Bacteria resubmitted

Not logged in

Hot Maps

Active Authors

Featured Maps

Random

Hover over the thumbnail for a full-size version.


Author	Tombo123
Tags	author:tombo123 n-art rated
Created	2006-03-26
Rating	4 by 8 people.
Map Data	$Bacteria resubmitted#Tombo123#none#111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111MI000FJ11111111111111MI0000000FJ11111111111500000000000211111111150000000000000211111115000000000000000211111E00000000000000000B1111A00000000000000000>111E0000000000000000000B11A0000000000000000000>11000000000000000000000110000000000000000000001100000000000000000000011@0000000000000000000?11D0000000000000000000C111@00000000000000000?1111D00000000000000000C11111400000000000000031111111400000000000003111111111400000000000311111111111LH0000000GK11111111111111LH000GK111111111111111111111111111111111111111111011111111111111111111110111111111111111111111101111111111111111111111011111111111\|5^60,504!10^300,444!10^303,442!10^306,438!10^308,434!10^312,428!10^315,424!10^316,424!10^318,418!10^319,416!10^320,412!10^320,404!10^320,400!10^320,406!10^318,414!10^314,422!10^310,428!10^308,435!10^302,442!10^300,444!10^298,446!10^308,432!10^313,421!10^317,412!10^320,405!10^324,397!10^325,392!10^322,394!10^323,394!10^327,392!10^328,392!10^328,392!10^329,392!10^336,398!10^337,401!10^339,403!10^341,407!10^342,409!10^344,412!10^345,416!10^348,420!10^349,422!10^349,424!10^350,425!10^352,428!10^353,431!10^353,433!10^354,437!10^355,440!10^358,445!10^326,393!10^328,386!10^332,380!10^335,376!10^336,373!10^339,368!10^342,363!10^343,359!10^344,357!10^346,353!10^347,350!10^348,349!10^349,343!10^349,338!10^345,331!10^352,350!10^352,340!10^348,333!10^349,342!10^349,349!10^343,353!10^339,363!10^333,367!10^329,371!10^329,384!10^334,382!10^347,353!10^348,339!10^342,331!10^434,327!10^436,325!10^442,322!10^445,318!10^448,313!10^450,309!10^451,305!10^452,302!10^452,299!10^452,298!10^452,291!10^450,287!10^448,282!10^446,281!10^444,280!10^440,276!10^439,274!10^434,330!10^439,332!10^447,339!10^449,341!10^450,345!10^452,351!10^452,356!10^446,361!10^442,364!10^437,366!10^430,369!10^424,371!10^414,371!10^420,368!10^428,369!10^433,367!10^438,365!10^444,361!10^447,355!10^449,349!10^448,343!10^440,329!10^434,327!10^439,332!10^442,337!10^445,342!10^430,332!10^425,330!10^416,326!10^410,320!10^405,317!10^405,315!10^404,310!10^404,307!10^404,306!10^404,309!10^404,315!10^407,319!10^410,323!10^414,326!10^418,328!10^422,330!10^428,331!10^436,332!10^361,293!10^362,293!10^364,286!10^367,280!10^373,272!10^376,268!10^382,260!10^385,258!10^392,254!10^387,256!10^378,260!10^372,266!10^368,273!10^366,279!10^364,286!10^364,292!10^363,295!10^393,252!10^392,252!10^390,248!10^385,240!10^378,235!10^374,231!10^362,227!10^359,225!10^352,223!10^345,221!10^335,219!10^331,220!10^341,218!10^346,220!10^352,221!10^357,222!10^362,224!10^366,226!10^370,227!10^374,230!10^379,234!10^385,238!10^392,243!10^395,247!10^332,218!10^333,216!10^336,209!10^341,203!10^345,197!10^348,193!10^350,190!10^354,187!10^358,181!10^362,177!10^364,175!10^367,173!10^372,171!10^375,169!10^372,169!10^366,171!10^359,175!10^351,183!10^347,191!10^343,197!10^337,202!10^335,206!10^334,213!10^401,249!10^404,249!10^413,245!10^419,243!10^427,243!10^437,243!10^443,243!10^448,244!10^466,245!10^471,246!10^475,247!10^472,245!10^463,243!10^451,243!10^439,243!10^433,243!10^413,245!10^407,248!10^409,248!10^425,242!10^439,243!10^