Dragon After Dusk (step one)

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	theNding
Tags	author:thending cool dragon n-art unrated
Created	2008-12-29
Last Modified	2008-12-29
Rating	2 more votes required for a rating.
Map Data	$Dragon After Dusk (step one)#theNding#none#00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000\|5^305,141!5^301,144!12^282,111!12^286,113!12^288,114!12^290,114!12^294,115!12^299,115!12^285,113!12^301,114!12^303,116!12^308,119!12^311,121!12^307,119!12^315,125!12^317,127!12^322,129!12^325,132!12^325,138!12^325,142!12^325,137!12^325,145!12^325,150!12^326,155!12^327,160!12^328,166!12^327,163!12^283,108!12^285,106!12^286,102!3^294,110!3^292,109!3^289,109!3^288,110!3^298,110!3^305,113!3^310,114!3^314,118!3^316,119!3^317,120!3^311,115!3^305,113!3^296,110!3^292,110!3^322,125!3^324,125!3^326,126!3^322,125!3^317,120!3^314,119!3^311,117!3^307,114!3^300,112!3^288,110!3^288,110!12^283,114!12^340,153!12^339,157!12^341,150!12^343,145!12^345,141!12^346,137!12^349,135!12^289,99!12^292,99!12^294,99!12^297,99!12^302,97!12^306,96!12^307,95!12^311,94!12^315,94!12^320,94!12^324,93!12^327,90!7^326,85,0!2^338,74,0.707106781186547,0.707106781186547!2^346,87,-1,0!7^350,86,2!7^349,85,1!7^346,84,1!12^333,89!12^336,92!12^341,95!12^347,96!12^349,96!7^301,113,2!3^294,112!3^290,111!3^288,111!3^288,108!3^292,108!3^290,107!3^289,105!3^289,109!12^306,122!12^307,119!12^304,119!3^300,100!3^303,99!3^309,98!3^314,97!3^320,96!3^326,94!3^301,103!3^319,116!3^335,126!3^331,131!3^333,141!3^332,147!3^333,154!3^332,160!3^329,153!3^329,148!3^330,143!3^330,139!3^332,159!3^332,159!3^332,157!3^332,157!3^331,157!3^331,154!3^335,157!3^333,160!3^334,154!3^337,148!3^341,144!3^341,139!3^338,147!3^341,141!3^344,135!3^350,131!3^346,131!3^341,128!3^340,120!3^354,102!3^346,100!3^339,98!3^335,96!3^330,95!3^331,95!3^328,95!3^326,95!3^337,95!3^342,96!3^350,98!3^323,96!3^343,90!3^346,96!3^344,94!3^342,92!3^341,90!3^341,89!8^334,117,3!8^335,119,3!8^336,120,3!8^337,121,3!3^340,127!3^335,128!3^329,122!3^333,129!3^333,140!3^333,125!3^336,121!3^331,118!3^341,127!3^337,130!3^336,134!3^331,137!3^331,140!3^331,146!3^334,150!3^340,139!3^326,123!3^321,119!3^320,116!3^322,116!3^348,123!3^348,120!3^346,105!3^341,102!3^328,107!3^328,107!3^327,107!3^315,97!3^340,142!3^339,137!3^338,143!3^331,159!3^351,130!1^335,159!12^336,159!12^341,150!12^344,144!12^343,144!12^328,166!10^331,160!10^329,162!10^329,158!10^329,152!10^331,148!10^328,156!10^333,154!10^339,149!10^339,146!10^333,149!10^336,145!10^341,143!10^335,143!10^331,141!3^335,135!3^332,134!3^335,134!3^343,134!3^336,151!3^349,135!3^349,127!3^348,123!3^349,107!3^352,105!3^353,101!0^340,110!12^328,166!12^324,165!12^324,165!12^319,164!12^317,164!12^321,163!12^323,161!12^320,166!12^324,166!12^328,164!12^326,167!12^323,167!12^329,161!3^329,161!3^327,162!3^327,162!12^282,119!12^282,118!12^284,115!12^285,115!12^324,151!12^323,148!12^317,130!12^314,131!12^313,134!12^311,136!12^308,137!12^305,141!12^302,143!12^299,146!12^297,147!5^309,141!5^311,139!5^311,138!5^313,134!5^315,134!5^315,134!5^315,134!5^313,137!5^312,137!5^312,137!5^315,135!5^317,133!5^317,134!5^317,134!5^319,131!5^320,131!5^314,132!5^313,132!5^313,137!5^317,134!5^321,132!5^320,137!5^319,137!5^311,139!5^309,139!10^307,143!10^303,145!10^301,145!10^298,146!10^298,146!10^303,144!10^302,143!10^309,147!10^306,147!10^303,149!10^300,150!10^296,150!10^294,150!10^293,150!10^294,149