HAHA

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	panteraroz
Tags	author:panteraroz n-art rated
Created	2006-03-31
Rating	0 by 50 people.
Map Data	$HAHA#panteraroz#none#00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000GK00000000000000000000?=Q00000000000000000000CP0\|5^756,564!12^495,297!12^499,302!12^501,308!12^499,313!12^495,319!12^501,318!12^507,315!12^511,311!12^512,305!12^511,299!12^508,293!12^504,286!12^502,282!12^500,278!12^500,286!12^498,293!12^499,272!12^499,266!12^499,262!12^499,257!12^495,253!12^490,252!12^486,258!12^488,266!12^489,271!12^485,261!12^488,247!12^486,241!12^481,238!12^480,232!12^474,228!12^473,222!12^466,218!12^466,213!12^460,209!12^456,202!12^449,196!12^449,191!12^443,188!12^440,195!12^438,203!12^439,207!12^446,184!12^449,179!12^451,173!12^449,166!12^445,161!12^438,159!12^431,158!12^424,158!12^417,158!12^409,156!12^402,155!12^393,152!12^385,148!12^379,145!12^371,143!12^364,139!12^358,135!12^349,130!12^343,126!12^340,123!12^353,134!12^397,154!12^386,151!12^373,142!12^424,202!12^425,194!12^425,187!12^418,179!12^411,175!12^406,173!12^398,170!12^392,170!12^383,169!12^386,169!12^376,169!12^370,167!12^363,166!12^358,165!12^348,161!12^353,164!12^342,159!12^337,156!12^332,152!12^326,146!12^327,148!12^320,139!12^318,134!12^321,143!12^321,132!12^325,128!12^329,124!12^334,121!12^336,118!12^327,131!12^332,116!12^328,112!12^321,107!12^315,104!12^308,101!12^302,99!12^295,96!12^290,91!12^285,86!12^279,82!12^270,79!12^273,79!12^263,77!12^257,77!12^250,78!12^244,78!12^236,76!12^230,71!12^224,67!12^220,63!12^219,57!12^217,50!12^217,45!12^315,131!12^311,127!12^303,123!12^298,121!12^291,119!12^284,116!12^278,111!12^274,106!12^265,100!12^259,97!12^254,97!12^248,97!12^243,97!12^236,96!12^230,93!12^226,90!12^219,84!12^215,79!12^213,76!12^212,73!12^212,69!12^210,64!12^210,60!12^211,52!12^211,48!12^211,45!12^214,43!12^215,38!12^208,56!12^269,103!12^307,125!12^318,118!12^314,115!12^309,111!12^302,111!12^294,108!12^289,104!12^286,99!12^280,96!12^270,89!12^273,91!12^275,92!12^266,87!12^262,86!12^257,86!12^251,86!12^244,86!12^239,86!12^235,84!12^231,82!12^226,79!12^438,200!12^441,191!12^480,257!12^472,251!12^463,244!12^453,235!12^445,223!12^402,171!12^421,183!12^411,211!12^417,218!12^422,227!12^426,238!12^429,244!12^420,248!12^410,249!12^402,249!12^392,249!12^384,245!12^375,241!12^367,241!12^360,246!12^357,238!12^351,243!12^490,297!12^484,297!12^478,298!12^472,301!12^466,302!12^461,302!12^453,299!12^448,297!12^443,293!12^438,290!12^432,285!12^429,281!12^426,276!12^426,272!12^424,278!12^418,274!12^413,271!12^407,267!12^400,263!12^393,260!12^386,258!12^378,255!12^374,254!12^375,241!12^367,242!12^362,246!12^361,251!12^363,259!12^371,264!12^494,305!12^490,308!12^487,311!12^483,314!12^477,314!12^473,314!12^475,318!12^469,322!12^465,325!12^460,325!12^455,325!12^448,325!12^442,325!12^449,325!12^436,324!12^433,320!12^429,319!12^428,317!12^424,310!12^424,312!12^420,306!12^417,301!12^397,285!12^394,285!12^387,287!12^382,287!12^374,287!12^370,287!12^364,287!12^359,285!12^349,280!12^346,277!12^340,274!12^336,269!12^332,264!12^326,260!12^323,254!12^321,251!12^321,246!12^317,241!12^316,238!12^315,234!12^315,230!12^315,224!12^315,215!12^319,208!12^316,212!12^314,219!12^395,291!12^399,295!12^404,299!12^412,305!12^417,306!12^407,302!12^354,284!12^362,237!12^355,247!12^322,200!12^319,204!12^322,196!12^324,189!12^325,193!12^327,183!12^323,179!12^319,178!12^314,172!12^308,175!12^304,175!12^298,175!12^291,173!12^286,173!12^279,171!12^276,169!12^270,167!12^266,166!12^262,165!12^257,164!12^250,162!12^243,160!12^239,159!12^234,158!12^230,158!12^225,158!12^220,158!12^217,158!12^210,156!12^203,151!12^202,149!12^204,146!12^208,144!12^213,140!12^220,139!12^228,138!12^234,137!12^240,137!12^248