Kep2

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 56 people.
Map Data	$Kep2#panteraroz#none#00000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000003344000000000000000000015210000000000000000000143100000000000000000002255\|5^720,534!12^99,33!12^120,38!12^132,41!12^138,43!12^91,32!12^145,46!12^152,48!12^167,52!12^173,53!12^180,56!12^159,50!12^187,58!12^193,61!12^199,63!12^205,65!12^211,66!12^219,69!12^224,71!12^218,69!12^231,74!12^239,77!12^247,81!12^255,85!12^263,90!12^270,94!12^277,97!12^284,102!12^292,107!12^297,109!12^300,104!12^305,100!12^312,99!12^317,102!12^305,106!12^302,111!12^304,117!12^296,116!12^299,118!12^299,122!12^337,119!12^343,121!12^350,125!12^356,128!12^362,131!12^368,135!12^374,138!12^378,141!12^384,144!12^389,147!12^395,150!12^401,156!12^406,160!12^404,165!12^400,169!12^394,168!12^390,166!12^384,162!12^379,159!12^374,156!12^369,152!12^363,147!12^357,143!12^352,139!12^348,135!12^344,133!12^340,129!12^334,123!12^332,119!12^347,129!12^356,138!12^359,135!12^368,150!12^372,147!12^380,157!12^386,154!12^391,164!12^396,161!12^386,173!12^391,176!12^399,177!12^409,173!12^414,166!12^413,162!12^420,166!12^425,169!12^431,172!12^435,176!12^440,180!12^443,184!12^448,188!12^453,193!12^453,198!12^447,197!12^443,193!12^437,190!12^429,190!12^426,190!12^421,188!12^417,185!12^433,191!12^423,192!12^427,197!12^431,202!12^437,207!12^441,209!12^445,207!12^449,203!0^430,196!0^435,195!0^441,198!0^443,201!0^438,202!0^436,199!12^350,120!12^356,120!12^359,121!12^366,124!12^373,127!12^378,130!12^384,133!12^388,136!12^395,140!12^401,143!12^406,146!12^410,149!12^415,154!12^420,160!12^424,160!12^428,161!12^434,164!12^441,169!12^447,174!12^454,180!12^460,185!12^371,131!12^391,141!12^406,153!12^464,190!12^468,195!12^473,201!12^479,206!12^485,212!12^491,218!12^497,223!12^501,227!12^501,230!12^498,233!12^493,230!12^487,227!12^497,235!12^497,240!12^496,247!12^493,251!12^490,252!12^485,250!12^480,247!12^473,243!12^476,246!12^468,241!12^463,239!12^458,237!12^453,237!12^449,235!12^444,233!12^440,233!12^435,233!12^429,233!12^432,235!12^435,239!12^438,241!12^441,243!12^444,247!12^447,251!12^451,256!12^456,261!12^459,265!12^463,269!12^468,274!12^473,278!12^477,279!12^481,280!12^478,283!12^474,286!12^470,291!12^465,288!12^459,283!12^446,274!12^441,271!12^435,267!12^429,265!12^452,278!12^422,262!12^415,261!12^411,261!12^402,260!12^395,259!12^388,256!12^380,250!12^373,245!12^368,240!12^362,233!12^358,228!12^354,221!12^354,216!12^353,209!12^354,202!12^355,196!12^357,191!12^407,262!12^375,248!12^464,229!12^459,226!12^449,224!12^454,225!12^442,225!12^435,227!12^428,229!12^422,229!12^416,229!12^410,229!12^403,228!12^398,227!12^393,225!12^388,223!12^382,219!12^376,214!12^372,210!12^368,206!12^367,202!12^367,197!12^366,193!12^368,189!12^368,183!12^367,180!12^471,271!12^475,267!12^477,265!12^478,272!12^460,263!12^460,257!12^458,258!12^449,245!12^447,246!12^460,243!12^463,242!12^473,249!12^474,252!12^476,248!12^465,260!12^470,260!12^476,258!12^484,259!12^482,259!12^489,260!12^495,264!12^500,268!12^504,270!12^509,276!12^514,281!12^520,286!12^526,291!12^532,295!12^538,299!12^545,303!12^552,306!12^558,308!12^565,311!12^571,312!12^470,267!12^483,267!12^488,269!12^493,274!12^497,276!12^501,279!12^508,284!12^513,288!12^519,292!12^526,297!12^532,299!12^537,302!12^543,305!12^547,307!12^554,310!12^575,312!12^561,311!12^431,201!12^434,204!12^438,207!12^428,199!12^434,191!12^439,192!12^444,194!12^441,208!12^443,201!12^378,165!12^365,157!12^359,157!12^353,159!12^347,161!12^341,165!12^337,168!12^333,174!12^330,178!12^324,185!12^326,183!12^321,191!12^319,196!12^318,201!12^317,207!12^317,213!12^317,220!12^319,227!12^320,234!12^322,240!12^326,248!12^322,245!12^327,253!12^329,260!12^331,265!12^333,272!12^334,278!12^335,283!12^334,289!12^350,199!12^345,202!12^349,202!12^348,214!12^342,217!12^336,221!12^343,221!12^347,222!12^353,228!12^346,232!12^341,236!12^335,241!12^332,245!12^338,243!12^344,242!12^351,241!12^358,238!12^363,238!12^364,244!12^361,250!12^359,255!12^357,260!12^362,256!12^368,251!12^383,257!12^381,260!12^382,255!12^349,249!12^351,254!12^352,261!12^356,268!12^358,274!12^360,281!12^356,285!12^360