labyrinth

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Author	pjpjio
Tags	action author:pjpjio easy fun gauss playable unrated
Created	2008-07-02
Last Modified	2008-07-06
Map Data	$labyrinth#pjpjio#none#00000000000000000000000011111111111011111111110100000000000000000000001011111111101111111110010100000000000000000100101011111110111111101001010100000000000001010010101011111011111010100101010100000000010101001010101011101110101010010101010100000101010100101010101010101010101001010101010101010101010010101010101010101010100101010101010101010101001010101010101010101010010101010101010101010100101010101010101010101001010101010101010101010010101010101010101010100101010101000101010101001010101011111010101010010101010000000101010100101010111111111010101001010100000000000101010010101111111111111010100101000000000000000101001011111111111111111010010000000000000000000100111111111111111111111000000000000000000000000\|5^36,564!5^36,564!9^348,324,0,0,4,13,1,-1,0!9^360,324,0,0,4,13,1,0,0!9^372,324,0,0,6,13,1,-1,0!9^384,324,0,0,6,13,1,0,0!9^396,324,0,0,8,13,1,-1,0!9^408,324,0,0,8,13,1,0,0!9^420,324,0,0,10,13,1,-1,0!9^432,324,0,0,10,13,1,0,0!9^444,324,0,0,12,13,1,-1,0!9^456,324,0,0,12,13,1,0,0!3^756,36!3^132,132!3^516,276!3^564,228!3^612,180!3^708,84!9^36,72,1,0,1,3,0,0,-1!9^648,36,0,0,26,1,0,0,0!9^756,72,1,0,31,3,0,0,-1!9^324,324,0,0,2,13,1,-1,0!9^336,324,0,0,2,13,1,0,0!11^36,564,60,324!9^192,132,0,0,8,5,0,-1,0!9^576,132,0,0,24,5,0,-1,0!9^264,180,0,0,11,7,0,-1,0!9^528,180,0,0,22,7,0,-1,0!9^336,228,0,0,14,9,0,-1,0!9^456,228,0,0,19,9,0,-1,0!9^336,276,0,0,14,11,0,-1,0!9^456,276,0,0,19,11,0,-1,0!9^276,312,1,0,11,12,0,0,0!9^516,312,1,0,21,12,0,0,0!9^612,216,1,0,25,8,0,0,0!9^564,264,1,0,23,10,0,0,0!9^228,264,1,0,9,10,0,0,0!9^180,216,1,0,7,8,0,0,0!9^660,168,1,0,27,6,0,0,0!9^708,120,1,0,29,4,0,0,0!9^84,120,1,0,3,4,0,0,0!9^132,168,1,0,5,6,0,0,0!0^36,528!0^36,540!0^36,516!0^36,504!0^36,492!0^36,468!0^36,480!0^36,456!0^36,444!0^36,432!0^36,420!0^36,408!0^36,396!0^36,384!0^36,372!0^36,360!0^324,324!0^324,324!0^330,324!0^324,318!0^330,318!0^336,318!0^336,318!0^342,318!0^354,318!0^366,318!0^378,318!0^372,318!0^366,318!0^354,318!0^318,318!0^324,324!0^318,324!0^336,324!0^342,324!0^348,324!0^354,324!0^360,324!0^348,318!0^360,318!0^366,324!0^372,324!0^378,324!0^384,324!0^384,324!0^390,324!0^396,324!0^402,324!0^402,324!0^408,324!0^420,324!0^414,324!0^426,324!0^432,324!0^438,324!0^444,324!0^456,324!0^450,324!0^456,324!0^384,318!0^384,318!0^396,318!0^396,318!0^402,318!0^408,318!0^408,318!0^408,318!0^420,318!0^426,318!0^432,318!0^456,318!0^456,318!0^450,318!0^444,318!0^438,318!0^438,318!0^390,318!0^414,318!0^516,276!0^564,228!0^756,36!0^708,84!0^612,180!2^402,564,-1,0!2^402,516,-1,0!2^396,468,-1,0!2^396,426,-1,0!2^396,378,-1,0!2^480,324,-1,0!2^408,84,1,0!2^408,132,1,0!2^408,180,1,0!2^408,228,1,0!2^408,276,1,0!9^144,36,0,0,5,1,0,0,0!9^192,84,0,0,7,3,0,0,0!9^624,84,0,0,26,3,0,-1,0!2^396,36,1,0!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^768,36,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^720,84,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^624,180,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^576,228,0,1!2^528,276,0,1!2^528,276,0,1!2^528,276,0,1!3^660,132!0^660,132!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!2^672,132,0,1!3^36,36!3^84,84!3^180,180!3^228,228!0^36,36!0^84,84!0^132,132!0^180,180!0^228,228!3^276,276!0^276,276!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^36,24,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^84,72,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^132,120,1,0!2^180,168,1,0!2^180,168,1,0!2^180,168,1,0!2^180,168,1,0!2^180,168,1,0!2^180,168,1,0!2^180,168,1,0!2^228,216,1,0!2^228,216,1,0!2^228,216,1,0!2^228,216,1,0!2^228,216,1,0!2^228,216,1,0!2^276,264,1,0!2^276,264,1,0!2^276,264,1,0!2^276,264,1,0!2^276,264,1,0!2^276,264,1,0#
Description	trb