452,244!10^462,244!10^469,245!10^288,269!10^284,270!10^279,272!10^274,274!10^270,277!10^268,279!10^266,281!10^262,285!10^260,289!10^260,289!10^256,283!10^254,282!10^249,277!10^247,275!10^242,269!10^228,267!10^224,267!10^218,265!10^211,263!10^202,263!10^196,263!10^208,265!10^216,267!10^225,268!10^233,269!10^240,270!10^245,272!10^251,275!10^259,287!10^271,279!10^284,273!10^251,278!10^245,276!10^234,271!10^261,205!10^257,201!10^252,193!10^246,181!10^246,177!10^246,166!10^247,160!10^248,149!10^254,132!10^257,124!10^259,119!10^255,123!10^251,130!10^249,138!10^249,148!10^249,156!10^249,164!10^250,174!10^253,180!10^256,184!10^259,192!10^262,200!10^262,200!10^257,198!10^252,190!10^251,183!10^247,175!10^247,167!10^247,159!10^249,147!10^250,137!10^253,129!10^257,122!10^267,203!10^270,199!10^275,191!10^279,187!10^286,183!10^293,179!10^298,177!10^309,177!10^314,177!10^317,177!10^309,177!10^300,178!10^296,179!10^288,183!10^280,187!10^269,194!10^262,199!10^258,203!10^527,341!10^534,344!10^540,352!10^542,355!10^544,359!10^545,362!10^545,367!10^546,373!10^544,381!10^542,390!10^538,403!10^532,419!10^528,427!10^522,438!10^524,436!10^527,428!10^530,415!10^533,406!10^538,395!10^540,385!10^543,373!10^543,367!10^541,359!10^535,348!10^528,340!10^533,347!10^537,352!10^541,359!10^543,369!10^544,380!10^542,390!10^540,400!10^536,408!10^532,414!10^528,422!10^524,434!10^522,445!10^525,447!10^530,445!10^538,441!10^550,439!10^556,439!10^569,439!10^573,439!10^567,439!10^561,439!10^551,441!10^534,442!10^529,444!10^522,448!10^531,448!10^538,444!10^546,444!10^553,442!10^564,442!10^427,425!10^425,426!10^425,435!10^424,438!10^416,445!10^414,447!10^409,450!10^403,453!10^399,455!10^394,457!10^399,457!10^405,453!10^412,447!10^419,438!10^422,430!10^426,420!10^427,420!10^431,424!10^435,428!10^439,434!10^442,437!10^445,440!10^448,442!10^450,446!10^452,449!10^455,452!10^457,455!10^461,458!10^464,463!10^470,468!10^473,472!10^477,477!10^484,483!10^491,486!10^497,488!10^504,489!10^513,490!10^519,492!10^523,494!10^509,494!10^503,490!10^498,485!10^492,481!10^486,477!10^479,475!10^472,473!10^467,468!10^460,462!10^455,455!10^442,446!10^438,439!10^430,429!10^434,434!10^444,447!10^450,453!10^455,458!10^459,461!10^464,465!10^473,471!10^481,478!10^487,482!10^495,487!10^506,490!10^524,496!10^427,420!10^426,418!10^420,416!10^416,411!10^407,404!10^401,400!10^396,396!10^400,397!10^409,400!10^414,405!10^418,409!10^423,416!10^427,419!10^505,293!10^506,293!10^512,291!10^521,291!10^526,289!10^535,283!10^538,281!10^542,279!10^545,275!10^546,273!10^548,271!10^551,265!10^553,260!10^555,256!10^557,252!10^557,253!10^557,261!10^555,267!10^546,274!10^534,281!10^526,286!10^517,290!10^510,293!10^504,294!10^557,248!10^562,255!10^573,259!10^578,262!10^581,266!10^584,269!10^589,274!10^592,280!10^595,285!10^597,293!10^597,296!10^598,287!10^590,277!10^586,269!10^574,258!10^566,252!10^561,248!10^567,250!10^575,257!10^564,246!10^568,242!10^572,234!10^573,234!10^574,229!10^576,220!10^576,214!10^576,210!10^576,207!10^574,201!10^572,196!10^570,191!10^568,185!10^562,178!10^556,173!10^552,169!10^552,169!10^556,173!10^559,181!10^561,186!10^564,194!10^568,202!10^570,209!10^571,219!10^571,229!10^567,239!10^566,243!10^569,232!10^573,217!10^573,207!10^573,193!10^555,172!10^524,439!10^529,431!10^531,423!10^535,413!10^540,403!10^542,394!10^545,385!10^547,377!10^445,338!10^450,347!10^450,358!10^444,365!10^430,369!10^413,372!10^