Frost's Levels

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Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:48 pm

╭━━━╮╱╱╱╱╱╱╱╭╮╱╱╱╱╱╭╮╱╱╱╱╱╱╱╱╱╱╱╭╮
┃╭━━╯╱╱╱╱╱╱╭╯╰┳╮╱╱╱┃┃╱╱╱╱╱╱╱╱╱╱╱┃┃
┃╰━━┳━┳━━┳━┻╮╭┫┣━━╮┃┃╱╱╭━━┳╮╭┳━━┫┃╭━━╮
┃╭━━┫╭┫╭╮┃━━┫┃╰┫━━┫┃┃╱╭┫┃━┫╰╯┃┃━┫┃┃━━┫
┃┃╱╱┃┃┃╰╯┣━━┃╰╮┣━━┃┃╰━╯┃┃━╋╮╭┫┃━┫╰╋━━┃
╰╯╱╱╰╯╰━━┻━━┻━╯╰━━╯╰━━━┻━━╯╰╯╰━━┻━┻━━╯
Each level is graded on the tricks involved. If the symbol is next to the level, then the level will contain this quality with the difficulty on a scale of 1-5.

Legend
➋-Double
➌-Triple
➍-Quad
➎-Quint
➏-Hex
Ⓒ-Corner
Ⓣ-Troppo
Ⓕ-Falling corner
ⓦ-Wall jump
Ⓖ-Ghost
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blanepark

Posts : 10
Join date : 2014-03-25

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Levels

Post by blanepark on Sun Nov 30, 2014 10:53 pm

➋-2 Ⓒ-3 Ⓦ-4
Frost's First Level:
First~#-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~

➋-2 Ⓒ-4 Ⓣ-1 Ⓦ-4
Frustration:
Frustration~#-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~

Ⓒ-2
The Maze:
The Maze~#-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~

➋-3 Ⓒ-3 Ⓦ-4 Ⓕ-1
Mirror Part 1:
Mirror Pt. 1~#-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~


Last edited by blanepark on Wed Jan 07, 2015 11:42 pm; edited 7 times in total
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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:53 pm



Last edited by blanepark on Sun Nov 30, 2014 10:54 pm; edited 1 time in total
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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:54 pm

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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:54 pm

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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:55 pm

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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:56 pm

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Re: Frost's Levels

Post by blanepark on Sun Nov 30, 2014 10:57 pm

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Re: Frost's Levels

Post by gameloaded4hours on Tue Dec 02, 2014 9:01 am

I had a problem on the last part. There is a place to stick then suicide trick right? The problem is there's no suicide button :/
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Re: Frost's Levels

Post by akiskarath on Wed Dec 03, 2014 10:47 am

[You must be registered and logged in to see this link.] wrote:I had a problem on the last part. There is a place to stick then suicide trick right? The problem is there's no suicide button :/

get the flag,then return to the start and lose at the spikes.
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Re: Frost's Levels

Post by gameloaded4hours on Wed Dec 03, 2014 11:27 am

Thanks
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Re: Frost's Levels

Post by valentin9 on Wed Dec 03, 2014 12:27 pm

I like you custom frost  Very Happy


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Re: Frost's Levels

Post by ExitPathGirl16 on Wed Dec 03, 2014 4:54 pm

I really like your levels!
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Re: Frost's Levels

Post by blanepark on Mon Jan 05, 2015 8:47 pm

[You must be registered and logged in to see this link.] wrote:I like you custom frost  Very Happy

[You must be registered and logged in to see this link.] wrote:I really like your levels!

Thanks! Very Happy
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Re: Frost's Levels

Post by Xakaze on Wed Jan 07, 2015 7:07 pm

I like the Mirror Part 1 level. However the symmetry isn't correct on last part. here is the fixed code :

Mirror Part 1 fixed:
Mirror Pt. 1~#-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~

Xakaze

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Re: Frost's Levels

Post by blanepark on Wed Jan 07, 2015 11:37 pm

[You must be registered and logged in to see this link.] wrote:I like the Mirror Part 1 level. However the symmetry isn't correct on last part. here is the fixed code :