,137!12^255,137!12^262,137!12^272,137!12^282,137!12^291,137!12^301,139!12^309,142!12^315,147!12^321,153!12^327,162!12^330,170!12^334,178!12^333,175!12^328,166!12^322,155!12^322,159!12^316,149!12^309,143!12^295,139!12^285,136!12^275,137!12^265,137!12^211,146!12^216,146!12^223,146!12^230,146!12^236,146!12^246,146!12^255,145!12^262,145!12^272,145!12^267,145!12^243,146!12^279,146!12^282,146!12^288,146!12^294,146!12^300,148!12^305,150!12^308,153!12^310,157!12^315,163!12^316,168!12^297,162!12^290,162!12^278,159!12^267,155!12^429,153!12^426,151!12^420,146!12^417,142!12^412,137!12^410,134!12^407,130!12^403,126!12^397,121!12^393,115!12^386,111!12^380,106!12^374,103!12^370,100!12^363,96!12^357,95!12^352,94!12^346,94!12^340,94!12^334,94!12^324,94!12^316,94!12^329,95!12^311,95!12^308,98!12^319,94!12^282,120!12^276,126!12^269,133!12^272,129!12^278,122!12^253,167!12^246,174!12^248,170!12^241,180!12^236,188!12^234,193!12^231,197!12^229,204!12^227,212!12^222,223!12^223,218!12^220,226!12^218,231!12^216,235!12^212,241!12^211,247!12^210,252!12^209,260!12^206,268!12^206,277!12^204,273!12^205,283!12^205,289!12^205,297!12^205,305!12^207,311!12^208,320!12^206,316!12^208,327!12^210,333!12^212,339!12^215,345!12^219,353!12^410,180!12^412,187!12^412,192!12^412,198!12^414,204!12^408,199!12^402,197!12^396,195!12^389,190!12^382,185!12^379,181!12^375,177!12^372,172!12^237,185!12^404,179!12^402,182!12^400,187!12^396,190!12^393,190!12^396,187!12^396,183!12^400,176!0^396,180!0^393,178!12^500,295!12^501,302!12^502,309!12^221,358!12^225,363!12^226,370!12^226,377!12^226,382!12^224,391!12^221,398!12^224,386!12^218,404!12^214,409!12^210,416!12^206,421!12^199,426!12^348,283!12^341,283!12^336,285!12^330,287!12^325,293!12^325,303!12^326,299!12^330,311!12^331,312!12^333,313!12^336,315!12^339,320!12^345,324!12^352,327!12^357,332!12^361,338!12^362,344!12^369,349!12^374,354!12^380,360!12^386,364!12^391,369!12^395,375!12^399,381!12^403,388!12^403,394!12^408,402!12^412,408!12^412,414!12^412,420!12^412,427!12^413,433!12^411,442!12^409,448!12^407,453!12^403,460!12^399,466!12^412,438!12^393,470!12^393,474!12^393,484!12^392,483!12^390,489!12^385,497!12^380,502!12^374,510!12^369,516!12^375,507!12^212,431!12^218,423!12^223,420!12^225,415!12^229,405!12^234,401!12^234,394!12^235,388!12^236,383!12^236,375!12^236,370!12^236,364!12^233,358!12^231,354!12^228,350!12^223,341!12^221,335!12^220,331!12^218,327!12^217,321!12^217,315!12^217,307!12^214,302!12^214,296!12^214,291!12^214,283!12^214,275!12^216,261!12^216,267!12^217,254!12^218,246!12^219,239!12^223,230!12^228,219!12^230,209!12^233,201!12^226,346!12^229,412!12^293,190!12^287,195!12^279,202!12^274,210!12^273,222!12^337,192!12^331,201!12^330,217!12^330,231!12^409,222!12^397,214!12^386,213!12^349,123!12^356,123!12^364,126!12^373,131!12^386,138!12^397,147!12^407,123!12^410,117!12^410,110!12^411,102!12^408,98!12^407,93!12^403,84!12^403,88!12^406,111!12^404,118!12^402,124!12^409,105!12^399,77!12^309,226!12^306,226!12^303,229!12^306,235!12^307,239!12^311,248!12^314,252!12^318,261!12^321,268!12^323,273!12^328,278!12^333,282!12^308,245!12^301,235!12^298,235!12^292,236!12^292,240!12^292,246!12^294,250!12^298,255!12^304,260!12^310,268!12^315,272!12^323,281!12^328,284!12^305,264!12^286,246!12^283,249!12^280,254!12^279,261!12^281,266!12^285,270!12^288,272!12^291,275!12^296,278!12^300,281!12^307,284!12^310,285!12^315,289!12^319,291!12^323,292!12^281,273!12^281,278!12^284,285!12^286,289!12^283,284!12^290,298!12^293,300!12^299,303!12^303,305!12^303,304!12^311,308!12^316,308!12^321,308!12^326,310!12^286,291!12^292,305!12^291,312!12^293,319!12^297,325!12^304,331!12^308,333!12^314,335!12^320,339!12^325,339!12^331,339!12^340,339!12^351,340!12^358,343!12^345,341!12^333,341!12^304,338!12^305,346!12^308,354!12