412,372!10^422,370!10^413,366!10^417,368!10^418,368!10^401,403!10^405,404!10^413,408!10^392,466!10^397,459!10^402,453!10^249,346!10^247,353!10^240,359!10^234,365!10^232,375!10^232,385!10^233,395!10^236,405!10^241,413!10^247,422!10^255,434!10^258,437!10^253,435!10^243,425!10^239,417!10^235,410!10^233,401!10^231,390!10^232,379!10^235,364!10^241,352!10^247,342!10^248,338!10^234,349!10^224,371!10^224,388!10^226,398!10^231,404!10^238,412!10^246,425!10^252,432!10^250,432!10^248,430!10^243,426!10^239,418!10^235,409!10^229,396!10^227,383!10^229,368!10^234,355!10^240,342!10^245,336!10^237,341!10^225,357!10^223,373!10^224,391!10^229,400!10^236,409!10^244,416!10^239,410!10^230,394!10^226,374!10^230,360!10^238,350!10^245,346!10^206,207!10^202,207!10^198,207!10^193,208!10^182,211!10^176,213!10^170,217!10^166,221!10^160,225!10^154,230!10^150,234!10^146,239!10^146,236!10^151,228!10^156,224!10^162,220!10^169,216!10^176,212!10^182,210!10^200,210!10^206,210!10^202,210!10^192,211!10^185,213!10^175,216!10^163,220!10^159,224!10^153,229!10^146,234!10^313,493!10^304,497!10^296,498!10^280,500!10^270,500!10^257,498!10^246,492!10^237,488!10^228,484!10^241,492!10^249,494!10^255,497!10^261,498!10^270,501!10^279,502!10^293,503!10^305,503!10^310,501!10^315,494!10^302,497!10^291,501!10^283,501!10^276,502!10^265,502!10^251,496!10^241,490!10^234,484!10^223,480!10^243,487!10^254,491!10^264,495!10^274,496!10^285,498!10^296,499!10^316,500!10^318,507!10^313,517!10^309,521!10^305,524!10^303,529!10^308,527!10^311,522!10^315,512!10^316,504!10^316,500!10^316,509!10^314,516!10^310,525!10^318,493!10^326,495!10^334,501!10^337,505!10^339,508!10^341,511!10^341,509!10^337,501!10^330,497!10^325,493!10^320,493!10^449,181!10^453,179!10^455,173!10^457,167!10^458,160!10^454,154!10^451,147!10^440,136!10^435,132!10^426,126!10^418,120!10^418,121!10^430,128!10^433,130!10^437,135!10^442,139!10^446,143!10^449,147!10^456,157!10^456,167!10^456,182!10^451,188!10^456,177!10^459,160!10^453,150!10^445,142!10^436,131!10^421,120!10^417,120!10^423,121!10^431,122!10^439,123!10^445,124!10^448,125!10^450,126!10^453,127!10^457,129!10^462,130!10^466,131!10^469,134!10^472,136!10^481,140!10^484,144!10^487,147!10^484,144!10^474,132!10^465,125!10^453,119!10^438,117!10^421,118!10^444,121!10^455,127!10^462,132!10^472,137!10^483,144!10^480,135!10^459,120!10^447,116!10^437,115!10^427,116!10^440,121!10^233,346!10^227,350!10^223,358!10^221,364!10^223,373!10^225,379!10^253,336!10^257,339!10^259,341!10^263,342!10^270,343!10^279,344!10^285,344!10^290,344!10^288,345!10^251,331!10^253,341!10^255,344!10^257,347!10^263,365!10^265,369!10^267,370!10^268,373!10^270,374!10^266,368!10^262,365!10^261,360!10^259,355!10^257,348!10^260,361!10^257,353!10^415,117!10^416,115!10^420,111!10^424,104!10^429,96!10^439,88!10^443,86!10^434,88!10^428,92!10^422,100!10^416,107!10^414,112!10^418,106!10^423,94!10^433,88!10^441,86!10^302,128!10^302,124!10^302,116!10^300,110!10^298,104!10^292,95!10^282,87!10^290,90!10^297,97!10^300,107!10^302,113!10^303,132!10^303,124!10^302,114!10^296,106!10^293,100!10^283,89!10^277,85!10^289,88!10^297,88!10^307,90!10^321,95!10^332,101!10^336,104!10^346,109!10^349,111!10^351,113!10^342,103!10^336,99!10^325,93!10^314,89!10^300,85!10^289,83!10^296,84!10^314,88!10^326,94!10^330,97!10^336,100!10^346,103!10^350,106!10^354,109!10^151,339!10^154,341!10^159,346!10^162,349!10^166,353!10^168,357!10^171,360!10^173,364!10^175,369