Author	cucumber_boy
Tags	author:cucumber_boy hello hellokitty kitty n-art non-playable rated
Created	2007-10-25
Last Modified	2007-10-25
Rating	4 by 8 people.
Map Data	$Hello Kitty#cucumber_boy#none#00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000|10^269,63!10^258,76!10^250,88!10^244,105!10^246,122!10^252,137!10^248,149!10^239,164!10^230,184!10^223,203!10^222,225!10^227,244!10^229,258!10^244,289!10^255,305!10^283,329!10^297,341!10^307,345!10^321,352!10^286,66!10^300,71!10^315,77!10^344,87!10^356,84!10^369,82!10^382,82!10^393,84!10^457,32!10^445,36!10^432,41!10^409,58!10^403,70!10^397,86!10^390,103!10^392,119!10^404,132!10^417,141!10^433,140!10^447,136!10^438,110!10^439,96!10^444,86!10^453,80!10^463,35!10^476,69!10^482,85!10^492,69!10^507,64!10^521,62!10^544,77!10^548,91!10^549,106!10^543,110!10^534,110!10^524,109!10^517,109!10^495,92!10^507,98!10^512,109!10^520,121!10^516,133!10^511,145!10^501,153!10^488,156!10^471,151!10^461,146!10^557,113!10^568,118!10^570,134!10^569,147!10^563,164!10^551,176!10^524,188!10^511,186!10^498,175!10^556,185!10^564,202!10^570,223!10^570,243!10^572,264!10^566,279!10^556,297!10^549,308!10^540,322!10^530,334!10^521,345!10^452,360!10^478,345!10^490,336!10^504,336!10^513,345!10^530,351!10^549,358!10^549,378!10^545,396!10^538,408!10^523,418!10^514,420!10^485,378!10^491,395!10^501,409!10^509,419!10^477,426!10^492,426!10^501,423!10^339,346!10^382,339!10^398,339!10^413,339!10^449,355!10^469,383!10^473,395!10^475,409!10^471,423!10^458,438!10^448,446!10^433,449!10^420,447!10^407,435!10^402,426!10^392,434!10^364,431!10^358,424!10^355,415!10^344,420!10^328,415!10^313,404!10^306,387!10^305,373!10^311,359!10^318,355!10^236,285!10^219,285!10^199,286!10^183,290!10^173,299!10^164,308!10^157,315!10^146,331!10^152,351!10^167,357!10^186,356!10^193,349!10^191,371!10^207,381!10^222,375!10^234,382!10^254,387!10^267,378!10^280,366!10^285,349!10^285,335!10^194,391!10^182,398!10^189,412!10^199,428!10^213,441!10^234,464!10^246,472!10^257,481!10^347,522!10^367,522!10^385,523!10^399,523!10^417,526!10^415,513!10^414,500!10^419,475!10^422,462!10^424,452!10^236,480!10^236,495!10^236,511!10^238,523!10^253,553!10^264,564!10^280,569!10^296,570!10^342,544!10^345,532!10^195,445!10^192,466!10^206,500!10^216,510!10^235,515!10^306,236!10^300,250!10^304,261!10^314,263!10^319,252!10^385,277!10^401,277!10^415,281!10^418,295!10^401,299!10^384,291!10^475,267!10^492,283!10^501,268!10^500,258!10^489,251!10^542,233!10^561,235!10^577,235!10^595,237!10^604,237!10^548,271!10^562,277!10^579,282!10^588,284!10^539,301!10^555,307!10^189,237!10^209,241!10^226,241!10^243,240!10^206,316!10^223,311!10^243,303!10^237,474!10^237,489!10^236,504!10^240,532!10^245,540!10^250,547!10^258,560!10^271,567!10^288,571!10^304,569!10^312,566!10^320,562!10^329,557!10^336,550!10^195,436!10^194,455!10^192,475!10^200,491!10^194,484!10^211,505!10^225,517!10^233,520!10^221,515!10^252,477!10^238,467!10^223,455!10^215,445!10^185,405!10^195,421!10^206,434!10^218,450!10^228,461!10^262,484!10^287,505!10^274,496!10^268,489!10^280,502!10^304,512!10^322,519!10^339,522!10^332,522!10^313,516!10^295,511!10^355,523!10^362,523!10^377,522!10^392,524!10^409,525!10^416,520!10^412,505!10^415,493!10^416,484!10^420,469!10^188,393!10^201,387!10^187,366!10^177,357!10^159,354!10^146,345!10^146,337!10^