Mirror Part 1 fixed:
Mirror Pt. 1~#-RdlPaF1bFcfxnZvLLVWxVSRVqXgpilWR1EpF6cA0JpCBlFLEgQjeOHFUEHSU0QGxEBBTHVx5ILwSEAQHKaKghGpFhYAgFQJCsZBAoVApBMQOAgV/fNiLvEH7vWuvvfZv/Tlnn/LW73ztGws/+cN7FlvLf8NX/NX5R//56dlva/7+U/FvR61l39JX28qN9cDpaof5ajv5cqBtFMxr6aAg/4Fh33bOwNKjL3SYXu/w4FqHtry+s/iD73x+IfiX//189dN36oTZlzo8/aJ4LIAlh5fl9MxScMsSiMVRAHzvcx2OPhtoyyV5s2CjYKtg3mHYLtitpb2Cg1o6BCOQ1EFS75DUQQ7uED0gejrc+UyHJ1c7XPtUh4ef7HDxEzmrHTtisa0srjVFHc4DSzK1lIAsicOnLEtrbbjSfRJwLIsEHEswcWKZA0sJaIlCS8BSIltKHEtANRzhdDC8LsspcDogDDy5ACgUByR3IAuQ+gDpgNQQyB2kzkBZQHoB0iZnAacH6AEUAppBOwa2q7xdFK5crjhXKvLVirMcCOSP8rlZPrfKZ6N8bpfP14HISVlAWbAkZSBTUEuEkZFMgSKA1EccPpzzA1jiUwHtAhXHEcD2iiPBsnAOfLPy2qwsvlt53avcv99hOpTzVjn/sMPsfu3a7vDwx7V9J1BVffTRKu/lDk8/1mH28Q4nU1AzH0jjRnrhQUsvgF6A9ALoBUheQF4geQUENKJAvwCfpAykDJIpkDtIykDKYNgG4whTVeBhjDD9GkeYfgE+UagXgHMUmhZgF+hLujymEEQhoFDkKLSLjziRmiXOzuIDLBXQIwvOyStxWJxu+DUFaFOy8DRJUDGTRXws8WHRXOLVOcICLHaBdBnYzoeFZpAEnUW8XdHMQipLpMYCxOETGYAM24HI4Ohn9ACtzNAClkQGIoPoAY4AjgAVMIMNzPw4AatfO8rLUgXXgsBNsAjEiY+z7DL8AcIsOTTbzw71WLV5PafvdFj5RYfZux2GXZA4vwQ54lcgcX7doe1VnN9UnN9VnN9XnP2K88eK8+eK89eKc1Bx/l5x/gFGArZloCwgUwdML0jKQJtAmgKUBaRQQFNA6gPUB6QpQKHklcGWKZB7QDWA+gRUDKghUNUOAlpKFizyAmWRF0heiqDdIJMABAR2BcQBtoPanrIAZQEpC1AWkLIAZQEpC1AWkLIAWagPGfplMgOGVpe9E9J3YBIKIgyQYVdO971Bzziz4XRLsXB2qIDVFKApAb2wy1Ii64XtCp4jAAufyACEiQM0t1qQlIEigBwBFAokMhAZ5HSg4EAL5KViSnfJ6cDpAacD6QSMFpAOkAUwWgXTj3iWWTzdZQEsKRQLIMOSnhbYDtpSzdiHarQ+WKP1AX0HrtoUylULXLUBVy1w1QLvedA2gasWeJkDnxB8toD7NOA+Be5T4M0GfELYvgPGhBmbCEuCQIKuUUsRZoklSyxSdh0n5bpYLwFlcWkCUgsEJBVEKgCOiFQWUssiMos4Ee90CTo921lEZmlbLPSkBfQAFj4ia1xbdqivOJCBBT4CQU4unwvlcx74bAY+mwM+m4FCPR3X3R0wz3mhq0Y2BLLUjt4EXOInfWn2KuDr61mgbcbnOQuwC8h9OAykGiB5ARUDKgbcwv8KtDl4MPJP2Lt5VsfrI89Y3jEjz1iGd+QZyziPPGOzfwbyjCVWIM9YQgQ8vc8C03doGonejgM5r01fBAzcy0A0JbcAla8D0Z20Az4E/xvQxTeBtqVGxr1N3waGe4HmkUjRF+ohWfRZw8d3iVonMp/Au2R4sDkDPsMuYXyiORCF4vCZTeqlNuFMPIh4QDyIeED8hB5A89vAdOAzkWl2TaJQnPhsizzJ6fRMUjGaJ6khYQk4V95JhCn4JMK0YBLxmjLJ6do0Tr80zlsyliyVJS81I+jjA+TOAJM46/ukpvN+ytqqnX5U3/yotvpRk+FHDYUf1TU/qql+VM/9qGEzlG36OHv+tnbW4Eiop+qwQzsoy35Z9sqyW5Z5WbbLslWwWbBRsFywVHC6WmcVzAs2Cg5uAdkVuC5A3l4gQTvkrQNcF8B1oQYXOlx7f4eH7+tw8b0dhvMdTs6BZjpBZhqYe6B09LQOmUXg0VKECAMR1iHCgOsLRBiIsA4RBiKsQ4SBCOsQYSDCOkQP8PSCCAOecOC92DbIABEGSB0reMoLXA6gljiDbAde/CBZgGQh4GrEd4h4SxEfSJctGYBkMTYSoC0DesoiL5YCeRm27ASyAL3vxywgCoE6gygE6gzEAbU9CoHKg4gHhIFUHhAGzAaYNqDyINkGhkNnnQMpL2izD3dI5UE7yoQHZAEiDEgHSAdIZ9gvzQcARDwf4kFZ+ABFqMYBRwCn90mYVJdB9ACzASK+QwICZ4GcpTtK53UB2rwsu4BPiskHsFS71TAwB3yA7aDtAdUAilCVB57OXB7AvQJyZwB3D83A9II58AEiTv7QXB8pFCZdl6IPmS5+yV0Yn9sFl4HvIJAJr6UbwL+tgQ9G0DbKchX4t6wLxnc9yB8g4oFvZOCrGeS2CqhGh9xxIDdKxXlecY4rzouK87LivOqQkoDUr0MqClLjDqlWi0oQ3YFUK1dlh1yVID3rEB/OtrOAFLuB1Dig8mAhEwcWM8JgJ/8D4PpCuvmtb/977e7weG2kpfn3/P8B~

I got it fixed, Thanks for pointing that out. Smile
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blanepark

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Re: Frost's Levels

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