!10^177,375!10^178,380!10^176,378!10^174,368!10^170,360!10^164,355!10^158,346!10^153,341!10^176,384!10^170,382!10^173,384!10^178,385!10^180,386!10^185,392!10^187,397!10^188,403!10^188,409!10^188,416!10^186,425!10^184,431!10^185,432!10^186,428!10^187,418!10^188,412!10^189,404!10^187,395!10^182,387!10^620,358!10^627,368!10^630,372!10^633,379!10^630,375!10^624,364!10^622,363!10^629,376!10^610,409!10^603,405!10^603,405!10^612,410!10^611,410!10^607,408!10^622,351!10^630,361!10^634,367!10^624,358!10^629,362!10^634,243!10^633,236!10^636,231!10^634,237!10^634,240!10^634,229!10^634,239!10^635,244!10^637,242!10^637,240!10^628,243!10^622,239!10^614,230!10^611,218!10^612,205!10^614,195!10^616,188!10^609,215!10^613,225!10^620,232!10^628,241!10^622,238!10^612,225!10^610,215!10^611,204!10^614,194!10^611,188!10^609,196!10^609,208!10^610,216!10^614,222!10^621,227!10^623,233!10^319,306!10^319,302!10^321,294!10^325,285!10^329,274!10^323,277!10^319,285!10^314,296!10^315,303!10^315,306!10^315,302!10^320,285!10^324,276!10^326,274!10^319,282!10^317,288!10^317,295!10^323,303!10^315,306!10^307,306!10^294,307!10^283,311!10^281,313!10^289,309!10^301,309!10^309,307!10^303,308!10^291,310!10^283,312!10^296,310!10^308,308!10^510,223!10^508,217!10^504,211!10^500,208!10^510,226!10^511,228!10^509,218!10^500,209!10^498,210!10^506,221!10^510,228!10^495,206!10^499,200!10^504,189!10^508,172!10^510,163!10^500,182!10^498,193!10^494,201!10^498,189!10^503,171!10^505,166!10^499,181!10^495,190!10^495,198!10^498,191!10^504,172!10^505,168!10^501,177!10^497,188!10^509,164!10^510,171!10^510,181!10^506,188!10^499,196!10^498,195!10^506,174!10^507,167!10^501,181!10^401,513!10^407,514!10^415,514!10^424,512!10^431,508!10^428,509!10^416,513!10^405,513!10^400,514!10^419,516!10^427,513!10^430,509!10^433,509!10^440,517!10^448,522!10^455,525!10^452,526!10^442,520!10^436,515!10^438,516!10^445,522!10^449,524!10^454,529!10^532,141!10^530,137!10^524,133!10^516,126!10^516,124!10^509,119!10^504,115!10^498,111!10^499,112!10^505,117!10^509,121!10^513,125!10^518,130!10^523,136!10^500,111!10^501,107!10^507,103!10^512,101!10^518,97!10^525,97!10^531,97!10^531,97!10^521,98!10^514,100!10^507,103!10^468,95!10^474,89!10^480,81!10^481,72!10^477,68!10^473,66!10^465,60!10^469,63!10^474,67!10^475,74!10^475,84!10^471,94!10^475,91!10^480,76!10^478,63!10^470,55!10^465,59!10^474,68!10^475,78!10^469,87!10^470,89!10^479,81!10^492,71!10^488,77!10^474,85!10^481,77!10^491,75!10^476,81!10^467,89!10^597,158!10^584,145!10^580,139!10^579,130!10^577,134!10^581,143!10^587,152!10^593,155!10^598,157!10^597,158!10^590,154!10^585,147!10^581,143!10^595,162!10^589,170!10^587,173!10^587,172!10^591,164!10^594,159!10^615,270!10^616,268!10^623,276!10^625,280!10^627,283!10^628,288!10^630,290!10^626,281!10^618,273!10^614,266!10^608,258!10^604,253!10^602,251!10^605,254!10^602,250!10^602,244!10^602,244!10^604,250!10^606,254!10^610,260!10^613,264!10^618,270!10^624,279!10^628,284!10^630,290!10^632,295!10^636,290!10^642,286!10^648,282!10^650,278!10^647,279!10^636,292!10^633,296!10^634,297!10^641,303!10^644,309!10^646,314!10^646,316!10^647,316!10^641,306!10^639,301!10^616,329!10^609,333!10^601,340!10^597,346!10^598,371!10^599,378!10^600,380!10^598,374!10^596,364!10^596,356!10^598,346!10^601,338!10^606,329!10^610,324!10^608,329!10^601,342!10^597,348!10^596,358!10^599,366!10^600,380!10^594,342!10^592,342!10^586,336!10^576,328!10^571,321!10^567,314