^311,361!12^315,367!12^322,376!12^325,377!12^316,372!12^328,383!12^332,384!12^337,384!12^349,384!12^342,386!12^355,383!12^362,383!12^374,383!12^369,383!12^377,383!12^382,383!12^386,384!12^391,386!12^397,389!12^322,385!12^319,392!12^319,402!12^317,399!12^321,410!12^327,418!12^323,415!12^331,425!12^334,431!12^338,434!12^341,440!12^348,444!12^353,450!12^359,454!12^364,457!12^371,462!12^376,466!12^381,468!12^385,471!12^388,472!12^318,405!12^321,416!12^321,426!12^322,421!12^322,432!12^322,438!12^322,443!12^322,452!12^322,448!12^324,456!12^326,463!12^326,469!12^329,475!12^330,481!12^332,487!12^335,493!12^337,497!12^339,503!12^342,509!12^347,517!12^345,515!12^351,523!12^354,529!12^357,529!12^360,527!12^363,522!12^365,521!12^394,479!12^385,107!12^381,101!12^380,96!12^377,90!12^373,82!12^369,76!12^365,71!12^361,65!12^357,60!12^350,52!12^353,56!12^343,48!12^338,43!12^331,39!12^324,35!12^366,78!12^368,82!12^368,87!12^370,94!12^370,97!12^373,97!12^373,91!12^373,86!12^376,102!12^376,96!12^406,115!12^399,119!12^410,114!12^330,90!12^325,84!12^320,79!12^316,75!12^310,69!12^302,64!12^305,66!12^297,61!12^290,57!12^283,55!12^278,54!12^271,54!12^300,64!12^304,69!12^309,74!12^313,80!12^313,86!12^309,91!12^317,89!12^317,84!12^323,89!12^294,57!12^264,52!12^261,53!12^254,53!12^249,53!12^241,54!12^272,122!12^263,121!12^267,121!12^256,121!12^250,121!12^241,121!12^235,121!12^230,121!12^222,121!12^217,121!12^188,129!12^182,132!12^174,135!12^165,138!12^157,141!12^192,128!12^197,126!12^202,125!12^207,125!12^212,122!12^245,122!12^168,136!12^177,131!12^226,120!12^246,123!12^255,125!12^263,126!12^262,128!12^265,130!12^266,125!12^252,124!12^242,124!12^232,124!12^223,124!12^215,124!12^210,125!12^219,123!12^224,125!12^237,125!12^321,84!12^313,92!12^325,86!12^230,192!12^225,199!12^225,194!12^220,199!12^214,201!12^208,203!12^202,205!12^197,208!12^189,209!12^182,211!12^177,212!12^171,214!12^164,216!12^159,220!12^153,223!12^147,227!12^139,232!12^132,237!12^142,230!12^135,234!12^126,241!12^121,247!12^191,214!12^199,214!12^206,214!12^209,215!12^213,217!12^214,218!12^214,220!12^215,227!12^216,225!12^186,217!12^181,216!12^171,219!12^163,221!12^176,217!12^193,212!12^202,211!12^208,211!12^213,211!12^218,211!12^219,221!12^220,216!12^188,214!12^200,277!12^196,282!12^191,287!12^188,290!12^183,296!12^177,303!12^173,309!12^168,314!12^162,324!12^157,331!12^174,309!12^179,303!12^184,301!12^186,300!12^190,298!12^195,298!12^198,298!12^200,299!12^190,294!12^192,290!12^196,293!12^199,293!12^200,282!12^152,336!12^146,341!12^143,345!12^140,349!12^136,355!12^157,330!12^159,330!12^171,315!12^176,308!12^186,303!12^193,303!12^199,303!12^179,309!12^184,305!12^151,338!12^133,359!12^213,351!12^213,357!12^207,360!12^203,363!12^196,364!12^192,368!12^186,370!12^181,371!12^175,374!12^170,375!12^165,378!12^159,380!12^153,381!12^149,383!12^142,384!12^137,385!12^135,385!12^190,371!12^194,371!12^201,369!12^208,370!12^214,371!12^216,375!12^217,380!12^217,383!12^217,387!12^199,368!12^213,372!12^214,375!12^220,378!12^221,382!12^218,372!12^206,365!12^214,369!2^394,81,-0.707106781186547,-0.707106781186547!2^384,76,0.707106781186547,-0.707106781186547!2^373,70,0.707106781186547,-0.707106781186547!2^363,56,0.707106781186547,-0.707106781186547!2^353,51,0.707106781186547,-0.707106781186547!2^343,46,0.707106781186547,-0.707106781186547!2^364,64,0.707106781186547,-0.707106781186547!2^374,79,0.707106781186547,-0.707106781186547!2^381,89,0.707106781186547,-0.707106781186547!2^388,100,0.707106781186547,-0.707106781186547!2^391,89,0.707106781186547,-0.707106781186547!2^398,98,0.707106781186547,-0.707106781186547!2^398,109,0.707106781186547,-0.707106781186547!2^390,107,0.707106781186547,-0.707106781186547!2^394,85,0.707106781186547,-0.707106781186547!2^325,45,0.707106781