,298!12^358,292!12^363,303!12^366,309!12^368,315!12^368,318!12^368,323!12^363,324!12^352,247!12^366,256!12^357,250!12^371,262!12^376,269!12^384,274!12^381,273!12^389,278!12^395,283!12^399,287!12^403,291!12^406,296!12^408,301!12^408,308!12^365,287!12^360,285!12^369,289!12^373,291!12^378,294!12^382,296!12^388,301!12^394,304!12^399,309!12^403,312!12^409,315!12^414,320!12^418,326!12^423,332!12^426,339!12^427,345!12^427,351!12^425,358!12^422,364!12^362,327!12^369,328!12^374,332!12^381,338!12^387,343!12^392,349!12^399,356!12^396,353!12^401,363!12^407,370!12^405,367!12^411,377!12^418,371!12^414,376!12^64,32!12^332,294!12^331,299!12^327,305!12^326,311!12^321,317!12^319,323!12^331,294!12^322,299!12^317,303!12^312,309!12^308,314!12^324,298!12^300,309!12^304,304!12^310,299!12^316,297!12^321,295!12^326,292!12^328,289!12^330,285!12^332,281!12^333,276!12^303,320!12^305,295!12^298,291!12^292,287!12^288,284!12^283,278!12^284,281!12^277,273!12^271,268!12^268,265!12^263,261!12^258,257!12^254,253!12^249,248!12^247,244!12^244,238!12^241,233!12^239,225!12^238,228!12^235,221!12^230,217!12^225,217!12^223,219!12^210,225!12^212,229!12^214,232!12^215,238!12^214,225!12^220,224!12^222,233!12^225,233!12^223,235!12^227,235!12^230,237!12^233,240!12^210,221!12^207,218!12^208,212!12^211,207!12^215,201!12^219,194!12^223,190!12^225,186!12^229,180!12^234,175!12^239,170!12^248,162!12^252,158!12^256,154!12^243,167!12^260,150!12^265,144!12^270,140!12^274,136!12^279,132!12^286,126!12^234,216!12^236,211!12^239,206!12^243,201!12^248,194!12^246,197!12^252,189!12^254,184!12^258,181!12^262,176!12^267,170!12^270,164!12^273,159!12^276,154!12^280,151!12^285,145!12^289,142!12^293,138!12^299,133!12^302,129!12^303,124!12^296,134!12^266,173!12^219,211!12^218,209!12^218,206!12^220,206!12^234,75!12^243,81!12^250,85!12^259,88!12^268,92!12^274,96!12^280,99!12^289,104!12^295,108!12^125,38!12^113,35!12^106,33!12^84,31!12^78,31!12^71,31!12^56,34!12^48,37!12^218,244!12^222,251!12^226,256!12^233,262!12^229,261!12^236,269!12^241,275!12^246,282!12^248,288!12^252,297!12^251,295!12^255,303!12^257,309!12^259,316!12^259,323!12^260,330!12^258,335!12^263,335!12^268,333!12^272,332!12^277,330!12^283,328!12^290,327!12^274,290!12^278,293!12^281,295!12^284,297!12^289,299!12^335,167!12^330,166!12^324,166!12^320,166!12^314,166!12^310,166!12^304,166!12^298,167!12^290,171!12^295,169!12^318,168!12^322,169!12^327,169!12^331,172!12^329,172!12^317,194!12^313,199!12^308,204!12^305,209!12^300,213!12^297,219!12^293,224!12^290,232!12^288,240!12^298,220!12^301,214!12^305,214!12^308,209!12^311,206!12^313,210!12^292,229!12^320,247!12^317,250!12^313,255!12^310,258!12^305,263!12^302,265!12^313,256!12^319,254!12^324,254!12^330,276!12^325,278!12^319,281!12^325,282!12^364,333!12^365,337!12^365,341!12^365,347!12^366,351!12^366,355!12^366,360!12^366,366!12^365,373!12^363,379!12^361,385!12^390,272!12^394,265!12^394,262!12^357,389!12^352,392!12^348,395!12^342,397!12^349,396!12^350,401!12^351,408!12^351,413!12^351,418!12^350,423!12^349,428!12^346,434!12^342,439!12^337,441!12^333,440!12^327,440!12^340,445!12^341,445!12^348,449!12^345,449!12^352,452!12^357,452!12^363,454!12^367,457!12^372,460!12^376,463!12^379,463!12^381,464!12^385,466!12^387,468!12^391,471!12^395,473!12^403,479!12^408,483!12^412,487!12^417,491!12^421,495!12^425,500!12^428,504!12^430,508!12^435,509!12^441,511!12^444,514!12^446,520!12^398,477!12^448,525!12^448,529!12^447,532!12^444,536!12^444,527!12^441,525!12^436,527!12^430,527!12^426,521!12^428,526!12^423,519!12^417,513!12^412,507!12^419,516!12^407,502!12^415,518!12^417,525!12^418,528!12^418,533!12^413,533!12^406,534!12^400,536!12^398,532!12^403,526!12^404,522!12^401,516!12^398,512!12^396,507!12^396,501!12^396,494!12^392,533!12^388,536!12^385,540!12^379,540!12^372,538!12^366,535!12^364,531!12^370,533!12^374,529!12^377,526!12^381,526!12^387,521!12^386,524!12^391,519!12^384,514!12^380,511!12^380,508!12^380,504!12^380,499!12^382,492!12^379,489!12^372,485!12^366,484!12^359,483!12^352,481!12^340,477!12^332,476!12^345,479!12^324,474!12^319,471!12^313,465!12^307,459!12^303,454!12^298,450!12^293,444!12^286,441!12^282,437!12^277,432!12^277,430!12^283,432!12^