!10^297,148!10^294,149!10^294,149!10^296,149!10^296,148!10^297,147!10^299,148!10^303,148!10^306,146!10^308,145!10^311,145!10^311,145!10^313,143!10^315,142!12^284,152!12^288,151!12^289,149!12^282,154!12^287,154!12^288,153!12^290,153!12^286,154!12^282,154!12^282,154!12^280,154!12^283,153!3^288,152!3^291,152!3^294,151!3^290,150!3^345,145!3^351,144!3^351,140!3^342,148!3^341,151!3^339,153!3^344,149!3^350,143!3^352,140!3^353,138!3^346,143!3^343,148!3^358,100!3^359,99!3^363,96!3^367,95!3^368,93!2^381,92,-0.707106781186547,-0.707106781186547!2^379,90,-0.707106781186547,-0.707106781186547!2^386,85,-0.707106781186547,-0.707106781186547!2^398,83,-0.707106781186547,-0.707106781186547!2^407,80,-0.707106781186547,-0.707106781186547!7^422,66,1!2^410,81,0,-1!7^365,88,2!2^359,78,0.707106781186547,0.707106781186547!2^365,77,0.707106781186547,0.707106781186547!2^360,73,0.707106781186547,0.707106781186547!2^371,67,0.707106781186547,0.707106781186547!2^383,63,0.707106781186547,0.707106781186547!7^396,72,3!2^350,93,0.707106781186547,-0.707106781186547!12^354,94!12^348,93!12^345,91!3^350,97!3^344,96!3^339,94!3^337,93!3^366,95!3^359,97!3^355,94!3^368,100!3^355,139!3^357,137!3^356,132!3^355,129!3^361,112!3^364,108!3^367,108!3^367,108!3^375,103!3^375,105!3^380,108!3^387,108!3^389,109!3^366,132!3^364,133!3^360,130!3^367,128!3^369,130!3^370,130!3^375,129!3^378,129!7^351,162,2!2^354,162,-0.707106781186547,0.707106781186547!2^360,167,-0.707106781186547,0.707106781186547!2^370,169,-0.707106781186547,0.707106781186547!2^351,162,-0.707106781186547,0.707106781186547!2^360,167,-0.707106781186547,0.707106781186547!2^370,170,-0.707106781186547,0.707106781186547!2^359,162,-0.707106781186547,0.707106781186547!12^334,162!12^337,160!12^337,159!12^337,157!12^340,152!12^343,152!12^337,163!12^335,165!12^343,158!12^343,152!12^339,153!10^334,152!10^332,160!10^337,152!10^339,150!3^327,161!3^329,153!3^337,156!3^310,121!3^306,116!2^387,66,0,-1!2^345,72,0,-1!2^343,77,-0.707106781186547,-0.707106781186547!12^368,90!12^370,90!12^374,87!12^370,93!12^372,96!12^376,96!12^377,100!12^379,103!12^362,86!12^354,86!12^352,83!12^352,83!12^358,86!12^350,86!12^337,85!12^336,83!12^349,85!12^332,86!12^362,89!12^359,89!3^356,93!3^352,90!3^345,90!3^330,89!3^334,89!3^326,91!3^333,87!3^355,95!3^351,92!3^361,95!3^367,95!3^364,95!3^368,98!3^369,99!3^374,102!3^380,108!3^374,106!3^369,106!3^377,108!3^379,108!3^370,106!3^366,108!3^360,108!3^368,112!3^361,106!3^356,104!3^350,104!3^322,101!3^319,100!3^337,100!3^333,101!3^371,115!3^380,115!3^352,125!3^381,127!3^384,133!3^389,135!3^384,135!3^377,133!3^379,133!3^386,137!3^389,137!3^390,138!3^382,107!3^389,108!3^390,109!3^397,114!3^392,112!3^384,106!3^380,101!3^379,103!3^378,100!3^397,115!3^390,110!3^388,107!3^348,156!3^348,152!3^349,150!3^349,147!3^348,153!3^346,152!3^330,87!3^332,85!3^355,85!3^353,85!3^354,82!3^374,93!3^373,93!3^374,88!3^399,115!3^393,111!3^393,111!3^399,115!3^392,142!3^397,147!3^394,149!3^392,143!3^400,154!3^400,157!3^404,160!3^397,152!3^410,163!3^404,121!3^405,127!3^411,131!3^418,142!3^422,145!3^425,145!3^426,145!3^411,137!3^409,132!3^405,129!3^404,123!3^403,121!3^402,117!3^399,115!3^411,130!3^408,126!3^406,123!3^405,122!3^413,136!3^411,134!3^424,143!3^419,141!3^410,167!3^406,165!3^404,162!3^400,159!3^397,155!3^404,169!3^403,164!3^402,163!3^401,163!3^413,172!3^415,172!3^412,173!3^411,173!3^413,173!3^415,175!3^419,175!3^420,175!3^425,176!3^430,