186547,-0.707106781186547!2^320,48,0.707106781186547,-0.707106781186547!2^312,43,0.707106781186547,-0.707106781186547!2^308,46,0.707106781186547,-0.707106781186547!2^300,43,0.707106781186547,-0.707106781186547!2^295,46,0.707106781186547,-0.707106781186547!2^288,48,0.707106781186547,-0.707106781186547!2^281,50,0,-1!2^271,51,0,-1!2^262,48,0,-1!2^251,50,0,-1!2^292,53,0,-1!2^303,56,0,-1!2^308,61,0.707106781186547,-0.707106781186547!2^315,55,0.707106781186547,-0.707106781186547!2^323,53,0.707106781186547,-0.707106781186547!2^307,56,0.707106781186547,-0.707106781186547!2^339,56,0.707106781186547,-0.707106781186547!2^335,57,0.707106781186547,-0.707106781186547!2^349,63,0.707106781186547,-0.707106781186547!2^323,75,0.707106781186547,-0.707106781186547!2^333,84,0.707106781186547,-0.707106781186547!2^322,78,0.707106781186547,-0.707106781186547!2^347,89,0.707106781186547,-0.707106781186547!2^338,78,0.707106781186547,-0.707106781186547!2^347,77,0.707106781186547,-0.707106781186547!2^355,76,0.707106781186547,-0.707106781186547!2^355,84,0.707106781186547,-0.707106781186547!2^354,89,0.707106781186547,-0.707106781186547!2^341,92,0,-1!2^163,133,0,-1!2^172,128,0,-1!2^177,122,0,-1!2^176,115,0,-1!2^181,109,0,-1!2^184,101,0,-1!2^186,93,0,-1!2^191,88,0,-1!2^196,83,0,-1!2^204,74,0,-1!2^229,60,0,-1!2^235,63,0,-1!2^202,84,0,-1!2^199,90,0,-1!2^194,93,0,-1!2^190,97,0,-1!2^188,105,0,-1!2^187,113,0,-1!2^186,121,0,-1!2^186,126,0,-1!2^159,137,0,-1!2^195,101,0,-1!2^190,113,0,-1!2^198,118,0,-1!2^198,124,0,-1!2^201,80,0,-1!2^221,116,0,-1!2^230,112,0,-1!2^235,107,0,-1!2^241,104,0,-1!2^234,118,0,-1!2^248,118,0,-1!2^245,112,0,-1!2^249,107,0,-1!2^256,105,0,-1!2^260,112,0,-1!2^268,113,0,-1!2^263,117,0,-1!2^273,118,0,-1!2^230,66,0,-1!2^246,60,0,-1!2^272,71,0,-1!2^260,58,0,-1!2^265,74,0,-1!2^282,76,0,-1!2^291,82,0,-1!2^298,85,0,-1!2^302,91,0,-1!2^304,82,0,-1!2^299,77,0,-1!2^299,95,0,-1!2^297,72,0,-1!2^288,69,0,-1!2^280,66,0,-1!2^253,136,0,-1!2^245,133,0,-1!2^238,137,0,-1!2^227,131,0,-1!2^226,136,0,-1!2^215,130,0,-1!2^213,136,0,-1!2^188,138,0,-1!2^178,141,0,-1!2^170,145,0,-1!2^160,149,0,-1!2^152,157,-0.707106781186547,-0.707106781186547!2^150,166,-0.707106781186547,-0.707106781186547!2^148,174,-0.707106781186547,-0.707106781186547!2^138,183,-0.707106781186547,-0.707106781186547!2^137,191,-0.707106781186547,-0.707106781186547!2^129,201,-0.707106781186547,-0.707106781186547!2^131,207,-0.707106781186547,-0.707106781186547!2^130,214,-0.707106781186547,-0.707106781186547!2^130,221,-0.707106781186547,-0.707106781186547!2^123,228,-0.707106781186547,-0.707106781186547!2^124,234,-0.707106781186547,-0.707106781186547!2^129,233,-0.707106781186547,-0.707106781186547!2^138,227,-0.707106781186547,-0.707106781186547!2^138,223,-0.707106781186547,-0.707106781186547!2^142,214,-0.707106781186547,-0.707106781186547!2^143,208,-0.707106781186547,-0.707106781186547!2^143,201,-0.707106781186547,-0.707106781186547!2^145,192,-0.707106781186547,-0.707106781186547!2^150,183,-0.707106781186547,-0.707106781186547!2^157,172,-0.707106781186547,-0.707106781186547!2^162,155,-0.707106781186547,-0.707106781186547!2^169,155,0,-1!2^163,159,0,-1!2^162,172,0,-1!2^162,166,0,-1!2^153,178,0,-1!2^152,182,0,-1!2^144,193,0,-1!2^144,208,0,-1!2^145,214,0,-1!2^145,219,0,-1!2^154,213,0,-1!2^178,207,0,-1!2^185,199,0,-1!2^191,203,0,-1!2^189,192,0,-1!2^197,183,0,-1!2^201,178,0,-1!2^200,170,0,-1!2^199,162,0,-1!2^204,161,0,-1!2^214,166,0,-1!2^226,167,0,-1!2^218,170,0,-1!2^210,172,0,-1!2^155,190,0.707106781186547,-0.707106781186547!2^159,173,0.707106781186547,-0.707106781186547!2^174,151,0.707106781186547,-0.707106781186547!2^144,196,0.707106781186547,-0.707106781186547!2^189,179,0.707106781186547,-0.707106781186547!2^198,155,0,-1!2^200,196,0,-1!2^198,189,0,-1!2^210,180,0,-1!