285,433!12^291,432!12^297,429!12^301,426!12^303,420!12^303,413!12^303,405!12^304,401!12^306,395!12^310,390!12^312,383!12^314,379!12^315,374!12^353,341!12^357,344!12^360,349!12^363,354!12^321,364!12^317,360!12^315,354!12^316,347!12^318,343!12^322,338!12^329,337!12^343,344!12^346,349!12^349,355!12^349,361!12^323,439!12^327,405!12^324,409!12^321,414!12^321,420!12^322,425!12^323,462!12^412,384!12^412,390!12^410,395!12^407,401!12^403,406!12^398,409!12^395,403!12^390,398!12^384,393!12^380,389!12^375,385!12^371,381!12^367,379!12^397,411!12^395,416!12^391,421!12^384,425!12^379,429!12^372,431!12^368,431!12^367,436!12^363,427!12^361,422!12^359,418!12^358,415!12^356,411!12^362,438!12^356,441!12^350,443!12^346,445!12^308,377!12^304,371!12^252,336!12^248,340!12^242,342!12^237,343!12^230,347!12^226,349!12^221,352!12^214,352!12^210,355!12^202,358!12^199,359!12^194,360!12^189,362!12^185,364!12^181,366!12^175,367!12^170,369!12^164,372!12^158,375!12^148,381!12^142,383!12^134,382!12^129,382!12^126,382!12^119,380!12^113,379!12^90,385!12^93,383!12^84,387!12^79,391!12^74,394!12^70,398!12^205,357!12^98,381!12^102,379!12^108,379!12^136,383!12^153,379!12^68,403!12^81,413!12^79,420!12^78,427!12^77,434!12^78,440!12^78,444!12^80,451!12^82,458!12^86,456!12^91,452!12^91,443!12^80,464!12^77,469!12^78,475!12^77,483!12^76,480!12^78,489!12^81,496!12^88,502!12^85,501!12^92,507!12^96,511!12^102,511!12^107,509!12^113,505!12^119,500!12^123,492!12^128,483!12^74,481!12^68,476!12^61,472!12^55,470!12^47,469!12^39,471!12^32,473!12^25,471!12^50,470!12^43,469!12^88,507!12^81,509!12^75,510!12^69,510!12^62,509!12^55,506!12^48,501!12^42,497!12^37,491!12^32,486!12^27,502!12^31,504!12^36,507!12^40,511!12^47,517!12^52,520!12^56,524!12^67,528!12^62,528!12^73,527!12^71,532!12^78,534!12^86,539!12^91,539!12^97,539!12^102,537!12^105,535!12^108,531!12^110,526!12^112,521!12^116,527!12^122,524!12^127,520!12^132,516!12^137,511!12^141,504!12^143,497!12^145,491!12^147,483!12^151,477!12^151,472!12^151,462!12^153,468!12^30,507!12^27,510!12^27,517!12^26,514!12^25,520!12^28,527!12^28,524!12^32,533!12^37,539!12^44,545!12^50,550!12^42,543!12^55,553!12^60,557!12^65,559!12^68,558!12^73,556!12^74,559!12^71,563!12^73,569!12^76,572!12^75,575!12^68,574!12^63,574!12^54,572!12^50,571!12^41,571!12^58,574!12^43,571!12^37,574!12^34,572!12^29,567!12^27,563!12^32,572!12^23,558!12^77,561!12^82,558!12^87,558!12^94,559!12^99,564!12^104,568!12^107,573!12^100,572!12^93,570!12^89,572!12^82,574!12^81,555!12^87,554!12^96,557!12^103,560!12^33,512!12^34,519!12^37,527!12^43,532!12^47,539!12^52,544!12^60,550!12^67,553!12^39,561!12^35,557!12^33,554!12^152,455!12^153,449!12^154,442!12^155,432!12^153,437!12^158,427!12^162,422!12^167,415!12^173,406!12^178,398!12^159,441!12^166,436!12^172,432!12^178,429!12^185,426!12^190,422!12^196,419!12^202,414!12^208,409!12^213,402!12^226,414!12^230,410!12^235,404!12^239,400!12^244,395!12^248,392!12^255,388!12^262,385!12^267,381!12^272,378!12^277,373!12^281,368!12^221,420!12^219,426!12^217,433!12^215,442!12^213,448!12^213,455!12^216,436!12^213,461!12^218,466!12^226,469!12^232,469!12^240,469!12^248,469!12^258,467!12^267,464!12^255,469!12^271,460!12^273,455!12^270,452!12^268,445!12^268,439!12^268,429!12^270,420!12^272,412!12^267,427!12^276,407!12^278,398!12^277,402!12^281,393!12^285,387!12^289,382!12^292,376!12^295,370!12^267,433!12^277,458!12^282,459!12^291,459!12^298,458!12^303,457!12^285,459!12^208,464!12^205,471!12^197,476!12^190,479!12^181,479!12^173,476!12^166,470!12^163,465!12^160,458!12^159,452!12^159,447!12^170,480!12^165,484!12^158,487!12^152,489!12^149,489!12^65,405!12^59,406!12^54,408!12^48,411!12^40,412!12^33,415!12^28,419!12^44,412!12^40,462!12^33,466!12^30,468!12^243,469!12^236,474!12^232,479!12^228,484!12^227,489!12^224,495!12^223,501!12^223,508!12^221,515!12^215,518!12^209,519!12^195,518!12^188,517!12^181,515!12^176,514!12^201,519!12^177,518!12^175,523!12^173,529!12^173,535!12^173,541!12^174,546!12^175,551!12^181,555!12^186,559!12^192,560!12^197,558!12^200,557!12^196,562!12^196,567!12^198,569!12^200,573!12^194,573!12^190,573!12^185,573!12^178,570!12^176,570!12^170,570!12^166,571!12^163,573!12^160,574!12^157,574!12