149,322!10^160,312!10^151,319!10^147,328!10^196,378!10^210,379!10^217,376!10^222,367!10^228,379!10^242,385!10^246,386!10^263,385!10^273,373!10^284,357!10^285,343!10^487,426!10^169,301!10^178,294!10^193,287!10^211,285!10^231,270!10^250,268!10^240,268!10^228,268!10^219,269!10^209,269!10^198,240!10^218,240!10^235,240!10^213,314!10^232,307!10^250,298!10^258,296!10^228,284!10^231,276!10^225,249!10^221,230!10^221,213!10^227,193!10^234,174!10^244,156!10^249,131!10^244,114!10^245,98!10^255,81!10^263,67!10^275,63!10^291,68!10^307,75!10^324,84!10^333,93!10^339,91!10^329,90!10^352,84!10^365,83!10^378,81!10^389,82!10^392,93!10^390,109!10^391,120!10^396,128!10^402,133!10^410,140!10^424,143!10^436,143!10^449,141!10^446,129!10^443,124!10^439,116!10^438,103!10^448,80!10^441,87!10^464,83!10^471,95!10^459,81!10^467,90!10^476,89!10^491,88!10^502,97!10^510,106!10^517,117!10^515,138!10^518,126!10^507,151!10^481,156!10^497,155!10^476,154!10^462,148!10^456,145!10^398,76!10^405,64!10^416,55!10^429,45!10^441,38!10^451,33!10^463,36!10^469,43!10^472,51!10^485,71!10^498,68!10^511,63!10^528,63!10^534,61!10^541,68!10^548,85!10^549,98!10^502,181!10^492,166!10^519,188!10^533,186!10^546,179!10^541,184!10^558,169!10^568,155!10^570,125!10^560,192!10^567,211!10^573,232!10^573,244!10^572,256!10^571,269!10^567,283!10^560,295!10^564,287!10^556,305!10^549,315!10^538,329!10^524,342!10^532,299!10^545,306!10^558,313!10^568,316!10^580,321!10^574,320!10^561,313!10^556,275!10^575,283!10^552,233!10^570,234!10^587,235!10^260,310!10^267,317!10^275,322!10^300,344!10^316,352!10^306,366!10^306,383!10^309,395!10^321,410!10^333,418!10^339,420!10^372,437!10^361,429!10^382,438!10^387,435!10^375,436!10^398,429!10^401,423!10^410,438!10^416,444!10^441,449!10^453,441!10^466,431!10^472,415!10^474,401!10^471,387!10^464,377!10^331,348!10^348,344!10^357,343!10^373,341!10^364,341!10^391,338!10^409,339!10^421,343!10^431,348!10^442,353!10^425,345!10^497,403!10^489,384!10^480,370!10^474,351!10^456,370!10^475,360!10^484,340!10^499,335!10^511,342!10^540,353!10^549,370!10^549,387!10^541,401!10^531,413!10^534,354!10^393,278!10^382,282!10^389,294!10^394,300!10^413,298!10^418,288!10^407,278!10^319,240!10^315,234!10^301,240!10^299,259!10^310,265!10^320,258!10^324,246!10^474,259!10^477,275!10^498,276!10^481,281!10^480,253!10^496,255!10^485,284!0^396,288!0^408,288!0^402,294!0^402,282!0^390,NaN!11^-24,432,204,396!11^-36,456,216,396!11^-60,492,228,396!11^-36,480,240,396!11^-72,492,252,396!11^-60,468,264,396!11^-24,432,276,396!11^-96,432,288,396!11^-72,468,294,396!11^-66,348,300,414!11^-36,396,288,414!11^-42,438,276,414!11^-72,408,264,414!11^-108,426,252,414!11^-72,432,240,414!11^-72,372,228,414!11^-60,408,216,414!11^-72,432,204,414!11^-48,408,216,432!11^-84,420,228,432!11^-72,420,240,432!11^-66,432,252,432!11^-42,414,264,432!11^-60,420,276,432!11^-60,408,288,432!11^-90,426,300,432!11^-48,420,312,432!11^-90,414,324,432!11^-114,450,336,432!11^-78,456,348,432!11^-24,444,240,450!11^-60,450,234,450!11^-36,468,252,450!11^-48,462,264,450!11^-24,504,276,450!11^-54,468,288,450!11^-90,444,300,450!11^-60,426,312,450!11^-18,426,324,450!11^-30,420,336,450!11^-54,426,348,450!11^-60,432,360,450!11^-60,414,372,450!11^-48,426,384,450!11^-54,402,396,450!11^-36,438,402,450!11^-84,474,252,468!11^-66,504,264,468!11^-78,474,276,468!11^-72,468