2^220,176,0,-1!2^230,174,0,-1!2^239,170,0,-1!2^231,177,0,-1!2^227,182,0,-1!2^222,187,0,-1!2^213,186,0,-1!2^217,192,0,-1!2^211,197,0,-1!2^200,202,0,-1!2^130,253,-0.707106781186547,-0.707106781186547!2^138,244,-0.707106781186547,-0.707106781186547!2^138,252,0,-1!2^134,258,0,-1!2^129,265,0,-1!2^137,269,0,-1!2^131,278,0,-1!2^132,271,0,-1!2^129,284,-0.707106781186547,-0.707106781186547!2^133,288,-0.707106781186547,-0.707106781186547!2^138,293,-0.707106781186547,-0.707106781186547!2^131,295,-0.707106781186547,-0.707106781186547!2^138,301,-0.707106781186547,-0.707106781186547!2^132,308,-0.707106781186547,-0.707106781186547!2^139,310,-0.707106781186547,-0.707106781186547!2^131,319,-0.707106781186547,-0.707106781186547!2^137,320,-0.707106781186547,-0.707106781186547!2^136,328,-0.707106781186547,-0.707106781186547!2^138,335,-0.707106781186547,-0.707106781186547!2^137,345,-0.707106781186547,-0.707106781186547!2^135,351,-0.707106781186547,-0.707106781186547!2^147,334,-0.707106781186547,-0.707106781186547!2^155,323,-0.707106781186547,-0.707106781186547!2^148,320,-0.707106781186547,-0.707106781186547!2^148,313,-0.707106781186547,-0.707106781186547!2^148,303,-0.707106781186547,-0.707106781186547!2^148,298,-0.707106781186547,-0.707106781186547!2^148,292,-0.707106781186547,-0.707106781186547!2^146,286,-0.707106781186547,-0.707106781186547!2^143,280,0,-1!2^144,276,0,-1!2^141,263,0,-1!2^142,246,0,-1!2^150,239,-0.707106781186547,-0.707106781186547!2^154,231,-0.707106781186547,-0.707106781186547!2^154,304,0,-1!2^153,310,0,-1!2^177,227,0,-1!2^190,225,0,-1!2^201,223,0,-1!2^204,228,0,-1!2^202,235,0,-1!2^204,240,0,-1!2^192,229,0,-1!2^183,232,0,-1!2^179,238,0,-1!2^171,244,0,-1!2^179,247,0,-1!2^182,253,0,-1!2^176,260,0,-1!2^172,266,0,-1!2^183,268,0,-1!2^184,274,0,-1!2^182,281,0,-1!2^192,272,0,-1!2^195,262,0,-1!2^189,257,0,-1!2^201,252,0,-1!2^193,244,0,-1!2^192,241,0,-1!2^202,246,0,-1!2^205,259,0,-1!2^192,279,0,-1!2^183,289,-0.707106781186547,-0.707106781186547!2^178,298,-0.707106781186547,-0.707106781186547!2^162,312,-0.707106781186547,-0.707106781186547!12^164,321!2^167,319,-0.707106781186547,-0.707106781186547!2^151,328,-0.707106781186547,-0.707106781186547!2^145,361,-0.707106781186547,-0.707106781186547!2^146,367,0,-1!2^145,375,0,-1!2^141,379,0,-1!2^149,353,-0.707106781186547,-0.707106781186547!2^157,344,-0.707106781186547,-0.707106781186547!2^164,350,-0.707106781186547,-0.707106781186547!2^154,353,-0.707106781186547,-0.707106781186547!2^159,359,-0.707106781186547,-0.707106781186547!2^162,364,0,-1!2^157,371,0,-1!2^156,377,0,-1!2^169,373,0,-1!2^183,320,-0.707106781186547,-0.707106781186547!2^184,314,-0.707106781186547,-0.707106781186547!2^193,315,-0.707106781186547,-0.707106781186547!2^196,318,0,-1!2^198,315,0,-1!2^189,323,0,-1!2^199,325,0,-1!2^194,331,0,-1!2^189,338,0,-1!2^202,338,0,-1!2^203,344,0,-1!2^193,346,0,-1!2^190,353,0,-1!2^206,351,0,-1!2^200,357,0,-1!2^189,362,0,-1!2^184,369,0,-1!2^142,394,0,-1!2^159,393,0,-1!2^167,386,0,-1!2^156,389,0,-1!2^179,383,0,-1!2^205,381,0,-1!2^210,388,0,-1!2^213,395,0,-1!2^206,401,0,-1!2^208,406,0,-1!2^205,412,0,-1!2^199,419,0,-1!2^193,414,0,-1!2^202,407,0,-1!2^150,399,0,-1!2^162,398,0,-1!2^157,410,0,-1!2^139,405,0.707106781186547,-0.707106781186547!2^185,423,0.707106781186547,-0.707106781186547!2^152,405,0,-1!2^196,397,0.707106781186547,-0.707106781186547!2^200,390,0.707106781186547,-0.707106781186547!2^194,403,0,-1!2^197,377,0,-1!2^184,378,0,-1!2^190,397,0,-1!2^196,383,0,-1!2^411,100,1,0!2^414,111,1,0!2^417,117,1,0!2^422,125,1,0!2^423,136,1,0!2^429,139,1,0!2^433,150,1,0!2^411,129,0.707106781186547,-0.707106781186547!2^414,127,0.707106781186547,-0.707106781186547!2^420,146,0.707106781186547,-0.707106781186547!2^420,138,0.707106781186547,-0.707106781186547!2^429,151,0.