^152,571!12^150,566!12^149,565!12^146,561!12^143,556!12^141,553!12^138,546!12^137,542!12^136,537!12^136,532!12^136,527!12^136,523!12^136,519!12^194,485!12^197,488!12^199,494!12^190,482!12^202,560!12^207,557!12^215,557!12^219,559!12^210,557!12^223,562!12^228,565!12^229,567!12^231,570!12^233,574!12^226,571!12^219,568!12^214,568!12^214,572!12^209,574!12^206,575!12^182,521!12^180,527!12^180,535!12^182,544!12^184,548!12^187,552!12^194,552!12^203,551!12^211,551!12^218,553!12^224,559!12^173,562!12^170,559!12^167,554!12^146,568!12^146,574!12^150,575!12^153,505!12^156,508!12^160,513!12^161,517!12^174,481!12^182,481!12^185,481!12^328,474!12^334,476!12^315,469!12^310,461!11^720,540,720,516!12^307,467!12^299,467!12^292,468!12^290,471!12^288,475!12^288,479!12^290,485!12^291,488!12^292,482!12^295,479!12^299,481!12^303,481!12^310,481!12^308,465!12^301,468!12^313,480!12^309,487!12^315,492!12^306,484!12^311,491!12^319,495!12^325,498!12^325,499!12^328,503!12^321,502!12^321,509!12^320,514!12^319,520!12^316,523!12^312,524!12^307,522!12^301,519!12^295,517!12^290,519!12^287,515!12^287,511!12^286,504!12^280,510!12^279,516!12^280,524!12^281,527!12^284,530!12^287,531!12^292,532!12^281,509!12^297,502!12^293,506!12^291,510!12^299,508!12^304,510!12^306,513!12^306,518!12^299,535!12^304,537!12^310,537!12^316,537!12^322,537!12^328,533!12^332,528!12^333,526!12^336,532!12^335,542!12^332,522!12^335,538!12^327,517!12^324,512!12^329,521!12^325,509!12^330,545!12^324,547!12^324,552!12^319,555!12^314,551!12^314,555!12^318,559!12^321,561!12^326,562!12^334,560!12^339,557!12^341,552!12^330,562!12^344,550!12^348,544!12^349,539!12^351,534!12^351,528!12^351,523!12^348,518!12^347,512!12^347,504!12^348,500!12^347,494!12^346,492!12^346,486!12^347,483!12^347,510!12^360,449!12^361,443!12^42,39!12^35,41!12^80,33!12^88,35!12^98,38!12^104,41!12^112,44!12^118,46!12^125,48!12^132,49!12^137,52!12^72,34!12^142,54!12^147,55!12^152,58!12^158,60!12^163,61!12^168,62!12^173,64!12^177,66!12^185,70!12^191,72!12^195,73!12^202,75!12^207,78!12^215,80!12^222,83!12^183,70!12^229,85!12^235,88!12^240,91!12^245,93!12^251,97!12^255,98!12^259,100!12^263,105!12^268,111!12^268,115!12^260,107!12^253,108!12^246,109!12^239,109!12^232,110!12^224,112!12^216,114!12^211,115!12^204,117!12^198,117!12^192,119!12^186,121!12^179,124!12^173,126!12^167,129!12^162,132!12^154,137!12^152,138!12^157,135!12^145,140!12^143,143!12^136,147!12^129,150!12^121,154!12^114,159!12^105,163!12^98,168!12^89,174!12^80,180!12^72,186!12^63,192!12^53,199!12^46,205!12^39,213!12^32,219!12^42,208!12^51,202!12^36,214!12^59,194!12^67,189!12^76,184!12^84,176!12^92,170!12^108,160!12^132,147!12^217,114!12^228,113!12^138,145!12^116,157!12^262,110!12^105,165!12^114,162!12^124,156!12^135,151!12^143,148!12^148,145!12^159,141!12^162,138!12^167,136!12^171,134!12^178,133!12^185,131!12^194,130!12^202,127!12^212,125!12^217,122!12^226,121!12^233,120!12^239,120!12^247,120!12^255,120!12^258,120!12^252,120!12^153,143!12^129,155!12^187,131!12^196,131!12^209,127!12^260,147!12^240,156!12^232,159!12^220,169!12^214,174!12^209,179!12^206,184!12^198,191!12^190,200!12^184,206!12^180,210!12^177,214!12^173,218!12^169,222!12^166,227!12^164,232!12^160,239!12^157,245!12^153,251!12^149,257!12^145,264!12^142,270!12^138,276!12^134,282!12^130,288!12^125,295!12^122,303!12^188,203!12^201,188!12^235,155!12^226,163!12^193,197!12^119,310!12^161,239!12^167,232!12^171,228!12^175,223!12^179,220!12^184,216!12^186,212!12^189,210!12^192,207!12^196,205!12^199,203!12^203,201!12^207,197!12^210,193!12^213,191!12^216,188!12^220,183!12^224,182!12^228,179!12^233,174!12^166,235!12^163,239!12^161,243!12^158,246!12^154,250!12^151,253!12^149,258!12^269,121!12^261,125!12^242,149!12^246,145!12^249,140!12^253,137!12^257,132!12^262,125!12^260,122!12^116,317!2^43,44,-0.707106781186547,0.707106781186547!2^51,50,-0.707106781186547,0.707106781186547!2^59,56,-0.707106781186547,0.707106781186547!2^66,64,-0.707106781186547,0.707106781186547!2^73,79,-1,0!2^76,93,-1,0!2^78,106,-1,0!2^80,121,-1,0!2^78,136,-0.707106781186547,-0.707106781186547!2^72,148,-0.707106781186547,-0.707106781186547!2^67,158,-0.707106781186547,-0.707106781186547!2^62,167,-0.707106