147!3^438,147!3^439,147!3^443,147!3^445,147!3^448,147!3^451,148!3^454,148!3^459,148!3^461,149!3^462,150!3^428,178!3^429,179!3^431,179!3^437,182!3^438,182!3^440,185!3^443,188!3^444,185!3^441,182!3^438,182!3^434,179!3^433,179!3^429,176!3^424,175!3^408,170!3^406,169!3^404,167!3^403,164!3^397,160!3^397,158!3^396,155!3^395,152!3^394,149!3^393,145!3^392,143!3^440,178!3^445,187!3^441,182!3^436,181!3^460,150!3^454,149!3^446,149!3^440,147!3^434,146!3^428,146!3^426,144!3^419,140!3^403,119!3^400,118!3^396,116!3^356,130!3^397,120!3^389,118!3^388,115!3^392,119!3^389,121!3^360,129!3^355,124!3^341,122!3^340,122!3^337,122!3^336,122!3^338,122!3^343,126!3^337,130!10^324,140!10^323,137!10^321,136!10^320,127!10^319,126!10^318,122!10^318,125!10^322,130!3^329,139!3^325,130!3^321,125!3^318,121!3^311,117!3^329,147!8^397,137,1!8^397,137,1!8^397,134,1!8^395,134,1!8^393,132,1!8^393,131,1!8^393,130,1!8^392,130,1!8^391,128,1!8^391,127,1!8^391,127,1!8^391,127,1!8^412,159,1!8^411,158,1!8^410,156,1!8^410,153,1!8^407,152,1!8^407,150,1!8^408,143,1!8^411,141,1!8^411,140,1!8^425,166,1!8^426,165,1!8^427,165,1!8^429,162,1!8^431,162,1!8^431,161,1!8^432,159,1!8^432,157,1!8^432,154,1!8^432,155,1!8^445,175,1!8^445,172,1!8^446,170,1!8^447,169,1!8^447,167,1!8^447,166,1!8^447,164,1!8^447,157,1!8^447,156,1!8^447,156,1!3^453,157!3^449,157!3^443,155!3^449,155!3^449,151!3^443,151!3^437,151!3^439,154!3^439,154!3^434,154!3^430,153!3^426,151!3^430,151!3^435,150!3^442,149!3^449,149!3^420,146!3^413,135!3^411,137!3^409,137!3^409,137!3^406,139!3^404,136!3^402,127!3^402,126!3^402,123!3^395,122!3^395,122!3^389,125!3^388,123!3^386,120!3^385,118!3^382,116!3^395,122!3^399,119!3^382,124!3^378,115!3^374,115!3^367,114!3^344,106!3^393,151!3^389,145!3^384,142!3^381,138!3^396,146!3^397,142!3^401,138!3^397,130!3^411,171!3^404,168!3^400,165!3^395,157!3^416,170!3^418,163!3^419,160!3^420,155!3^422,154!3^424,152!3^433,181!3^435,177!3^436,175!3^436,171!3^436,166!3^440,160!3^452,160!3^438,186!3^444,187!3^449,187!3^441,162!3^442,159!3^452,190!3^370,123!3^428,182!3^423,181!3^419,178!3^416,177!3^414,176!3^434,182!3^431,182!12^435,178!12^435,176!12^436,172!12^438,168!12^437,163!12^437,160!12^416,171!12^415,167!12^416,159!12^417,156!12^419,152!12^419,148!12^395,153!12^397,151!12^397,146!12^398,145!12^399,140!12^409,139!12^419,149!12^411,140!12^436,159!12^430,158!12^426,158!12^443,160!12^448,160!12^452,160!12^456,162!12^454,183!12^456,182!12^456,173!12^456,167!12^457,168!12^457,177!12^449,186!12^444,185!12^440,183!12^410,167!12^405,165!12^402,163!12^398,159!12^397,155!12^391,149!12^387,142!12^402,135!12^398,130!12^394,129!12^391,127!12^382,136!3^434,179!3^430,179!3^414,172!3^410,169!3^403,166!3^400,162!3^395,159!3^393,152!3^416,165!3^416,157!3^419,153!3^420,149!3^418,145!3^408,136!3^399,137!3^401,134!3^400,128!3^397,126!3^392,122!3^375,133!3^454,158!3^441,158!3^432,156!3^428,154!3^424,151!3^452,186!3^457,182!3^458,178!3^458,167!3^457,160!3^451,155!3^444,155!3^427,154!3^429,148!3^403,131!3^397,129!3^457,154!3^451,154!3^440,155!3^462,161!3^462,157!3^462,153!3^462,153!3^463,157!3^463,165!3^454,188!3^461,170!3^459,161!3^459,157!3^464,152!3^464,149!3^450,189!3^318,114!3^314,112!3^306,108!3^468,148!3^472,145!3^475,145!3^469,145!3^466,149!3^470,146!3^475,143!3^476,141!3^475,137!3^472,133!3^469,130!3^464,127!3^453,122!3^479,143!3^462,125!3^456,124!3^452,123!3^475,137!10^478,138!10^476,135!10^471,132!10^468,129!10^465,127!10