707106781186547,-0.707106781186547!3^372,173!3^375,176!3^375,174!3^364,172!3^369,181!3^379,188!3^387,197!3^396,200!3^404,202!3^416,184!3^418,186!3^423,190!3^423,194!3^412,178!3^419,187!3^443,191!3^444,198!3^442,204!3^444,198!3^451,200!3^458,212!3^468,223!3^478,238!3^488,250!3^481,271!3^476,263!3^470,257!3^461,249!3^453,239!3^446,225!3^494,259!3^492,261!3^492,262!3^491,263!3^491,267!3^487,272!3^505,312!3^506,303!3^503,295!3^488,276!3^497,284!3^490,300!3^490,300!3^484,299!3^493,290!3^486,293!3^476,295!3^470,298!3^461,299!3^452,296!3^445,290!3^438,286!3^432,279!3^428,274!3^427,273!3^418,273!3^410,266!3^402,262!3^396,261!3^421,301!3^422,306!3^427,312!3^432,317!3^440,323!3^450,323!3^447,323!3^460,323!3^456,323!3^465,318!3^473,314!3^480,311!3^409,301!3^400,295!3^393,282!3^385,282!3^376,282!3^366,282!3^357,280!3^350,275!3^343,269!3^339,265!3^333,259!3^327,251!3^322,243!3^320,235!3^318,227!3^318,217!3^320,209!3^323,199!3^329,183!3^354,241!3^359,240!3^381,242!3^390,244!3^398,247!3^411,247!3^421,247!3^426,244!3^425,236!3^423,226!3^413,222!3^399,216!3^386,214!3^413,214!3^506,312!3^509,304!3^337,208!3^342,214!3^351,221!3^365,177!3^359,171!3^352,167!3^438,189!3^444,180!3^446,168!3^436,163!3^427,163!3^413,160!3^400,156!3^325,138!3^329,144!3^337,147!3^344,155!3^355,158!3^363,162!3^372,167!3^329,132!3^335,129!3^344,131!3^419,250!3^431,250!3^432,244!3^438,251!3^459,260!3^469,267!3^475,273!3^344,119!3^355,119!3^364,122!3^374,127!3^359,128!3^365,132!3^373,135!3^385,141!3^396,146!3^409,146!3^417,148!3^329,105!3^338,105!3^348,107!3^357,107!3^367,112!3^377,115!3^384,124!3^391,132!3^400,137!3^375,138!3^386,143!3^406,151!3^341,114!3^329,214!3^329,227!3^332,242!3^340,253!3^351,268!3^364,280!3^363,256!3^364,277!3^431,312!3^442,318!3^454,317!3^402,292!3^339,191!3^339,200!3^349,209!3^359,217!3^364,224!3^322,105!3^311,136!3^302,130!3^293,126!3^286,127!3^280,130!3^292,132!10^253,175!10^258,172!10^266,174!10^266,180!10^280,179!10^277,181!10^288,180!10^295,181!10^305,183!10^314,183!10^318,184!10^318,192!10^311,202!10^312,196!10^306,190!10^312,192!10^298,188!10^282,182!10^271,178!10^252,171!3^208,170!3^216,169!3^225,168!3^236,168!3^214,174!3^224,175!3^234,176!3^245,176!3^309,167!3^301,164!3^291,160!3^280,157!3^271,156!3^219,151!3^231,151!3^245,153!3^228,142!3^243,142!3^252,142!3^259,142!3^269,142!3^277,142!3^284,142!3^294,142!3^306,148!3^313,153!3^318,161!3^320,173!3^327,173!3^219,143!3^237,143!3^250,143!3^265,143!3^282,143!3^322,169!3^216,142!3^232,142!3^316,123!3^307,121!3^297,116!3^289,109!3^282,106!3^271,97!3^263,93!3^253,93!3^245,93!3^236,93!3^228,89!3^219,82!3^215,75!3^212,66!3^325,116!3^287,191!3^284,196!3^277,202!3^272,212!3^271,229!3^297,197!3^304,205!3^304,215!3^292,210!3^290,204!3^284,214!3^291,219!3^297,225!3^287,234!3^281,226!3^272,191!3^260,188!3^251,188!3^266,199!3^254,199!3^242,193!3^242,204!3^252,208!3^261,211!3^263,221!3^251,220!3^254,230!3^254,240!3^256,251!3^255,263!3^255,275!3^256,286!3^258,297!3^271,237!3^271,245!3^279,242!3^271,256!3^271,267!3^274,276!3^276,286!3^279,296!3^283,304!3^257,229!3^262,309!3^268,317!3^273,323!3^274,330!3^277,337!3^278,346!3^280,357!3^281,367!3^280,377!3^278,388!3^274,398!3^269,410!3^264,418!3^259,428!3^257,434!3^286,313!3^288,322!3^294,331!3^296,340!3^297,352!3^299,364!3^300,376!3^298,388!3^302,399!3^303,408!3^306,422!3^309,368!3^309,384!3^318,383!3^311,376!3^311,394!3^313,405!3^314,414!3^315,426!3^312,434!3^316,445!3^279,382!3^279,390!3^279,400!3^279,408!3^286,420!3^285,416!3^297,431!3^305,442!3^286,429!3^277,413!3^272,416!3^268,423!3^263,430!3^269,433!3^275,431!3^279,424!3^272,399!3^275,386!3^276,376!3^277,371!3^277,365!3^277,358!3^294,444!3^285,444!3^285,433!3^277,441!3^267,444!3^288,403!3^294,415!3^233,213!3^241,216!3^233,224!3^242,229!3^230,234!3^241,240!3^244