781186547,-0.707106781186547!2^56,177,-0.707106781186547,-0.707106781186547!2^50,186,-0.707106781186547,-0.707106781186547!2^46,195,-0.707106781186547,-0.707106781186547!2^42,203,-0.707106781186547,-0.707106781186547!2^37,210,-0.707106781186547,-0.707106781186547!2^43,214,0,1!2^53,210,0,1!2^66,213,-0.707106781186547,0.707106781186547!2^75,219,-0.707106781186547,0.707106781186547!2^86,228,-0.707106781186547,0.707106781186547!2^96,233,-0.707106781186547,0.707106781186547!2^105,247,-1,0!2^109,259,-1,0!2^112,269,-1,0!2^117,281,-1,0!2^120,291,-1,0!2^120,304,-1,0!2^127,313,-0.707106781186547,-0.707106781186547!2^138,308,-0.707106781186547,-0.707106781186547!2^147,303,-0.707106781186547,-0.707106781186547!2^157,299,0,-1!2^168,296,0,-1!2^180,295,0,-1!2^189,299,0.707106781186547,-0.707106781186547!2^198,305,0.707106781186547,-0.707106781186547!2^204,311,0.707106781186547,-0.707106781186547!2^215,321,0.707106781186547,-0.707106781186547!2^221,330,1,0!2^225,338,1,0!2^297,143,-0.707106781186547,-0.707106781186547!2^293,155,-0.707106781186547,-0.707106781186547!2^287,167,-0.707106781186547,-0.707106781186547!2^280,179,-1,0!2^275,192,-1,0!2^271,205,-1,0!2^269,219,-1,0!2^272,234,-1,0!2^276,248,-1,0!2^277,259,0.707106781186547,-0.707106781186547!2^285,269,0.707106781186547,-0.707106781186547!2^293,279,0.707106781186547,-0.707106781186547!2^298,289,0.707106781186547,-0.707106781186547!2^306,166,0,-1!2^318,160,-0.707106781186547,-0.707106781186547!2^328,152,-0.707106781186547,-0.707106781186547!2^339,144,-0.707106781186547,-0.707106781186547!2^299,173,-0.707106781186547,0.707106781186547!2^303,184,-1,0!2^303,195,-1,0!2^300,208,-0.707106781186547,-0.707106781186547!2^295,217,-1,0!2^291,227,-1,0!2^297,235,-0.707106781186547,0.707106781186547!2^303,246,-1,0!2^308,259,-1,0!2^309,266,-0.707106781186547,0.707106781186547!2^321,273,-0.707106781186547,0.707106781186547!2^325,288,-1,0!2^134,300,-0.707106781186547,-0.707106781186547!2^145,290,-0.707106781186547,-0.707106781186547!2^128,284,-1,0!2^129,273,-1,0!2^54,208,0,-1!2^65,204,0,-1!2^75,201,0,-1!2^86,200,0,-1!2^58,191,-0.707106781186547,-0.707106781186547!2^62,182,-0.707106781186547,-0.707106781186547!2^69,172,-0.707106781186547,-0.707106781186547!2^76,164,-0.707106781186547,-0.707106781186547!2^86,157,-0.707106781186547,-0.707106781186547!2^91,147,-0.707106781186547,-0.707106781186547!2^69,183,-0.707106781186547,-0.707106781186547!2^78,175,-0.707106781186547,-0.707106781186547!2^88,167,-0.707106781186547,-0.707106781186547!2^97,161,-0.707106781186547,-0.707106781186547!2^105,152,-0.707106781186547,-0.707106781186547!2^113,147,0,-1!2^258,190,-1,0!2^256,197,-1,0!2^256,207,-1,0!2^257,219,-1,0!2^273,265,-1,0!2^266,255,-1,0!2^261,246,-1,0!2^244,224,-1,0!2^270,178,-1,0!10^248,99!10^238,95!10^231,93!10^224,90!10^217,87!10^216,93!10^224,97!10^239,99!10^248,103!10^239,103!10^232,103!10^224,105!10^220,105!10^212,107!10^207,100!10^206,93!10^206,86!10^215,99!10^224,99!10^232,99!10^237,95!10^243,102!10^254,103!10^254,105!10^232,105!10^202,107!10^194,97!10^195,86!10^193,77!10^191,110!10^253,126!10^249,126!10^244,125!10^255,125!10^249,132!10^245,137!10^239,145!10^239,135!10^239,130!10^241,125!10^249,131!10^233,126!10^227,128!10^231,131!10^234,132!10^234,143!10^229,137!10^221,135!10^213,128!10^220,129!10^225,140!10^228,144!10^230,152!10^223,148!10^217,143!10^212,137!10^206,132!10^202,132!10^213,133!10^217,140!10^224,135!10^193,138!10^199,142!10^206,143!10^214,152!10^222,160!10^182,140!10^192,150!10^202,155!10^210,163!10^209,173!10^217,191!10^211,196!10^207,205!10^202,208!10^199,213!10^191,216!10^198,218!10^203,220!10^197,209!10^202,206!10^207,200!10^215,197!10^186,224!10^197,229!10^206,233!10^175,231!10^184,234!10^192,235!10^186,195!10^180,204!10^192,185!10^200,178!10^200,165!10^181,117!3^183,75!3^186,84!3^187,93!3^184,101!3^179,108!3^170,118!3^174,96!3^173,84!3^168,73!3^156,69!3^161,82!3^164,91!3^166,104!3^156,116!3^157,125!3^142,132!3^142,117!3^149,101!3^145,86!3^139,71!3^125,58!3^144,58!3^102,49!3^113,65!3^125,75!3^132,90!3^131,105!3^125,121!3^126,138!3^73,43!3^90,63!3^103,84!3^110,105!3^104,127!3^94,148!3^82,171!3^114,151!3^171,144!3^178,148!3^184,154