^459,122!10^455,123!10^451,122!10^442,117!10^446,121!10^441,118!10^441,116!10^439,115!10^436,113!10^434,110!10^430,109!10^427,108!10^426,104!10^430,103!10^434,101!10^435,100!10^438,97!10^444,93!10^447,90!10^428,100!10^449,87!10^449,85!10^450,82!10^451,81!10^455,80!10^459,80!10^460,83!10^461,87!3^479,132!3^476,130!3^474,128!3^471,124!3^464,123!3^462,120!3^456,119!3^452,117!3^446,116!3^442,115!3^438,110!3^435,103!3^441,100!3^442,97!3^445,94!3^450,90!3^443,98!3^458,91!3^454,89!3^460,92!3^433,108!3^431,108!3^426,106!3^427,102!3^430,100!3^446,108!3^455,112!3^453,114!3^448,102!3^511,133!3^505,129!3^499,128!3^493,119!3^486,115!3^493,120!3^509,131!3^508,128!3^500,125!3^497,122!3^482,112!3^474,108!3^507,133!3^491,127!3^481,118!3^473,112!3^501,137!3^498,133!3^467,108!3^445,108!3^444,108!3^457,108!3^454,100!3^485,134!3^484,138!3^477,126!3^463,118!3^480,130!3^467,121!3^455,116!3^510,132!3^505,123!3^499,123!3^496,119!3^490,118!3^485,115!3^479,112!3^510,127!3^463,78!3^472,78!3^483,77!3^488,75!3^501,70!3^508,70!3^514,68!3^523,62!3^530,61!3^544,57!3^552,54!3^555,53!3^567,46!3^573,44!3^581,41!3^587,35!3^593,34!3^597,30!3^604,27!3^610,19!12^426,97!12^426,93!12^426,96!12^424,98!12^425,93!12^424,99!12^430,96!3^427,103!3^427,102!3^428,100!3^451,180!3^444,180!3^450,182!3^444,182!3^431,175!3^426,175!3^422,174!3^419,169!3^410,158!3^404,159!3^402,151!3^393,139!3^453,167!3^473,108!3^515,128!3^498,128!3^488,122!3^474,112!3^507,154!3^512,154!3^516,152!3^523,148!3^528,144!3^532,140!3^512,129!3^520,134!3^528,135!3^514,130!3^518,134!3^518,132!3^523,144!3^508,152!3^511,151!3^517,150!3^520,149!3^525,147!3^527,145!3^528,143!3^520,141!3^514,145!3^511,145!3^508,135!3^516,144!3^508,146!3^503,153!3^530,142!3^529,137!3^525,137!3^520,135!3^530,139!3^521,135!3^515,133!3^524,136!3^520,134!3^517,131!3^526,137!3^523,134!3^519,133!3^537,134!3^538,127!3^540,121!3^538,137!3^540,142!3^535,144!3^530,145!3^527,145!3^530,145!3^535,144!3^537,142!3^524,147!3^519,149!3^540,139!3^538,134!3^540,129!3^541,122!3^543,115!3^546,108!3^537,137!3^526,129!3^530,122!3^538,113!3^552,103!3^561,100!3^573,99!3^566,99!3^478,103!3^496,101!3^515,97!3^537,95!3^552,95!3^573,93!3^584,92!3^604,92!3^625,89!3^639,87!3^657,86!3^678,83!3^696,80!3^712,77!3^488,100!3^505,99!3^524,95!3^546,93!3^561,93!3^597,92!3^614,92!3^649,86!3^668,85!3^687,80!3^705,77!3^580,97!3^486,98!3^721,75!3^732,74!3^744,71!3^750,69!3^758,68!3^767,65!3^476,100!3^474,100!3^495,95!3^505,92!3^516,89!3^524,84!3^537,83!3^548,78!3^560,76!3^571,74!3^632,56!3^641,54!3^650,51!3^661,45!3^670,41!3^680,37!3^690,33!3^701,26!3^711,22!8^490,107,2!8^494,107,2!8^499,108,2!8^502,110,2!8^505,110,2!8^507,112,2!8^509,113,2!8^512,114,2!8^515,114,2!8^518,116,2!8^523,119,2!8^525,122,2!8^530,123,2!8^534,125,2!8^537,129,2!8^494,107,2!8^499,106,2!8^500,106,2!8^508,106,2!8^510,106,2!8^512,106,2!8^515,107,2!8^520,107,2!8^522,107,2!8^523,107,2!8^525,107,2!8^530,107,2!8^531,107,2!8^535,107,2!8^499,108,2!8^503,107,2!8^508,106,2!8^511,106,2!8^517,105,2!8^518,105,2!8^519,105,2!8^509,104,2!8^512,104,2!8^515,104,2!8^520,104,2!8^522,104,2!8^526,106,2!8^528,107,2!8^529,107,2!8^532,106,2!8^534,106,2!8^538,106,2!8^541,105,2!8^541,105,2!8^543,105,2!8^546,105,2!8^553,105,2!8^557,105,2!8^561,105,2!8^523,103,2!8^529,103,2!8^535,103,2!8^540,103,2!8^545,103,2!8^547,103,2!8^549,102,2!8^503,109,2!8^503,112,2!8^505,111,2!8^509,115,2!8^515,115,2!8^516,115,2!8^525,115,2!8^528,115,2!8^534,115,2