!10^563,305!10^557,296!10^559,305!10^563,311!10^570,322!10^574,325!10^579,330!10^584,334!10^587,336!10^592,339!10^594,341!10^595,343!10^595,343!10^588,339!10^582,332!10^574,322!10^568,314!10^562,309!10^557,304!10^557,304!10^557,303!10^558,301!10^574,369!10^573,376!10^573,384!10^573,388!10^573,384!10^576,372!10^577,368!10^573,371!10^574,394!10^572,400!10^564,407!10^556,414!10^552,417!10^557,408!10^561,403!10^565,401!10^567,399!10^556,413!10^562,405!10^569,396!10^571,391!10^492,315!10^485,318!10^481,321!10^485,332!10^497,344!10^502,349!10^506,353!10^509,358!10^511,363!10^510,365!10^510,362!10^510,357!10^504,351!10^498,344!10^491,337!10^483,330!10^479,322!10^476,316!10^477,314!10^482,312!10^489,312!10^493,313!10^493,313!10^479,317!10^483,326!10^487,330!10^489,334!10^496,341!10^502,345!10^505,352!10^508,356!10^509,358!10^509,362!10^507,369!10^500,372!10^493,370!10^487,368!10^483,368!10^483,368!10^487,370!10^505,376!10^505,376!10^509,384!10^509,391!10^509,395!10^505,399!10^501,402!10^501,403!10^499,404!10^497,408!10^495,410!10^495,410!10^498,406!10^502,402!10^504,398!10^508,391!10^508,384!10^503,372!10^496,373!10^506,263!10^513,261!10^519,255!10^525,246!10^529,237!10^532,228!10^535,221!10^536,216!10^534,224!10^532,232!10^526,239!10^520,246!10^518,250!10^512,253!10^507,257!10^505,259!10^538,214!10^542,212!10^550,212!10^552,214!10^551,214!10^411,219!10^411,219!10^406,214!10^402,210!10^398,208!10^394,204!10^391,202!10^392,202!10^401,206!10^406,210!10^411,214!10^413,217!10^414,218!10^414,218!10^417,214!10^418,210!10^420,203!10^421,197!10^421,193!10^421,190!10^419,184!10^417,179!10^415,175!10^413,170!10^409,166!10^409,166!10^413,169!10^415,172!10^418,174!10^420,178!10^421,185!10^422,192!10^420,203!10^420,213!10^419,203!10^444,213!10^452,211!10^461,211!10^466,212!10^469,213!10^470,214!10^467,214!10^458,212!10^444,212!10^442,212!10^478,219!10^482,221!10^486,226!10^489,231!10^490,234!10^488,231!10^483,225!10^471,216!10^477,286!10^479,283!10^482,278!10^484,272!10^485,268!10^482,272!10^480,275!10^476,281!10^474,284!10^475,282!10^470,276!10^465,274!10^463,272!10^461,269!10^460,267!10^412,275!10^412,276!10^406,278!10^398,281!10^389,284!10^385,287!10^381,290!10^381,295!10^381,300!10^381,306!10^382,312!10^382,318!10^382,320!10^383,323!10^385,325!10^386,327!10^385,326!10^380,321!10^380,317!10^381,312!10^381,305!10^381,300!10^383,296!10^388,291!10^398,279!10^410,275!10^412,277!10^415,279!10^420,285!10^421,287!10^422,289!10^423,291!10^424,294!10^424,292!10^420,285!10^416,281!10^403,278!10^398,282!10^388,284!10^384,287!10^555,476!10^552,474!10^551,474!10^547,472!10^542,472!10^539,472!10^535,472!10^531,472!10^524,472!10^529,472!10^534,473!10^547,476!10^523,471!10^194,335!10^188,329!10^178,315!10^170,309!10^163,305!10^153,299!10^144,297!10^153,289!10^177,288!10^186,289!10^195,290!10^202,294!10^207,299!10^212,302!10^216,305!10^216,307!10^218,312!10^222,316!10^223,317!10^221,315!10^217,311!10^213,306!10^211,300!10^205,294!10^200,291!10^193,289!10^188,287!10^180,287!10^175,287!10^169,287!10^168,287!10^164,287!10^159,288!10^155,289!10^150,290!10^145,292!10^147,295!10^150,298!10^154,300!10^160,303!10^166,305!10^173,314!10^175,316!10^179,320!10^185,325!10^187,328!10^194,335!10^197,338!10^227,240!10^231,234!10^234,230!10^236,225!10^237,221!10^238,218!10^236,223!10^236,231!10^234,236!10^228,238!10^226,239!10^242,220!10^245,221!10^256,239!10^259,243!10^260,248!10^261,257!