!3^190,161!3^190,173!3^182,183!3^174,193!3^169,204!3^168,215!3^179,168!3^173,160!3^163,151!3^150,152!3^159,162!3^169,170!3^175,179!3^139,158!3^147,161!3^128,165!3^143,174!3^157,178!3^160,193!3^157,211!3^157,231!3^109,173!3^129,185!3^141,206!3^141,230!3^148,251!3^88,189!3^111,199!3^125,218!3^129,250!3^134,272!3^168,185!3^151,171!3^147,188!3^171,240!3^180,243!3^192,245!3^200,244!3^209,244!3^166,250!3^158,259!3^176,252!3^211,252!3^221,259!3^200,253!3^231,268!3^149,272!3^168,266!3^186,262!3^204,266!3^220,275!3^237,282!3^229,295!3^207,283!3^185,278!3^157,283!3^139,291!3^212,263!3^221,268!3^231,276!3^213,303!3^244,305!10^285,151!10^278,157!10^280,152!10^287,145!10^274,166!10^283,162!10^278,161!10^293,286!10^286,276!10^289,282!10^282,272!10^279,268!10^274,266!10^274,259!10^269,252!10^262,256!10^253,247!10^272,175!10^264,178!3^250,234!3^262,238!3^266,189!3^252,192!3^261,205!3^249,217!3^345,143!3^349,146!3^358,150!3^351,153!3^347,157!3^341,159!3^333,161!3^325,161!3^318,161!3^338,152!3^333,158!3^329,161!3^311,164!3^342,163!3^351,156!3^358,155!3^354,150!3^324,175!3^318,174!3^312,174!3^305,174!3^317,180!3^316,188!3^311,193!3^305,200!3^320,175!3^323,175!3^310,183!3^322,180!3^318,186!3^311,217!3^305,218!3^298,224!3^297,232!3^311,226!3^314,236!3^307,244!3^307,232!3^309,222!3^309,217!3^312,217!3^314,220!3^314,228!3^317,241!3^316,244!3^308,248!3^311,265!3^313,262!3^316,262!3^320,260!3^321,257!3^322,256!3^324,264!3^322,269!3^327,279!3^333,276!3^362,125!3^374,133!3^382,138!3^388,142!3^392,148!3^407,150!3^366,150!3^376,158!3^388,163!3^363,144!3^353,136!3^347,131!3^401,149!3^431,165!3^441,169!3^446,177!3^454,181!3^460,189!3^466,195!3^470,203!3^476,209!3^484,219!3^495,227!3^491,237!3^491,245!3^480,241!3^475,239!3^466,236!3^458,232!3^448,232!3^369,180!3^369,187!3^369,194!3^371,202!3^371,210!3^377,215!3^382,220!3^387,223!3^395,227!3^404,229!3^411,229!3^418,229!3^427,229!3^434,229!3^441,223!3^450,223!3^458,224!3^464,228!3^434,225!3^400,183!3^406,183!3^415,187!3^422,196!3^428,203!3^436,209!3^449,208!3^455,204!3^457,198!3^439,184!3^433,177!3^426,172!3^420,172!3^375,183!3^378,193!3^379,203!3^385,210!3^394,216!3^408,218!3^419,220!3^429,218!3^462,214!3^476,228!3^413,205!3^402,196!3^388,196!3^387,183!3^398,207!3^376,203!3^383,213!3^394,218!3^402,219!3^419,226!3^375,195!3^407,224!3^416,223!3^477,241!3^488,248!3^465,266!3^479,266!3^492,269!3^504,278!3^513,284!3^468,286!3^461,283!3^452,275!3^443,268!3^434,262!3^429,259!3^421,258!3^412,256!3^405,256!3^399,255!3^394,254!3^384,251!3^376,245!3^370,238!3^364,232!3^360,227!3^356,221!3^356,214!3^356,208!3^356,203!3^356,195!3^468,276!3^457,268!3^451,261!3^442,253!3^437,247!3^431,239!3^425,233!3^364,219!3^370,227!3^379,236!3^386,242!3^397,244!3^409,246!3^419,246!3^428,250!3^404,258!3^391,250!3^383,244!3^374,237!3^365,228!3^362,214!3^419,256!3^438,261!3^445,271!3^414,235!3^402,234!3^390,231!3^398,253!3^409,252!3^442,267!3^392,245!3^369,226!3^362,211!3^373,162!3^363,162!3^354,166!3^342,171!3^336,180!3^330,191!3^326,201!3^326,211!3^326,219!3^327,228!3^329,237!3^334,255!3^338,264!3^343,275!3^342,286!3^340,297!3^336,307!3^332,316!3^324,325!3^344,209!3^357,183!3^377,172!3^345,189!3^338,208!3^364,172!3^346,250!3^356,278!3^356,300!3^359,312!3^358,323!3^357,335!3^349,326!3^349,310!3^347,197!3^354,346!3^359,351!3^362,357!3^362,364!3^362,372!3^360,377!3^357,382!3^354,387!3^350,389!3^345,392!3^342,394!3^343,384!3^352,378!3^353,367!3^357,358!3^334,388!3^326,340!3^320,343!3^317,348!3^320,357!3^323,363!3^329,369!3^337,363!3^330,350!3^340,352!3^342,372!3^325,345!3^322,346!3^321,361!3^322,355!3^339,339!3^337,326!3^320,334!3^311,343!3^345,402!3^349,409!3^349,415!3^349,421!3^346,428!3^342,433!3^335,434!3^331,436!3^322,437!3^327,408!3^324,413!3^324,419!3^323,423!3^335,424!3^336,414!3^332,399!3^315,380!3^310,387!3^308,395!3^308,401!3^306,408!3^306,414!3^305,420!3^298,432!3^291,435!3^286,439!3^284,434!3^291,441!3^296,444!3^298,438!3^310,439!3^315,425!3^316,415!3^316,404!3^319,391!3^327,382!3^309,452!3^312,458!3^316,461!3^320,465!3^327,469!3^335,474!3^344,474!3^352,475!3^362,476!3^362,477!3^349,472!3^325,443!3^336,445!3^340,447!3^344,450!3^351,451!3^357,453!3^362,455!3^368,458!3^375,