,251!3^229,245!3^233,254!3^243,264!3^243,274!3^232,265!3^223,255!3^223,266!3^230,278!3^243,286!3^247,295!3^230,291!3^219,277!3^220,289!3^222,301!3^234,301!3^247,304!3^253,313!3^258,322!3^264,333!3^266,345!3^266,357!3^266,369!3^266,381!3^265,392!3^262,403!3^255,415!3^249,427!3^231,315!3^224,312!3^224,324!3^228,332!3^231,343!3^235,326!3^238,338!3^240,349!3^243,363!3^244,371!3^243,381!3^241,392!3^236,399!3^234,409!3^240,425!3^238,416!3^238,405!3^229,421!3^221,431!3^232,433!3^246,445!3^261,458!3^274,455!3^286,456!3^299,456!3^311,456!3^317,467!3^305,467!3^318,478!3^323,489!3^327,499!3^335,508!3^340,520!3^350,526!3^324,519!3^316,507!3^309,495!3^299,483!3^282,475!3^265,473!3^292,467!3^242,462!3^227,449!3^213,442!3^286,490!3^300,506!3^297,476!3^308,478!3^310,487!3^319,498!3^328,512!3^334,524!3^279,464!3^257,446!3^247,437!3^269,464!3^286,482!3^344,174!3^354,189!3^368,203!3^400,232!3^382,227!3^344,230!3^385,268!3^416,285!3^351,149!3^428,182!3^442,266!3^459,280!3^432,216!0^299,243!0^299,248!0^303,255!0^311,263!0^333,280!0^329,273!0^309,235!0^312,243!0^314,248!0^309,232!0^328,267!0^288,254!0^284,260!0^288,266!0^299,266!0^296,270!0^304,276!0^308,277!0^315,281!0^305,272!0^287,281!0^293,289!0^299,300!0^292,284!0^297,296!0^316,296!0^310,300!0^318,303!0^301,312!0^298,319!0^297,315!0^304,323!0^310,326!0^318,331!0^325,332!0^330,326!0^329,320!0^337,334!0^345,334!0^350,334!0^342,328!0^331,333!0^311,343!0^314,352!0^315,358!0^318,365!0^324,372!0^333,376!0^340,380!0^352,378!0^360,378!0^370,378!0^380,378!0^388,377!0^393,379!0^384,371!0^378,366!0^372,361!0^368,356!0^364,352!0^359,349!0^354,348!0^379,372!0^367,365!0^369,372!0^361,372!0^373,370!0^357,373!0^346,375!0^340,373!0^351,371!0^349,347!0^332,372!0^333,354!0^337,358!0^343,362!0^351,369!0^348,367!2^364,352,0.707106781186547,-0.707106781186547!2^337,392,-1,0!2^339,406,-0.707106781186547,0.707106781186547!2^348,417,-0.707106781186547,0.707106781186547!2^344,400,-1,0!2^354,393,-1,0!2^353,408,-1,0!2^359,420,-0.707106781186547,0.707106781186547!2^362,395,-0.707106781186547,-0.707106781186547!2^339,447,-0.707106781186547,-0.707106781186547!2^340,459,-0.707106781186547,-0.707106781186547!2^355,459,-0.707106781186547,-0.707106781186547!2^344,469,-0.707106781186547,-0.707106781186547!2^344,478,-0.707106781186547,-0.707106781186547!0^332,391!0^328,392!0^324,395!0^324,400!0^324,407!0^330,414!0^331,421!0^334,426!0^337,429!0^343,435!0^348,441!0^355,444!0^360,448!0^367,452!0^370,455!0^374,457!0^377,462!0^383,465!0^389,467!0^396,461!0^398,455!0^401,450!0^404,443!0^406,437!0^406,433!0^406,424!0^406,419!0^406,412!0^406,408!0^403,402!0^397,394!0^392,392!0^386,391!0^379,389!0^392,398!0^398,403!0^399,411!0^400,417!0^400,424!0^400,429!0^400,436!0^397,444!0^394,449!0^391,456!0^386,459!0^384,461!0^369,398!0^374,405!0^376,411!0^379,421!0^379,430!0^377,437!0^376,416!0^368,402!0^368,410!0^370,413!0^371,419!0^371,426!0^371,435!0^371,441!0^366,448!0^364,442!0^357,439!0^353,434!0^366,434!0^363,425!0^378,448!0^383,452!0^388,434!0^387,421!0^379,405!0^360,393!0^359,403!0^354,412!0^345,423!0^338,412!0^337,405!0^347,396!0^347,410!0^352,430!0^359,433!0^360,414!0^341,424!0^331,402!0^325,424!0^325,431!0^325,439!0^327,443!0^327,450!0^327,455!0^328,461!0^329,465!0^330,473!0^333,477!0^336,487!0^336,492!0^340,496!0^344,505!0^349,512!0^353,517!0^356,520!0^361,515!0^365,508!0^370,505!0^374,499!0^379,494!0^382,488!0^384,484!0^385,478!0^381,475!0^376,472!0^334,440!0^373,471!0^378,482!0^377,488!0^357,512!0^353,506!0^359,506!0^362,501!0^368,498!0^347,494!0^355,481!0^358,473!0^360,465!0^353,473!0^348,482!0^341,487!0^351,487!0^342,478!0^353,465!0^335,463!0^345,453!0^338,449!0^334,455!0^354,498!0^362,488!0^364,475!0^321,348!0^324,360!0^331,366!0^356,358!0^313,318!11^750,564,756,54011#
Description	4