!8^537,115,2!8^541,114,2!8^511,115,2!8^516,114,2!8^522,114,2!8^525,115,2!8^528,115,2!8^531,116,2!8^532,117,2!8^521,122,2!8^528,122,2!8^531,122,2!8^533,122,2!8^538,126,2!8^521,121,2!8^525,121,2!8^530,123,2!8^532,125,2!8^535,129,2!8^540,130,2!8^504,101,2!8^509,101,2!8^516,104,2!8^516,104,2!8^525,108,2!8^529,108,2!8^535,109,2!8^537,109,2!8^543,108,2!8^546,108,2!8^549,108,2!8^507,108,2!8^514,108,2!8^517,110,2!8^523,111,2!8^525,112,2!8^527,113,2!8^530,114,2!8^533,114,2!8^537,114,2!8^538,115,2!8^543,115,2!8^508,107,2!8^509,107,2!8^512,107,2!8^517,107,2!8^520,108,2!8^522,109,2!8^523,111,2!8^527,112,2!8^530,113,2!8^533,114,2!8^534,114,2!8^538,114,2!8^541,114,2!8^543,114,2!8^511,101,2!8^514,101,2!8^515,101,2!8^519,103,2!8^524,103,2!8^526,103,2!8^528,104,2!8^534,104,2!8^535,104,2!8^537,104,2!8^540,104,2!8^542,104,2!8^545,104,2!8^548,104,2!8^549,104,2!8^550,104,2!8^552,104,2!8^553,102,2!8^510,113,2!8^514,114,2!8^518,115,2!8^522,115,2!8^527,115,2!8^528,115,2!8^530,115,2!8^532,115,2!8^535,115,2!8^537,115,2!8^540,115,2!8^542,115,2!8^545,114,2!8^546,114,2!8^548,114,2!8^549,114,2!8^515,105,2!8^519,106,2!8^523,106,2!8^525,106,2!8^527,106,2!8^535,106,2!8^537,105,2!8^543,104,2!8^548,104,2!8^550,104,2!8^551,104,2!8^558,105,2!8^559,105,2!8^525,105,2!8^530,105,2!8^536,105,2!8^538,105,2!8^538,104,2!8^543,104,2!8^544,104,2!8^547,104,2!8^548,104,2!8^551,104,2!8^525,113,2!8^530,113,2!8^530,114,2!8^530,114,2!8^533,115,2!8^534,115,2!8^536,115,2!8^541,115,2!8^541,115,2!8^544,115,2!8^545,115,2!8^530,103,2!8^534,103,2!8^539,103,2!8^541,103,2!8^544,103,2!8^549,103,2!8^551,103,2!8^552,103,2!8^555,104,2!8^559,104,2!8^560,104,2!8^564,104,2!10^544,136!10^545,135!10^545,131!10^547,127!10^549,122!10^553,118!10^556,115!10^560,112!10^566,109!10^569,108!10^571,107!10^575,104!10^579,100!10^587,98!10^589,96!10^593,95!10^599,93!10^577,102!10^582,101!10^585,100!10^589,97!10^594,96!10^598,95!10^603,93!10^605,93!10^608,92!3^537,136!3^537,133!3^540,131!3^541,123!3^544,123!3^547,121!3^552,114!3^557,112!3^566,104!3^568,101!3^574,99!3^582,94!3^583,94!3^537,136!3^537,135!3^538,123!3^539,122!3^543,118!3^550,113!3^552,109!3^559,102!3^562,100!3^570,97!3^572,96!3^529,139!3^530,133!3^534,124!3^540,117!3^546,113!3^551,107!3^558,100!3^521,133!3^516,132!3^509,128!3^500,125!3^493,120!3^484,115!3^481,112!3^503,124!3^523,130!3^523,123!3^514,121!3^504,119!3^493,116!3^526,117!3^537,114!3^479,100!3^486,98!3^493,95!3^498,94!3^505,93!3^518,94!3^526,95!3^534,95!3^545,95!3^552,96!3^507,96!3^500,96!3^489,102!3^501,100!3^523,98!3^555,98!3^547,99!3^539,97!3^515,143!3^503,152!3^498,143!3^491,130!3^512,93!3^517,96!8^526,88,2!8^530,87,2!8^532,88,2!8^533,88,2!8^537,88,2!8^541,88,2!8^545,88,2!8^549,90,2!8^554,90,2!8^557,91,2!8^563,91,2!8^567,91,2!8^573,90,2!8^579,90,2!8^584,90,2!8^588,90,2!8^595,88,2!8^595,87,2!8^601,86,2!8^606,86,2!8^608,86,2!8^614,84,2!8^618,83,2!8^618,83,2!8^625,82,2!8^627,82,2!8^630,81,2!8^632,81,2!8^635,81,2!8^637,80,2!8^641,79,2!8^643,79,2!8^646,79,2!8^649,79,2!8^649,79,2!8^649,79,2!8^653,78,2!8^658,78,2!8^659,78,2!8^660,77,2!8^662,74,2!8^665,73,2!8^670,73,2!8^671,73,2!8^672,73,2!8^676,72,2!8^678,72,2!8^682,72,2!8^684,71,2!8^688,71,2!8^690,71,2!8^691,71,2!8^693,71,2!8^700,71,2!8^700,71,2!8^702,71,2!8^704,71,2!8^710,68,2!8^711,68,2!8^714,66,2!8^715,66,2!8^716,66,2!8^720,66,2!8^719,65,2!8^720,65,2!8^724,65,2!8^729,65,2!8^732,64,2!8^734,63,2!8^735,62,2!8^738,62,2!8^741,62,2!8^744,61,2!8^745,61,