461!3^381,466!3^318,448!3^337,459!3^347,462!3^360,465!3^387,470!3^392,473!3^395,474!3^399,478!3^406,484!3^409,486!3^413,490!3^419,496!3^422,501!3^429,509!3^437,512!3^441,514!3^441,520!3^436,522!3^416,507!3^409,498!3^405,499!3^406,506!3^410,520!3^406,532!3^398,507!3^376,535!3^381,536!3^395,529!3^398,520!3^394,509!3^391,505!3^391,498!3^396,489!3^378,477!3^370,484!3^379,489!3^308,302!3^302,297!3^293,293!3^285,288!3^275,281!3^268,275!3^262,269!3^257,263!3^252,259!3^247,255!3^242,248!3^241,242!3^238,235!3^234,230!3^231,226!3^227,224!3^221,227!3^220,234!3^224,247!3^226,255!3^232,258!3^237,266!3^241,272!3^246,280!3^248,286!3^254,294!3^261,306!3^264,316!3^265,327!3^231,246!3^250,266!3^254,281!3^267,296!3^274,309!3^277,322!3^268,328!3^273,327!3^279,326!3^287,324!3^283,314!3^291,306!3^266,282!3^310,308!3^303,313!3^301,317!3^216,215!3^218,201!3^222,196!3^227,187!3^231,180!3^241,173!3^247,168!3^254,161!3^260,153!3^266,145!3^271,138!3^282,131!3^234,210!3^236,201!3^241,190!3^249,180!3^256,171!3^263,165!3^270,157!3^277,148!3^287,140!3^295,131!3^299,124!3^293,117!3^289,108!3^224,210!3^230,197!3^215,216!3^215,219!3^280,102!3^271,98!3^259,91!3^248,88!3^232,81!3^219,75!3^205,71!3^193,67!3^175,60!3^155,53!3^127,44!3^105,35!3^258,97!3^267,106!3^262,114!3^246,114!3^238,114!3^227,115!3^256,115!3^210,118!3^190,126!3^174,130!3^145,142!3^276,120!3^280,128!3^271,128!3^264,132!3^255,142!3^245,153!3^233,162!3^220,175!3^208,187!3^194,198!3^179,213!3^229,172!3^343,228!3^384,271!3^389,263!3^376,263!3^374,258!10^385,267!10^413,369!10^416,362!10^422,354!10^415,367!10^407,361!10^413,355!10^417,350!10^421,343!10^421,335!10^403,305!10^397,302!10^400,297!10^397,290!10^400,401!10^400,406!10^400,393!10^405,387!10^405,380!10^405,376!10^405,394!10^399,396!10^390,394!10^397,387!10^389,410!10^386,418!10^380,421!10^372,425!10^367,428!10^365,420!10^377,423!10^373,422!10^385,415!10^391,408!10^351,437!10^358,431!10^354,434!3^405,354!3^411,349!3^414,339!3^414,329!3^407,322!3^407,333!3^407,342!3^407,349!3^399,346!3^393,339!3^397,329!3^397,318!3^388,309!3^387,322!3^386,331!3^375,326!3^375,314!3^371,299!3^411,321!3^399,312!3^388,304!3^369,290!3^387,292!3^387,285!3^396,294!3^380,288!3^377,277!3^369,280!3^367,272!3^386,388!3^394,382!3^399,375!3^396,366!3^391,375!3^386,380!3^378,382!3^378,375!3^383,371!3^390,364!3^390,355!3^371,372!3^373,361!3^379,353!3^376,344!3^364,411!3^371,413!3^379,410!3^384,401!3^379,397!3^369,403!3^356,399!3^367,395!3^320,305!3^311,312!3^306,317!3^317,316!3^308,328!3^308,337!3^295,335!3^298,349!3^305,360!3^311,369!3^314,361!3^312,353!3^282,333!3^270,335!3^264,338!3^256,339!3^249,342!3^240,344!3^233,348!3^225,350!3^216,353!3^206,358!3^196,363!3^187,366!3^179,369!3^171,373!3^165,375!3^155,377!3^149,383!3^139,387!3^129,387!3^121,385!3^111,384!3^103,384!3^94,386!3^88,387!3^81,391!3^74,395!3^69,403!3^61,408!3^51,412!3^43,416!3^37,419!3^29,422!3^25,426!3^284,344!3^273,347!3^260,350!3^248,354!3^235,358!3^222,363!3^210,368!3^197,370!3^188,377!3^175,382!3^165,387!3^153,391!3^141,399!3^126,397!3^112,394!3^101,395!3^91,400!10^78,414!10^77,421!10^77,428!10^76,436!10^76,446!10^77,455!3^71,415!3^69,422!3^69,434!3^69,430!3^67,444!3^70,452!3^72,460!3^72,467!3^69,471!3^62,465!3^53,462!3^57,452!3^57,439!3^57,419!3^45,425!3^35,432!3^25,437!3^45,448!3^45,459!3^32,456!3^24,459!3^37,450!3^61,431!3^86,416!3^86,421!3^86,429!3^86,438!3^86,444!3^87,447!3^95,446!3^97,442!3^94,456!3^81,403!3^98,416!3^109,411!3^122,413!3^134,416!3^93,408!3^147,416!3^160,416!3^164,409!3^171,403!3^179,397!3^177,402!3^171,411!3^166,420!3^164,433!3^166,427!3^189,395!3^202,390!3^215,384!3^226,379!3^236,374!3^249,370!3^261,367!3^273,363!3^284,361!3^291,352!3^296,363!3^267,375!3^257,378!3^174,424!3^177,423!3^181,420!3^188,415!3^194,413!3^204,408!3^182,411!3^190,404!3^201,398!3^216,394!3^232,399!3^235,394!3^243,390!3^250,387!3^255,381!3^267,377!3^227,390!3^241,379!3^186,385!3^173,390!10^338,486!10^340,492!10^340,497!10^340,505!10^341,510!10^346,519!10^345,528!10^345,540!10^341,551!10^333,557!10^333,526!10^327,513!10^332,521!10^327,503!10^323,492!10^316,486!10^298,474!10^306,473!10^312,473!10^356,444!10^341,483!10^339,489!10^342,503!10^344,514!10^345,522