10^261,258!10^260,252!10^258,245!10^252,239!10^250,233!10^248,229!10^244,225!10^244,225!10^246,226!10^249,230!10^251,234!10^253,236!10^255,238!10^256,239!10^260,258!10^260,258!10^286,238!10^290,230!10^296,219!10^301,209!10^304,204!10^300,207!10^294,212!10^287,221!10^285,229!10^285,233!10^284,235!10^284,235!10^286,236!10^287,230!10^290,221!10^293,213!10^295,209!10^297,208!10^301,209!10^300,211!10^285,238!10^281,232!10^274,225!10^266,221!10^266,221!10^275,232!10^272,228!10^264,222!10^267,222!10^273,225!10^276,228!10^280,230!10^282,232!10^283,234!10^288,239!10^290,239!10^302,241!10^305,243!10^309,247!10^312,252!10^312,258!10^310,264!10^311,262!10^311,254!10^309,251!10^305,248!10^297,241!10^292,241!10^299,241!10^307,246!10^310,250!10^311,256!10^310,260!10^311,260!10^312,257!10^312,252!10^307,246!10^296,239!10^339,158!10^339,155!10^335,149!10^330,141!10^331,142!10^336,151!10^339,154!10^339,157!10^340,157!10^338,154!10^332,148!10^328,143!10^344,158!10^350,149!10^358,141!10^367,137!10^373,137!10^380,137!10^384,139!10^381,136!10^380,134!10^374,134!10^363,137!10^359,139!10^352,143!10^343,156!10^342,157!10^345,152!10^349,150!10^354,146!10^358,144!10^366,142!10^373,142!10^379,140!10^459,400!10^457,400!10^458,403!10^462,411!10^465,415!10^467,417!10^469,421!10^473,425!10^476,427!10^478,428!10^481,433!10^484,436!10^487,440!10^490,442!10^492,444!10^487,440!10^482,436!10^479,432!10^475,428!10^472,424!10^467,419!10^465,415!10^457,405!10^458,403!10^459,399!10^460,397!10^462,395!10^463,393!10^454,404!10^449,401!10^441,392!10^437,388!10^437,388!10^443,392!10^447,395!10^448,396!10^450,399!10^450,399!10^445,397!10^441,391!10^436,389!10^436,389!10^428,465!10^430,469!10^432,474!10^433,477!10^421,482!10^415,487!10^407,489!10^399,490!10^386,492!10^382,493!10^378,495!10^374,496!10^382,492!10^390,492!10^398,493!10^405,491!10^409,489!10^414,487!10^419,485!10^422,483!10^425,480!10^430,478!10^428,472!10^425,465!10^429,469!10^433,475!10^428,479!10^420,482!10^414,484!10^410,487!10^401,490!10^393,491!10^378,494!10^376,495!10^375,495!10^436,478!10^438,481!10^441,485!10^444,488!10^448,491!10^453,495!10^456,498!10^458,499!10^461,501!10^464,504!10^466,506!10^463,506!10^458,502!10^458,500!10^455,497!10^451,492!10^444,488!10^436,480!10^435,477!10^438,481!10^441,483!10^443,485!10^449,492!10^451,494!10^453,496!10^457,500!10^464,505!10^385,109!10^381,106!10^376,99!10^372,93!10^365,88!10^360,84!10^365,88!10^371,94!10^374,98!10^378,101!10^380,102!10^381,104!10^382,106!10^377,101!10^373,95!10^365,88!10^361,82!10^361,82!10^368,90!10^374,97!10^383,106!10^385,104!10^389,100!10^392,94!10^393,88!10^393,82!10^393,75!10^393,68!10^393,66!10^391,54!10^391,50!10^389,47!10^390,50!10^391,54!10^392,62!10^390,80!10^388,92!10^384,101!10^386,105!10^389,99!10^390,95!10^392,91!10^393,83!10^394,80!10^394,73!10^394,67!10^394,56!10^392,50!10^390,45!10^390,51!10^390,59!10^391,71!10^390,80!10^388,88!10^386,100!10^429,65!10^430,65!10^434,59!10^435,56!10^435,53!10^436,49!10^437,47!10^433,50!10^429,55!10^427,59!10^426,59!10^428,55!10^430,50!10^432,48!10^433,44!10^433,66!10^433,64!10^435,56!10^383,359!10^376,366!10^372,375!10^370,381!10^370,389!10^372,396!10^373,399!10^367,391!10^365,383!10^368,377!10^373,369!10^377,363!10^379,363!10^379,365!10^373,369!10^369,376!10^370,386!10^372,394!10^373,401!10^375,404!10^380,412!10^384,416!10^389,419!10^384,415!10^378,407!10^373,405!10^373,406!10^371,412!10^364,415!10^367