Other maps by this author


Kep	Kep2	HAHAHA	Kep3

Comments

Pages: (0)

cyclone_on_mars

2006-10-23

Agreed

your worse then the idiots that snipe maps for the hell of it. Not Good.

I bet everyone in numas seen the real version of this map.
Idiot

Clifty

2006-10-21

If you are going to steal a map...

... You might as well try to submit one that is not one of the top rated N arts.

n00b.

Clifty

2006-10-21

If you are going to steal a map...

... You might as well try to submit one that is not one of the top rated N arts.

n00b.

mikey210

2006-08-07

You stole a map twice

Did your mother destroy your brain, because it seems to me as if yours is damaged. Ya think?

disconinja

2006-05-31

Stealing is a crime. If you steal N art, you're a theif. That is (dee-dee-dee) frowned upon in this community. Don't submit stolen maps, or you're submitting yourself to a world of utter humiliation. If you want to develop your own Map-making skillz, feel free. 'til then, *uck off and stop stealing.

SILENTHusky

2006-04-22

wow

this guy is a loser zeroed

diesector

2006-03-31

As I said before....

stop stealing n arts!!! and who would steal a map twice!! Idiot!

playa1

2006-03-30

HAHAHA

never haved i seen all of somebody's maps get rated a zero by ten or more

im the first to zero this one!!!! HAHHAHAHAHA

playa1

2006-03-30

you

really think you are cool. get a life kid, you need it