!10^345,536!10^342,545!10^334,555!10^323,559!10^289,529!10^298,529!10^303,533!10^312,533!10^324,533!10^327,530!10^301,512!10^314,480!3^323,484!3^329,486!3^330,493!3^330,505!3^332,511!3^334,528!3^328,550!3^340,537!3^343,522!3^290,523!3^304,526!3^315,529!3^325,521!3^296,514!3^156,423!3^152,429!3^150,436!3^147,441!3^146,444!3^146,451!3^146,460!3^146,468!3^144,475!3^143,483!3^139,492!3^139,497!3^133,505!3^130,510!3^124,518!3^120,523!3^116,525!3^85,463!3^84,468!3^81,474!3^80,480!3^80,486!3^80,492!3^83,496!3^88,501!3^91,505!3^97,506!3^104,506!3^113,502!3^117,496!3^123,488!3^127,484!3^100,495!3^91,486!3^92,479!3^96,470!3^101,462!3^107,450!3^108,438!3^94,427!3^109,424!3^121,427!3^136,430!3^122,439!3^132,444!3^118,450!3^113,463!3^105,474!3^107,486!3^120,473!3^130,457!3^133,471!3^131,494!3^121,504!3^114,515!3^105,524!3^100,528!3^97,531!3^91,533!3^87,533!3^81,532!3^76,527!3^79,503!3^72,503!3^64,503!3^75,506!3^56,497!3^54,499!3^46,491!3^40,487!3^53,477!3^65,477!3^68,484!3^72,490!3^42,474!3^34,475!3^29,477!3^25,478!3^24,495!3^34,500!3^41,505!3^49,507!3^52,515!3^61,521!3^67,523!3^75,515!3^90,514!3^27,559!3^33,566!3^40,566!3^48,566!3^55,568!3^62,569!3^68,569!3^55,555!3^42,546!3^37,542!3^31,535!3^29,531!3^28,548!3^43,553!0^80,568!0^84,567!0^94,565!0^79,564!3^78,568!3^98,569!3^85,570!10^229,476!10^220,478!10^220,472!10^213,468!10^207,473!10^200,476!10^195,481!10^199,485!10^204,491!10^204,497!10^208,479!10^210,472!10^222,486!10^213,487!10^220,493!10^219,501!10^216,511!10^212,515!10^203,515!10^194,512!10^189,511!10^182,510!10^194,495!10^188,487!10^178,483!10^172,485!10^163,486!10^157,489!10^150,494!10^157,568!10^152,564!10^147,557!10^144,553!10^142,547!3^142,539!3^142,529!3^142,521!3^142,511!3^143,543!3^159,495!3^168,492!3^176,490!3^182,490!3^186,499!3^211,497!3^203,508!3^177,505!3^169,499!3^169,507!3^167,517!3^157,506!3^151,501!3^162,507!3^150,515!3^152,520!3^160,524!3^167,528!10^167,535!10^168,544!10^174,548!10^178,558!10^184,564!10^190,565!10^181,545!10^178,539!10^176,535!10^179,525!10^179,548!3^162,560!3^155,552!3^155,545!3^152,537!3^154,527!3^149,535!3^162,542!3^177,562!3^185,570!10^139,526!10^141,513!10^141,508!10^144,501!10^147,495!10^151,491!10^162,493!10^171,489!10^171,488!10^179,487!10^148,517!10^147,537!10^144,543!10^158,538!10^171,501!0^203,566!0^207,569!0^209,566!0^220,565!0^208,563!3^203,567!3^207,570!3^221,568!10^221,462!10^217,460!10^217,453!10^224,460!10^232,462!10^243,463!10^235,463!10^240,465!10^248,465!10^255,462!10^266,460!10^258,461!10^238,456!10^230,453!10^224,449!10^219,443!10^222,438!10^241,453!10^289,452!10^281,452!10^277,452!10^275,448!10^273,443!10^198,466!10^193,466!10^186,469!10^180,471!10^176,467!10^168,461!10^174,474!10^183,474!10^188,474!10^195,469!10^166,466!10^163,458!10^165,452!10^174,457!10^156,479!10^160,477!10^159,470!3^157,464!3^166,447!3^174,455!3^182,463!3^191,465!3^200,461!3^188,454!3^177,445!3^171,440!3^181,438!3^188,444!3^196,447!3^205,452!3^205,444!3^194,431!3^206,431!3^208,419!3^221,408!3^262,452!3^253,454!3^250,457!3^244,449!3^234,446!3^232,451!3^227,443!3^228,439!3^224,431!3^228,423!3^234,431!3^241,437!3^250,442!3^261,442!3^255,433!3^246,426!3^239,419!3^242,410!3^253,422!3^252,402!3^263,413!3^269,401!3^262,392!3^280,384!3^276,434!3^276,424!3^290,424!3^283,416!3^294,409!3^287,402!3^296,426!3^284,427!3^297,399!3^297,3861#
Description	HAHA!

Other maps by this author

Kep

Comments

Pages: (0)

mr_x_lma0

2007-01-20

49 zeroes.

r0fl.

cyclone_on_mars

2006-10-01

and i

painted the mona lisa

mikey210

2006-08-07

Ha

If your goal in life is to be hated, your doing te best you could ever do.

epigone

2006-07-06

42

zero's

ninja12345

2006-05-13

congratz!

you just topped your lowest rating with 28 0's. oh wait.... make that 29!

Dark_Smiley_GX

2006-04-29

Incongruous

This is not how you make maps. Maps are made by thought. Nobody copies someone else's work and turns it into a piece of crap map worth nothing. You spent no time on this map at all. 5/5

mikael_tellqvist

2006-03-30

and

y r u stealing dragon_moon's maps?

mikael_tellqvist

2006-03-30

very stupid

you are very stupid

Yahoozy

2006-03-30

0/0

why would you even steal it?