2!8^746,61,2!8^748,60,2!8^749,60,2!8^751,60,2!8^754,60,2!8^757,60,2!8^760,60,2!8^760,59,2!8^762,56,2!8^765,56,2!8^766,56,2!8^769,56,2!8^770,56,2!8^772,55,2!8^772,54,2!8^773,54,2!8^774,54,2!8^695,71,2!8^697,71,2!8^700,71,2!8^703,71,2!8^707,71,2!8^712,68,2!8^714,67,2!8^715,64,2!8^721,63,2!8^722,63,2!8^723,63,2!8^725,63,2!8^728,63,2!8^729,63,2!8^733,63,2!8^737,62,2!8^738,62,2!8^744,62,2!8^749,60,2!8^749,59,2!8^755,58,2!8^757,58,2!8^759,57,2!8^766,55,2!8^766,55,2!8^770,54,2!8^770,54,2!8^775,55,2!8^775,55,2!8^564,83,2!8^567,83,2!8^572,83,2!8^576,83,2!8^581,82,2!8^582,82,2!8^588,80,2!8^591,78,2!8^593,77,2!8^597,76,2!8^598,76,2!8^601,75,2!8^603,74,2!8^603,74,2!8^606,74,2!8^611,74,2!8^613,73,2!8^618,69,2!8^623,68,2!8^626,67,2!8^628,66,2!8^631,66,2!8^636,64,2!8^641,64,2!8^645,64,2!8^651,64,2!8^653,63,2!8^660,63,2!8^663,62,2!8^667,62,2!8^671,61,2!8^675,59,2!8^676,59,2!8^681,59,2!8^686,59,2!8^690,57,2!8^695,56,2!8^699,56,2!8^702,56,2!8^704,56,2!8^710,56,2!8^715,56,2!8^720,55,2!8^729,54,2!8^731,53,2!8^738,50,2!8^742,51,2!8^746,50,2!8^752,48,2!8^755,48,2!8^755,48,2!8^758,48,2!8^760,48,2!8^765,48,2!8^765,48,2!8^769,47,2!8^770,47,2!8^767,46,2!8^769,45,2!8^772,45,2!8^776,45,2!8^720,56,2!8^723,56,2!8^725,56,2!8^733,56,2!8^738,56,2!8^740,55,2!8^745,53,2!8^750,53,2!8^754,52,2!8^761,52,2!8^767,52,2!8^724,56,2!8^729,56,2!8^732,56,2!8^736,56,2!8^738,56,2!8^738,56,2!8^741,56,2!8^746,56,2!8^749,55,2!8^752,55,2!8^754,54,2!8^756,54,2!8^759,54,2!8^760,54,2!8^766,54,2!8^766,54,2!8^768,52,2!8^769,52,2!8^772,52,2!8^773,52,2!8^774,53,2!8^585,84,2!8^589,84,2!8^592,84,2!8^597,84,2!8^601,83,2!8^603,82,2!8^604,82,2!8^610,81,2!8^612,80,2!8^613,81,2!8^618,79,2!8^620,79,2!8^623,80,2!8^626,79,2!8^629,78,2!8^634,78,2!8^637,78,2!8^639,77,2!8^645,77,2!8^649,76,2!8^653,75,2!8^654,75,2!8^659,74,2!8^663,74,2!8^669,74,2!8^671,73,2!8^672,72,2!8^676,71,2!8^682,71,2!8^684,70,2!8^686,71,2!8^693,71,2!8^694,69,2!8^698,68,2!8^703,69,2!8^710,69,2!8^712,69,2!8^715,68,2!8^720,67,2!8^725,67,2!8^725,66,2!8^724,62,2!8^729,62,2!8^730,62,2!8^734,63,2!8^740,62,2!8^742,61,2!8^746,61,2!8^751,59,2!8^755,56,2!8^763,56,2!8^767,56,2!8^771,56,2!8^773,56,2!8^773,55,2!8^756,56,2!8^760,56,2!8^766,57,2!8^770,56,2!8^775,56,2!8^595,74,2!8^602,72,2!8^604,72,2!8^609,72,2!8^610,72,2!8^613,72,2!8^619,73,2!8^621,74,2!8^625,74,2!8^630,73,2!8^632,73,2!8^635,73,2!8^641,72,2!8^645,71,2!8^652,71,2!8^655,72,2!8^663,73,2!8^665,73,2!8^668,71,2!8^677,70,2!8^687,71,2!8^692,71,2!8^697,71,2!8^702,71,2!8^718,69,2!8^728,67,2!8^742,63,2!8^706,71,2!8^708,71,2!8^713,70,2!8^714,69,2!8^720,67,2!8^722,66,2!8^723,66,2!8^730,65,2!8^734,64,2!8^735,64,2!8^738,63,2!8^742,63,2!8^745,61,2!8^746,58,2!8^751,57,2!8^753,57,2!8^755,57,2!8^760,56,2!8^762,56,2!8^765,56,2!8^765,56,2!8^598,81,2!8^602,81,2!8^606,82,2!8^612,82,2!8^618,81,2!8^627,81,2!8^633,80,2!8^634,80,2!8^640,80,2!8^649,80,2!8^655,79,2!8^656,79,2!8^663,79,2!8^668,79,2!8^674,79,2!8^682,79,2!8^690,78,2!8^704,75,2!8^708,75,2!8^713,74,2!8^720,73,2!8^725,71,2!8^730,69,2!8^689,78,2!8^690,79,2!8^700,78,2!8^701,76,2!8^708,73,2!8^717,71,2!8^729,69,2!8^730,68,2!8^739,63,2!8^737,64,2!8^741,64,2!8^743,64,2!8^744,64,2!8^745,64,2!8^749,63,2!8^751,62,2!8^752,61,2!8^757,61,2!8^760,61,2!8^762,60,2!8^763,60,2!8^767,59,2!8^770,58,2!8^770,57,2!8^775,57,2!8^775,57,2!8^684,77,2!8^687,78,2!8^690,78,2!8^691,78,2!8^693,78,2!8^694,78,2!8^698,77,2!8^701,76,2!8^702,76,2!8^703,76,2!8^707,75,2!8^709,74,2!8^713,73,