,410!10^369,407!10^370,405!10^368,408!10^364,412!10^364,416!10^369,407!10^371,405!10^366,414!10^366,410!10^371,405!10^379,415!10^384,420!10^380,413!10^372,406!10^374,408!10^379,413!10^385,419!10^382,359!10^380,359!10^374,365!10^370,370!10^368,377!10^369,385!10^370,391!10^284,407!10^280,405!10^273,401!10^272,401!10^275,403!10^279,407!10^281,408!10^278,406!10^271,402!10^289,402!10^290,400!10^295,393!10^297,389!10^295,392!10^293,398!10^291,402!10^288,403!10^288,400!10^297,388!10^297,388!10^296,389!10^294,391!10^292,393!10^291,394!10^209,456!10^210,448!10^211,440!10^212,432!10^212,441!10^211,450!10^208,446!10^210,433!10^209,443!10^211,449!10^209,449!10^209,437!10^209,435!10^209,446!10^212,453!10^226,456!10^239,459!10^242,460!10^253,461!10^256,462!10^244,460!10^240,458!10^230,456!10^216,454!10^219,454!10^226,455!10^232,456!10^236,458!10^240,460!10^244,462!10^256,467!10^257,467!10^248,463!10^223,456!10^217,454!10^220,454!10^230,454!10^235,457!10^250,462!10^252,463!10^232,367!10^238,357!10^246,344!10^248,336!10^251,330!10^250,333!10^239,341!10^235,347!10^230,354!10^226,362!10^222,370!10^222,376!10^224,384!10^226,378!10^229,365!10^235,349!10^241,338!10^176,371!10^172,364!10^168,357!10^164,351!10^159,343!10^151,337!10^176,211!10^174,207!10^170,199!10^166,193!10^166,191!10^168,193!10^169,196!10^171,200!10^173,203!10^528,343!10^531,346!10^508,263!10^512,258!10^517,246!10^522,235!10^343,552!10^348,546!10^352,542!10^358,536!10^363,528!10^368,520!10^362,523!10^353,531!10^341,544!10^339,547!10^340,547!10^347,541!10^353,530!10^359,524!10^361,520!10^357,525!10^350,535!10^342,543!10^340,547!10^349,537!10^357,526!10^360,522!10^359,526!10^349,539!10^341,547!10^350,537!10^356,525!10^359,521!10^366,516!10^364,508!10^363,503!10^358,498!10^353,491!10^349,480!10^348,470!10^348,468!10^350,480!10^353,489!10^357,502!10^359,507!10^363,511!10^360,509!10^355,499!10^349,489!10^342,477!10^340,472!10^345,487!10^350,494!10^354,499!10^359,506!10^362,508!10^360,504!10^350,483!10^348,472!10^349,473!10^351,485!10^355,497!10^357,501!10^357,503!10^352,492!10^348,481!10^348,479!10^345,477!10^343,474!10^343,469!10^342,467!10^334,470!10^328,473!10^313,473!10^310,473!10^311,473!10^319,471!10^327,469!10^336,467!10^340,465!10^338,465!10^332,468!10^325,469!10^313,471!10^306,472!10^401,548!10^401,548!10^390,554!10^392,551!10^397,547!10^405,547!10^415,547!10^425,548!10^431,549!10^433,551!10^430,551!10^423,549!10^417,549!10^409,549!10^395,550!10^394,551!10^400,549!10^412,549!10^424,549!10^429,549!10^418,549!10^404,551!10^391,551!10^404,549!10^410,549!10^418,551!10^425,550!10^281,436!10^281,438!10^281,446!10^282,452!10^280,456!10^278,460!10^278,447!10^279,432!10^279,419!10^279,409!10^280,409!10^281,412!10^279,414!10^279,418!10^279,422!10^280,427!10^280,431!10^280,433!10^280,439!10^280,443!10^280,449!10^280,453!10^280,457!10^280,463!10^280,465!10^280,461!10^281,455!10^281,447!10^281,434!10^283,420!10^280,152!10^282,148!10^284,141!10^284,139!10^280,143!10^280,150!10^278,154!10^275,158!10^275,158!10^281,158!10^293,156!10^298,156!10^292,152!10^285,152!10^278,152!10^279,149!10^282,145!10^282,145!10^289,155!10^290,155!10^284,156!10^336,58!10^334,60!10^334,62!10^333,66!10^333,67!10^333,61!10^334,55!10^167,263!10^170,259!10^174,253!10^179,247!10^181,243!10^186,239!10^192,235!10^195,235!10^190,236!10^179,242!10^173,245!10^169,248!10^165,257!10^166,261!10^170,256!10^176,246!10^182,240!10^186,236!10