Author	Sidorio
Tags	action author:sidorio cube films hard traps unrated
Created	2007-12-30
Rating	4 more votes required for a rating.
Map Data	$Cube#Sidorio#none#00000100000100000100000000001000001000001000000000000000000000000000000000100000100000100000000001000001000001000001101111101111101111101100000100000100000100000000001000001000001000000000000000000000000N000000001000001000001000000000010000010000010000011011111011111011111011000001000001000001000000000010000010000010000000N0000000000000000000000000100000100000100000000001000001000001000001101111101111101111101100000100000100000100000000001000001000001000000000000000000000000000000000100000100000100000000001000001000001000001101111101111101111101100000100000100000100000000001000001000001000000000000000000000000000000000100000100000100000000001000001000001000001111111111111111111111111111111111111111111111|5^36,132!9^84,144,1,0,3,6,0,0,-1!9^84,168,1,0,3,6,0,0,0!9^84,288,1,0,3,12,0,0,-1!9^84,312,1,0,3,12,0,0,0!9^84,432,1,0,3,18,0,0,-1!9^84,456,1,0,3,18,0,0,0!9^228,144,1,0,9,6,0,0,-1!9^228,168,1,0,9,6,0,0,0!9^228,288,1,0,9,12,0,0,-1!9^228,312,1,0,9,12,0,0,0!9^228,432,1,0,9,18,0,0,-1!9^228,456,1,0,9,18,0,0,0!9^372,144,1,0,15,6,0,0,-1!9^372,168,1,0,15,6,0,0,0!9^372,288,1,0,15,12,0,0,-1!9^372,312,1,0,15,12,0,0,0!9^372,432,1,0,15,18,0,0,-1!9^372,456,1,0,15,18,0,0,0!9^516,432,1,0,21,18,0,0,-1!9^516,456,1,0,21,18,0,0,0!9^516,288,1,0,21,12,0,0,-1!9^516,144,1,0,21,6,0,0,-1!9^516,168,1,0,21,6,0,0,0!9^660,144,1,0,27,6,0,0,-1!9^660,168,1,0,27,6,0,0,0!9^660,288,1,0,27,12,0,0,-1!9^660,312,1,0,27,12,0,0,0!9^660,432,1,0,27,18,0,0,-1!9^660,456,1,0,27,18,0,0,0!9^144,84,0,0,6,3,0,-1,0!9^168,84,0,0,6,3,0,0,0!9^144,228,0,0,6,9,0,-1,0!9^168,228,0,0,6,9,0,0,0!9^144,372,0,0,6,15,0,-1,0!9^168,372,0,0,6,15,0,0,0!9^144,516,0,0,6,21,0,-1,0!9^168,516,0,0,6,21,0,0,0!9^288,516,0,0,12,21,0,-1,0!9^312,516,0,0,12,21,0,0,0!9^288,372,0,0,12,15,0,-1,0!9^312,372,0,0,12,15,0,0,0!9^288,228,0,0,12,9,0,-1,0!9^312,228,0,0,12,9,0,0,0!9^288,84,0,0,12,3,0,-1,0!9^312,84,0,0,12,3,0,0,0!9^432,84,0,0,18,3,0,-1,0!9^456,84,0,0,18,3,0,0,0!9^432,228,0,0,18,9,0,-1,0!9^456,228,0,0,18,9,0,0,0!9^432,372,0,0,18,15,0,-1,0!9^456,372,0,0,18,15,0,0,0!9^432,516,0,0,18,21,0,-1,0!9^456,516,0,0,18,21,0,0,0!9^576,516,0,0,24,21,0,-1,0!9^600,516,0,0,24,21,0,0,0!9^576,372,0,0,24,15,0,-1,0!9^600,372,0,0,24,15,0,0,0!9^576,228,0,0,24,9,0,-1,0!9^600,228,0,0,24,9,0,0,0!9^576,84,0,0,24,3,0,-1,0!9^600,84,0,0,24,3,0,0,0!0^84,156!0^84,300!0^84,444!0^156,516!0^156,372!0^156,228!0^156,84!0^228,156!0^228,300!0^228,444!0^300,516!0^300,372!0^300,228!0^300,84!0^372,156!0^372,300!0^372,444!0^444,516!0^444,372!0^444,228!0^444,84!0^516,156!0^516,300!9^516,312,1,0,21,12,0,0,0!0^516,444!0^588,516!0^588,372!0^588,228!0^588,84!