2!8^715,71,2!8^718,70,2!8^721,70,2!8^722,69,2!8^725,68,2!8^733,68,2!8^733,68,2!8^736,67,2!8^715,30,2!8^718,30,2!8^720,30,2!8^725,30,2!8^729,30,2!8^730,30,2!8^733,30,2!8^736,30,2!8^738,30,2!8^742,30,2!8^745,29,2!8^748,29,2!8^751,28,2!8^752,26,2!8^754,28,2!8^756,27,2!8^761,27,2!8^763,28,2!8^764,29,2!8^765,29,2!8^767,29,2!8^772,29,2!8^774,29,2!8^775,29,2!8^776,29,2!8^700,38,2!8^701,39,2!8^707,41,2!8^711,40,2!8^711,38,2!8^713,37,2!8^716,37,2!8^718,37,2!8^719,39,2!8^721,38,2!8^723,38,2!8^724,37,2!8^727,37,2!8^729,37,2!8^734,38,2!8^737,37,2!8^739,37,2!8^745,37,2!8^747,36,2!8^750,36,2!8^752,36,2!8^756,36,2!8^760,36,2!8^766,36,2!8^769,36,2!8^773,36,2!8^777,35,2!8^781,34,2!8^671,48,2!8^674,47,2!8^682,47,2!8^692,47,2!8^695,47,2!8^697,48,2!8^700,48,2!8^704,48,2!8^714,48,2!8^715,48,2!8^717,48,2!8^724,48,2!8^726,48,2!8^728,48,2!8^736,48,2!8^736,47,2!8^744,47,2!8^745,45,2!8^746,45,2!8^752,45,2!8^754,45,2!8^755,45,2!8^758,44,2!8^758,44,2!8^760,44,2!8^763,44,2!8^766,44,2!8^767,44,2!8^770,44,2!8^775,44,2!8^738,65,2!8^744,65,2!8^748,65,2!8^750,64,2!8^755,63,2!8^759,62,2!8^767,61,2!8^771,61,2!8^697,49,2!8^706,54,2!8^708,53,2!8^713,52,2!8^719,51,2!8^724,51,2!8^725,51,2!8^734,51,2!8^738,51,2!8^748,49,2!8^752,49,2!8^756,49,2!8^763,49,2!8^769,49,2!8^686,49,2!8^692,49,2!8^700,48,2!8^704,46,2!8^706,45,2!8^711,45,2!8^713,46,2!8^714,46,2!8^716,45,2!8^721,44,2!8^723,44,2!8^733,43,2!8^734,43,2!8^743,43,2!8^748,43,2!8^758,43,2!8^763,43,2!8^767,43,2!8^767,43,2!8^710,60,2!8^713,60,2!8^718,60,2!8^726,59,2!8^728,59,2!8^736,58,2!8^741,56,2!8^742,56,2!8^750,54,2!8^751,54,2!8^678,70,2!8^690,70,2!8^700,69,2!8^706,69,2!8^713,68,2!8^719,68,2!8^723,68,2!8^729,67,2!8^735,67,2!8^740,66,2!8^749,63,2!8^681,72,2!8^683,73,2!8^687,73,2!8^692,73,2!8^693,73,2!8^695,73,2!8^704,73,2!8^706,73,2!8^711,72,2!8^715,70,2!8^716,68,2!8^723,67,2!8^724,67,2!8^730,66,2!8^727,67,2!8^729,67,2!8^736,67,2!8^738,67,2!8^738,67,2!8^740,67,2!8^746,66,2!8^749,64,2!8^752,63,2!8^757,63,2!8^759,63,2!8^761,61,2!8^765,60,2!8^768,60,2!8^773,61,2!8^728,46,2!8^728,46,2!8^730,47,2!8^738,46,2!8^738,46,2!8^741,45,2!8^745,45,2!8^751,46,2!8^752,46,2!8^760,46,2!8^763,46,2!8^764,46,2!8^770,46,2!8^771,46,2!8^724,59,2!8^734,61,2!8^741,56,2!8^746,55,2!8^722,62,2!8^724,63,2!8^727,63,2!8^728,63,2!8^730,62,2!8^733,61,2!8^738,61,2!8^738,60,2!8^738,60,2!8^739,60,2!8^741,60,2!8^744,59,2!8^745,59,2!8^748,58,2!8^749,58,2!8^754,59,2!8^756,59,2!8^760,58,2!8^767,58,2!8^767,58,2!8^768,58,2!8^771,58,2!3^579,101!3^573,101!3^569,101!3^570,101!3^560,101!3^552,96!3^548,96!3^542,96!3^542,96!3^530,93!3^525,93!3^520,94!3^518,93!3^524,95!3^530,95!3^545,96!3^551,96!3^559,95!3^566,95!3^523,99!3^534,100!3^545,102!3^520,81!3^518,85!3^514,87!3^511,89!3^576,95!3^584,95!3^591,93!3^551,87!3^538,89!3^573,90!3^560,93!3^540,93!3^534,89!3^576,107!3^582,107!3^585,107!3^592,107!3^595,107!3^588,107!3^586,106!3^582,106!3^590,106!3^597,104!3^594,102!3^591,101!3^592,101!3^597,106!3^598,102!3^602,100!3^606,98!3^608,96!3^601,103!3^600,106!3^599,108!3^599,93!3^609,92!3^617,88!3^623,88!3^628,88!3^633,88!3^635,88!3^643,89!3^648,90!3^656,90!3^662,90!3^666,90!3^672,90!3^678,89!3^681,88!3^684,86!3^686,86!3^693,85!10^637,88!10^640,89!10^644,89!10^653,89!10^656,89!10^664,89!10^669,89!10^677,90!10^682,90!10^686,88!10^691,87!10^695,87!10^696,88!10^693,89!10^697,89!10^700,89!10^709,89!10^711,89!10^715,89!10^715,89!10^707,88!10^708,85!10^710,84!10^713,88!10^713,88!10^714,83!10