^191,236!10^186,239!10^176,247!10^164,254!10^162,260!10^159,260!10^150,266!10^145,274!10^151,268!10^158,268!10^156,268!10^147,270!10^154,265!10^159,265!10^153,267!10^150,267!10^318,332!10^318,338!10^315,350!10^311,353!10^307,357!10^305,358!10^305,359!10^308,355!10^308,355!10^297,386!10^295,387!10^297,385!10^300,380!10^303,372!10^307,357!10^312,346!10^316,334!10^317,332!10^313,340!10^309,351!10^303,366!10^299,375!10^295,378!10^299,369!10^303,361!10^307,356!10^312,346!10^316,334!10^313,347!10^305,364!10^299,378!10^293,385!10^300,370!10^302,366!10^305,363!10^305,364!10^301,371!10^304,362!10^307,354!10^311,345!10^314,335!10^313,339!10^308,351!10^306,362!10^305,372!10^349,252!10^345,250!10^341,246!10^335,242!10^332,238!10^337,241!10^343,246!10^347,248!10^351,250!10^351,250!10^347,252!10^348,253!10^337,263!10^329,272!10^329,273!10^329,273!10^333,266!10^340,259!10^343,255!10^344,255!10^334,262!10^325,268!10^333,266!10^340,257!10^344,253!10^336,263!10^325,272!10^329,268!10^322,302!10^328,303!10^346,305!10^343,304!10^336,304!10^329,304!10^341,305!10^343,307!10^333,305!10^327,305!10^332,306!10^344,309!10^338,309!10^333,309!10^325,305!10^329,306!10^338,308!10^332,238!10^332,238!10^336,243!10^339,244!10^195,263!10^198,264!10^200,264!10^206,265!10^210,265!10^214,265!10^217,266!10^219,268!10^224,269!10^217,150!10^218,157!10^217,164!10^218,173!10^220,182!10^219,183!10^216,174!10^212,168!10^212,157!10^214,143!10^217,143!10^215,152!10^212,162!10^213,172!10^215,175!10^216,169!10^218,154!10^217,139!10^218,136!10^213,149!10^214,163!10^215,171!10^214,172!10^213,163!10^215,151!10^217,137!10^217,158!10^215,171!10^219,181!10^199,335!10^199,335!10^194,331!10^187,324!10^184,320!10^179,314!10^174,312!10^165,306!10^161,306!10^157,302!10^148,295!10^529,337!10^532,335!10^535,330!10^535,326!10^533,320!10^530,320!10^533,320!10^537,322!10^538,328!10^538,335!10^532,337!10^535,329!10^550,167!10^551,163!10^554,158!10^557,154!10^551,158!10^551,162!10^551,165!10^549,166!10^543,172!10^536,182!10^536,184!10^536,181!10^539,177!10^542,170!10^543,168!10^541,171!10^539,181!10^144,333!0^684,294!0^684,300!0^684,306!0^696,294!0^696,300!0^696,306!0^708,306!0^708,300!0^708,294!0^720,294!0^720,300!0^720,306!0^732,306!0^732,300!0^732,294!0^744,294!0^744,300!0^744,306!0^756,300!0^756,294!0^756,306!0^702,294!0^702,306!0^726,294!0^726,306!0^750,294!0^750,306!0^681,296#
Description	An 'update' as you like from the original, with the help of nemetacyst. Once again, thanks for the feedback from you guys / girls. Please rate and comment.

Other maps by this author


Nfluenced	Bacteria	My N	Zollner Illusion	2Fro	Zollner no longer

Comments

joshgiscool

2009-08-29

check

on your symetrical rooms map

and btw nice

nemetacyst

2006-03-29

although a good idea...

it would be better if you used the edge fading that is frequently noticable with microscopes...

but still pretty cool, the only other thing is taht the 100 should have a x next to it...as in 1000 x magnification

but thats minor...good job...

Evil___

2006-03-26

...

As good as the original. 4.5.

Tombo123

2006-03-26

The original

can be found here:
http://numa.notdot.net/map/34855

Tombo123

2006-03-26

The whole idea of it is (for those who don't know)...

as if you were looking through a microscope (thats why there is the 1000 on the side for magnification - I know I should have done a little 'x' by it but didn't have the space).