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Custom Maps: Maze RePlay Series (I)

Posted: 2010.07.16 (20:05)
by Cloudy
Hello Metanet Community,

I am not sure if this is the right section to post, I'll just give it a go. I've created a custom map. It shall be the start of a series of maps, which can be counted 'Action' or 'hard', and are always in a maze system - called the Maze RePlay Series. This is Part - or Level - 1. The Creation and Editing of the Map took me a total of ~7 hours, it was created by me and at this Point I thank my friend Sicrosoft for doing the beta testing.
I thought I'd publish it, and I'd love it if some of you guys had a go at it, too. I'm here for constructive critism on my map, and would like to hear if any of you like it / show interest in this series. This is my first quality map - my third map ever, so please don't be too harsh on me if it's bad ;]
Anyhow, enough talking, here first a image with the whole map:

Image

I havn't made a demo yet, but if required, I'll make one soon enough. Here the code:

Code: Select all

$Maze RePlay I#Cloudy#Action
level#0000001000000000000000000003110011101010010100000021100001000000101000000001000010000001010000111111000100000010100001000000001000000101000010111100010000111010000100010000100111000100P000001000010000000010000000010011111111110111010111111100000000000000101000000011100000011001010111111101111110100010101000000000000101000001010011111110011010000010100100000100010100000101001111011001101000001010010010010001010000010100100001110110110010101001001000101000100101010011110001010001001010000000101110100010010111111111000001000100000001000000000010001000000010000000000100010000000100000000001000100100001000000000010001001000010000000000100010010000100000000001000100100001000000000010001001000010000000000100000|5^396,348!10^396,252!0^492,276!0^468,276!0^444,276!0^444,252!0^468,252!12^492,252!12^444,348!0^492,252!3^492,372!12^516,372!9^528,324,0,0,22,13,0,-1,0!9^660,228,0,0,22,17,1,-1,0!10^756,420!1^660,252!1^612,324!1^708,324!1^732,276!1^660,372!1^612,408!1^732,372!1^600,228!0^660,360!0^708,312!0^732,264!0^612,312!0^600,216!0^732,360!0^660,360!12^612,312!0^612,312!0^612,312!0^612,396!9^492,420,0,0,19,17,1,-1,0!12^444,444!12^396,444!12^348,444!8^348,180,1!0^324,324!3^540,276!0^372,204!0^396,204!0^420,204!0^444,204!0^468,204!0^492,204!0^516,204!12^444,180!0^444,180!9^324,132,0,0,13,5,1,-1,0!0^300,132!0^300,156!0^300,180!0^300,204!0^300,228!0^300,252!0^300,276!0^276,276!0^276,300!0^276,324!0^276,348!0^276,372!0^276,396!0^276,420!0^276,444!0^276,468!0^276,492!0^276,516!0^276,540!0^276,564!10^300,372!10^300,420!10^300,468!3^300,396!3^300,444!12^288,372!12^288,396!12^288,420!12^288,444!12^288,468!9^276,360,1,0,11,14,0,0,0!9^276,528,1,0,11,22,0,0,-1!12^396,564!9^396,552,0,0,19,23,1,0,0!3^312,528!0^420,540!9^444,540,0,1,19,23,0,-1,0!0^444,540!9^504,564,0,0,21,23,0,-1,0!9^528,564,0,0,21,23,0,0,0!9^552,564,0,0,22,23,0,0,0!9^576,564,0,0,24,23,0,-1,0!9^600,564,0,0,24,23,0,0,0!9^624,564,0,0,26,23,0,-1,0!9^648,564,0,0,26,23,0,0,0!9^672,564,0,0,27,23,0,0,0!9^696,564,0,0,28,23,0,0,0!9^720,564,0,0,29,23,0,0,0