^718,82!10^723,79!10^730,78!10^736,77!10^740,76!10^742,75!10^745,74!10^748,73!10^752,73!10^755,72!10^759,71!10^760,70!10^760,71!3^714,82!3^703,84!3^699,84!3^692,84!3^684,84!3^675,84!3^675,84!3^663,84!3^661,84!3^651,84!3^651,84!3^644,84!3^636,84!3^630,84!3^622,85!3^614,89!3^608,88!3^597,88!3^589,89!3^585,92!3^685,80!3^693,80!3^704,78!3^709,78!3^713,78!3^716,76!3^723,72!3^731,70!3^740,70!3^742,70!3^752,69!3^760,67!3^766,63!3^764,63!3^767,67!3^767,71!3^767,62!3^772,56!3^530,78!3^537,78!3^544,79!3^547,79!3^549,78!3^554,78!3^557,77!3^560,77!3^563,76!3^568,76!3^571,75!3^577,71!3^595,67!3^535,78!3^539,77!3^547,71!10^541,72!10^545,71!10^557,65!10^561,63!10^551,64!10^559,62!10^561,61!10^568,57!10^572,55!10^576,51!10^578,48!10^580,45!10^584,44!10^588,41!10^589,40!10^594,35!10^598,31!10^601,29!10^604,25!10^551,68!10^550,68!10^548,69!10^537,71!10^532,71!3^576,72!3^584,72!3^585,71!3^589,71!3^591,71!3^596,67!3^597,65!3^600,63!3^606,63!3^607,63!3^608,62!3^609,62!3^617,61!3^616,59!3^621,59!3^626,56!3^628,54!3^636,51!3^639,50!3^643,49!3^645,49!3^649,48!10^656,47!10^658,45!10^661,44!10^665,39!10^671,35!10^673,34!10^682,33!10^686,28!10^689,26!10^694,24!10^697,24!3^574,76!3^585,72!3^597,66!3^522,83!3^517,84!3^524,84!3^526,81!3^529,80!3^533,76!3^663,46!3^669,41!3^678,36!3^680,34!3^687,29!3^697,26!3^705,21!3^708,25!3^702,28!3^677,41!3^662,48!3^641,54!3^629,57!3^619,64!3^619,64!3^604,70!3^593,75!3^582,78!3^565,79!3^532,65!3^521,66!3^508,71!3^468,79!3^471,79!3^475,78!3^481,76!3^486,75!3^491,72!3^500,69!3^506,68!3^514,66!3^516,65!3^519,64!3^520,64!3^530,59!3^540,56!3^548,54!3^555,50!3^562,46!3^570,44!3^573,43!3^581,41!3^588,38!3^589,36!3^582,36!3^592,30!3^595,27!3^603,23!3^563,52!3^570,50!3^573,49!3^574,46!3^571,46!3^560,53!3^556,55!3^545,62!3^541,63!3^539,63!3^538,63!3^535,63!3^535,63!3^541,63!3^550,59!3^552,56!3^559,54!3^548,55!3^546,55!3^566,52!3^519,78!3^509,78!3^517,76!3^523,72!3^523,71!3^515,77!3^506,79!3^500,81!3^499,82!3^489,87!3^478,90!3^473,90!3^499,87!3^500,84!3^486,90!3^519,76!3^475,92!3^470,102!3^574,43!3^578,42!3^581,40!3^585,35!3^587,33!3^590,31!3^597,26!3^604,21!3^610,19!3^634,78!3^650,76!3^628,78!3^614,78!3^613,80!3^649,73!3^664,75!3^667,75!3^605,85!3^592,86!3^598,79!3^582,86!3^567,90!3^667,78!3^683,78!3^700,76!3^709,76!3^720,74!3^739,69!3^754,63!3^745,63!3^715,64!3^687,71!3^650,63!3^661,64!3^638,61!3^670,47!3^698,51!3^708,53!3^715,50!3^726,48!3^709,69!3^678,64!3^689,38!3^665,54!3^642,61!3^620,65!3^604,69!3^624,66!3^631,61!3^643,56!3^663,47!3^692,42!3^700,39!3^710,33!3^714,29!3^730,26!3^713,25!3^735,22!3^768,51!3^768,34!3^767,24!3^768,22!3^763,39!3^762,47!3^760,60!3^758,62!3^758,51!3^758,26!3^755,26!3^755,36!3^754,50!3^753,57!3^750,63!3^748,56!3^749,35!3^746,19!3^745,18!3^741,34!3^740,50!3^738,61!3^734,63!3^727,63!3^728,54!3^763,54!3^766,38!3^767,31!3^768,25!3^760,51!3^760,34!3^751,22!3^752,59!3^752,43!3^752,27!3^737,57!3^735,41!3^735,27!3^738,76!3^739,66!3^743,50!3^743,41!3^719,18!3^728,19!3^733,20!3^673,76!3^672,65#
Description	Suddenly I have a huge interest in dragon n-art.

Other maps by this author


Frankenelvis	Baby Dragon (step one)	Baby Dragon (step two)	Baby Dragon (step three)	Why is the moon so far away.	Baby Dragon (step four)

I think it looks to blurred, but that might be because of this being the first step I don't know.... It's just that the gausses are a little bit spammed. NR because it's unfinished and because it's an N-art.