0^660,156!0^660,300!0^660,444!6^228,12,5,0,1,1!6^252,12,5,0,1,1!6^204,12,5,0,1,1!9^36,132,0,0,8,0,1,-1,0!9^36,132,0,0,9,0,1,-1,0!9^36,132,0,0,10,0,1,-1,0!9^36,132,0,0,11,0,1,-1,0!9^36,132,1,0,8,0,1,0,0!9^36,132,1,0,9,0,1,0,0!9^36,132,1,0,10,0,1,0,0!12^60,180!12^60,192!12^108,216!12^96,216!12^60,252!12^60,264!12^108,276!12^120,276!12^36,228!12^36,240!12^132,180!12^120,180!6^132,420,5,0,2,1!6^36,420,5,0,2,1!6^36,324,5,0,2,1!6^132,324,5,0,2,1!8^396,12,1!8^348,12,1!9^36,132,0,1,11,0,0,0,0!9^36,132,0,1,7,0,0,-1,0!8^372,12,1!12^132,468!12^120,468!12^108,468!12^60,468!12^48,468!12^36,468!2^132,576,0,-1!2^120,576,0,-1!2^108,576,0,-1!2^60,576,0,-1!2^48,576,0,-1!2^36,576,0,-1!3^276,180!3^276,276!3^180,276!3^180,180!10^468,324!10^564,420!7^468,252,1!7^492,276,2!7^468,204,3!7^492,204,3!7^516,180,2!7^564,228,3!7^540,228,3!7^516,204,0!7^516,180,0!7^564,252,1!7^540,252,1!7^516,276,0!4^324,282,1!4^420,282,1!6^612,324,4,0,0,0!6^612,420,4,0,0,3!6^708,324,4,0,0,1!6^708,420,4,0,0,2!11^660,516,660,516!7^324,540,3!7^348,540,3!7^372,516,2!6^324,468,4,0,1,0!6^420,468,3,0,1,2!7^372,492,1!7^396,492,1!7^420,492,1!7^348,516,0!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!3^516,84!6^612,36,5,1,0,1!6^708,36,5,1,0,1!1^612,180!1^612,228!1^612,276!1^660,228!1^660,180!1^660,276!1^708,228!1^708,180!1^708,276!1^684,252!1^684,204!1^636,204!1^636,252!12^276,324!12^264,336!12^180,324!12^192,336!12^180,420!12^192,408!12^276,420!12^264,408!12^192,348!12^180,348!12^264,348!12^276,348!12^264,396!12^276,396!12^192,396!12^180,396!2^228,564,0,-1!2^252,516,-1,0!2^204,516,1,0!12^228,516!2^276,564,-0.707106781186547,-0.707106781186547!2^180,564,0.707106781186547,-0.707106781186547!2^276,468,-0.707106781186547,0.707106781186547!2^180,468,0.707106781186547,0.707106781186547!6^420,420,5,0,2,2!6^324,324,5,0,1,0!7^468,540,3!7^492,540,3!7^516,540,3!7^540,540,3!7^564,540,3!7^564,492,1!7^540,492,1!7^516,492,1!7^492,492,1!7^468,492,1!6^468,468,4,0,0,1!6^492,468,4,0,0,1!6^516,468,4,0,0,1!6^540,468,4,0,0,1!6^564,468,4,0,0,1!9^552,564,0,0,23,23,0,-1,0!9^528,564,0,0,22,23,0,-1,0!9^504,564,0,0,21,23,0,-1,0!9^480,564,0,0,20,23,0,-1,0#
Description	I love the Cube Trilogy. They're not well known films, but I love them. Basically, each film focuses on a different group of people who awake in a cube. Each cube has a door on each wall, which leads to another cube. It seems like there's no end. Also, some cubes have traps to kill the group members. They've got to survive those. They're really dark films, out of the twenty five or so main characters from three films only two ever escape with their lives. Why are you still here? Go buy the boxset now.

The long way home	Island in the sky	The Drone Tree	The Snowflake	Caged	Dinosaur on the prowl

Pages: (0)