!6^492,516,5,0,1,0!1^540,492!9^684,492,0,0,19,20,1,0,0!9^456,492,0,0,17,20,1,0,0!9^408,492,0,0,16,20,1,-1,0!7^300,492,2!7^300,492,3!9^360,492,0,0,14,20,1,-1,0!1^684,492!0^732,516!0^708,516!0^684,516!0^660,516!0^636,516!0^612,516!0^588,516!0^564,516!0^540,516!0^516,516!12^492,516!0^492,516!9^324,492,0,0,10,20,1,0,0!9^324,492,0,0,10,20,1,-1,0!9^300,492,1,1,11,20,0,0,0!2^204,432,0,1!12^204,348!8^60,324,0!8^60,372,0!8^60,420,0!0^180,348!0^180,396!0^156,444!0^132,444!0^108,444!0^84,444!0^60,444!11^756,156,228,540!0^204,564!0^180,564!0^156,564!0^132,564!0^108,564!0^84,564!0^60,564!0^36,564!3^252,204!3^228,276!3^84,276!1^156,264!0^252,228!0^228,228!0^204,228!0^204,204!0^228,204!0^204,276!0^204,252!0^228,252!0^108,276!0^108,252!0^84,252!12^36,204!12^156,276!0^156,276!8^36,300,1!9^156,240,1,0,6,8,1,0,0!0^156,240!12^144,96!6^204,132,1,1,0,3!9^228,96,1,0,9,3,0,0,0!9^252,96,1,0,10,3,0,0,0!0^228,132!0^228,108!0^252,108!12^168,72!12^192,72!0^144,72!0^192,48!0^144,48!0^168,48!10^36,156!10^108,156!9^72,108,0,0,11,3,1,-1,0!9^72,108,0,0,11,1,1,-1,0!0^432,84!0^504,84!9^372,48,1,1,15,2,0,0,0!9^372,48,1,0,15,2,1,0,-1!7^396,84,3!7^396,60,1!7^420,60,1!7^444,60,1!7^420,84,3!9^360,84,1,1,15,2,0,0,0!0^360,84!9^372,48,1,1,16,2,0,0,-1!9^372,48,1,1,17,2,0,0,-1!9^372,48,1,1,18,2,0,0,-1!12^396,36!12^420,36!8^728.142857142852,36,2!7^468,60,1!7^468,84,3!9^468,60,1,0,19,2,1,0,-1!12^660,36!1^636,84!1^612,84!0^612,60!12^636,60!0^636,60!3^732,84!12^756,132!12^732,132!12^612,108!12^612,132!12^684,156!3^708,84!9^684,132,0,0,30,6,1,-1,0!0^588,108!0^588,132!0^588,156!0^612,156!0^636,156!12^756,NaN!0^384,84!0^408,84!0^456,84!0^480,84!0^528,84!0^552,84!0^336,84!0^312,84!0^288,84!7^564,84,0!9^204,468,0,0,11,3,1,-1,0!0^204,NaN!2^336,576,0,-1!0^336,564!0^372,NaN!10^60,492!0^204,NaN!12^84,564!12^132,540!12^180,564!12^228,NaN!9^180,108,0,0,7,4,1,0,0!12^144,NaN!12^228,576!0^228,564!7^444,84,NaN!7^456,60,1!7^456,84,3!7^432,84,3!7^432,60,1!7^408,84,3!7^408,60,1!7^480,84,3!7^480,60,NaN!3^756,84
I guess you all know how it works - just copy it at the end of your 'userlevels' text in the N Folder.
And please, if you've made it, I'd love to see your replay - there are many variations of the completition of the level.

I would also like to ask: Where would you put this level? Action or hard?

For now, I'll stop writing, hope you have fun with my map ;]

Greetz,
Cloudy

Re: Custom Maps: Maze RePlay Series (I)

Posted: 2010.07.21 (03:11)
by ENT474
not hard at all.
Better version (same mechanics):


write more when feels like it.

Re: Custom Maps: Maze RePlay Series (I)

Posted: 2010.07.24 (00:04)
by unoriginal name
Please don't create threads for individual maps like this. If you want to give them more attention, you can use these two handy threads. It's done this way because of how clogged this forum would get if everyone made one of these threads. Thanks for understanding.

Re: Custom Maps: Maze RePlay Series (I)

Posted: 2010.07.24 (08:43)
by Cloudy
Alright, read and understood. Would you mind closing/deleting the thread?

Re: Custom Maps: Maze RePlay Series (I)

Posted: 2010.07.24 (21:38)
by unoriginal name
If you want, sure.