,288,468!11^-42,474,300,468!11^-54,456,312,468!11^-54,474,324,468!11^-84,450,336,468!11^-72,456,348,468!11^-66,462,360,468!11^-60,438,372,468!11^-30,450,384,468!11^-36,396,396,468!11^-84,420,408,468!11^-66,468,276,486!11^-42,504,288,486!11^-72,492,300,486!11^-78,486,312,486!11^-84,474,324,486!11^-90,462,336,486!11^-60,474,348,486!11^-78,480,360,486!11^-48,462,372,486!11^-54,468,384,486!11^-48,480,396,486!11^-36,456,402,486!11^276,630,306,504!11^282,636,318,504!11^294,642,330,504!11^318,642,342,504!11^312,612,354,504!11^306,642,366,504!11^288,636,378,504!11^306,630,390,504!11^294,630,402,504!11^294,636,282,378!11^312,612,294,378!11^348,648,294,360!11^414,-48,444,48!10^422,49!11^462,-32,456,48!11^456,-18,456,66!11^474,-24,462,66!11^522,-24,444,66!11^552,-30,432,66!11^498,-18,420,66!11^528,-42,414,84!11^582,-42,408,84!11^438,-30,426,84!11^402,-36,432,84!11^342,-36,402,102!11^384,-30,414,102!11^378,-24,426,102!11^384,-48,414,120!11^426,-48,402,120!11^432,-12,426,120!11^498,-54,426,138!11^504,-36,450,96!11^450,-24,462,96!11^468,-30,450,114!11^522,-18,462,114!11^528,-6,474,114!11^576,-36,486,114!11^510,-36,498,114!11^588,-42,462,132!11^474,-18,474,132!11^486,-30,486,132!11^510,-42,498,132!11^522,-36,504,132!11^540,-48,480,150!11^528,-54,492,150!11^630,-48,504,78!11^624,-48,516,78!11^612,-48,528,78!11^564,-42,534,96!11^576,-30,522,96!2^294,372,0,-1!2^294,390,0,-1!2^276,390,0,-1!2^300,408,0,-1!2^282,408,0,-1!2^264,408,0,-1!2^246,408,0,-1!2^228,408,0,-1!2^210,408,0,-1!2^318,426,0,-1!2^300,426,0,-1!2^282,426,0,-1!2^264,426,0,-1!2^246,426,0,-1!2^228,426,0,-1!2^210,426,0,-1!2^228,444,0,-1!2^246,444,0,-1!2^264,444,0,-1!2^282,444,0,-1!2^300,444,0,-1!2^318,444,0,-1!2^336,444,0,-1!2^354,444,0,-1!2^246,462,0,-1!2^264,462,0,-1!2^282,462,0,-1!2^300,462,0,-1!2^318,462,0,-1!2^336,462,0,-1!2^354,462,0,-1!2^372,462,0,-1!2^390,462,0,-1!2^408,462,0,-1!2^402,480,0,-1!2^384,480,0,-1!2^366,480,0,-1!2^348,480,0,-1!2^330,480,0,-1!2^312,480,0,-1!2^294,480,0,-1!2^276,480,0,-1!2^294,498,0,-1!2^312,498,0,-1!2^330,498,0,-1!2^348,498,0,-1!2^366,498,0,-1!2^384,498,0,-1!2^402,498,0,-1!2^396,516,0,-1!2^378,516,0,-1!2^360,516,0,-1!2^342,516,0,-1!11^-36,420,306,414!2^432,60,0,-1!2^450,60,0,-1!2^414,78,0,-1!2^432,78,0,-1!2^408,96,0,-1!2^426,96,0,-1!2^402,114,0,-1!2^420,114,0,-1!2^420,132,0,-1!2^474,144,0,-1!2^498,144,0,-1!2^504,126,0,-1!2^486,126,0,-1!2^468,126,0,-1!2^450,108,0,-1!2^468,108,0,-1!2^510,90,0,-1!2^528,90,0,-1!11^498,-24,474,78!2^462,78,0,-1!10^459,81!0^390,282!10^388,277!11^612,-36,528,132!11^564,-24,540,132!11^600,-60,552,132!11^600,-48,558,132!11^624,-54,522,150!11^582,-18,534,150!11^630,-48,546,150!11^630,-48,558,150!11^558,-30,522,168!11^612,-48,534,168!11^612,-42,540,168!11^600,-36,510,168!11^612,-24,534,114!11^576,-24,546,114!10^534,108!10^546,108!2^528,126,0,-1!2^546,126,0,-1!2^558,144,0,-1!2^540,144,0,-1!2^522,144,0,-1!2^516,162,0,-1!2^534,162,0,-1!2^552,162,0,-1!2^522,180,0,-1!2^522,72,0,-1!2^294,354,0,-1!10^462,360!2^216,390,0,-1!2^234,390,0,-1!2^192,408,0,-1!2^402,444,0,-1!11^870,408,414,450!2^540,180,0,-1!2^558,126,0,-1!11^816,330,312,414!11^558,-48,486,96!2^486,108,0,-1!2^504,108,0,-1!10^510,102!10^411,439!10^183,406!10^284,350!2^468,60,0,-1!10^474,60#
Description	My Best Try at Pink without any experimenting

16-3	16-4	17-0	Mickey	17-1	17-3

Pages: (0)