0,-1!9^36,540,1,1,31,22,0,0,0!9^36,348,1,0,31,14,1,0,-1!9^36,348,1,1,31,14,0,0,0!9^36,252,1,0,31,10,1,0,-1!9^36,252,1,1,31,10,0,0,0!9^36,156,1,0,31,6,1,0,-1!9^36,156,1,1,31,6,0,0,0!9^36,60,1,0,31,2,1,0,-1!11^756,36,36,60!9^468,528,1,1,19,22,0,0,0!6^468,540,2,0,0,1!9^612,564,1,0,27,22,1,0,0!9^612,564,1,0,19,22,1,0,0#
Description	It's like 6 levels in one, but you have to complete them consectutively without dying in any of the or you go back to the beginning. It's REALLY annoying when you die on the last one. Have fun! PS: If you want to try each one individually, you can edit it and take out the doors that limit the order you do them in.

Other maps by this author


Tunnels	Package	Zig-zag

-0.5 for the first chamber
-1.5 for the second chamber
+1.5 for the third chamber
-0.5 for the forth chamber
-0.5 for the fifth chamber
-1.5 for the sixth chamber
Final vote: 2/5

Relays, bounce block grids, excessive thwumps, pathetically easy prisoners all fail. Never use them.
I love chamber 3 though. Release it on it's own.

6 chambers

Other maps by this author

Comments

OK, start at 5.