_content
Baseitem
DynamicPlayerModels
2DA
brownie
centaur
gnoll
goblin
pml0.mdl
pml0_belt001.mdl
pml0_belt002.mdl
pml0_belt003.mdl
pml0_belt004.mdl
pml0_belt005.mdl
pml0_belt006.mdl
pml0_belt007.mdl
pml0_belt008.mdl
pml0_belt009.mdl
pml0_belt010.mdl
pml0_belt011.mdl
pml0_belt012.mdl
pml0_belt013.mdl
pml0_belt014.mdl
pml0_belt015.mdl
pml0_belt016.mdl
pml0_belt018.mdl
pml0_belt019.mdl
pml0_belt020.mdl
pml0_belt021.mdl
pml0_belt022.mdl
pml0_belt023.mdl
pml0_belt024.mdl
pml0_belt025.mdl
pml0_belt026.mdl
pml0_belt030.mdl
pml0_belt031.mdl
pml0_belt032.mdl
pml0_belt063.mdl
pml0_belt071.mdl
pml0_belt072.mdl
pml0_belt096.mdl
pml0_belt109.mdl
pml0_belt110.mdl
pml0_belt111.mdl
pml0_belt112.mdl
pml0_belt113.mdl
pml0_belt114.mdl
pml0_belt115.mdl
pml0_belt147.mdl
pml0_belt148.mdl
pml0_belt149.mdl
pml0_belt150.mdl
pml0_belt151.mdl
pml0_belt152.mdl
pml0_belt153.mdl
pml0_belt154.mdl
pml0_belt155.mdl
pml0_belt156.mdl
pml0_belt187.mdl
pml0_belt188.mdl
pml0_belt189.mdl
pml0_belt190.mdl
pml0_belt191.mdl
pml0_belt219.mdl
pml0_belt220.mdl
pml0_belt221.mdl
pml0_bicepl001.mdl
pml0_bicepl001.plt
pml0_bicepl002.mdl
pml0_bicepl003.mdl
pml0_bicepl004.mdl
pml0_bicepl005.mdl
pml0_bicepl006.mdl
pml0_bicepl007.mdl
pml0_bicepl008.mdl
pml0_bicepl009.mdl
pml0_bicepl010.mdl
pml0_bicepl011.mdl
pml0_bicepl012.mdl
pml0_bicepl013.mdl
pml0_bicepl014.mdl
pml0_bicepl015.mdl
pml0_bicepl021.mdl
pml0_bicepl030.mdl
pml0_bicepl031.mdl
pml0_bicepl032.mdl
pml0_bicepl054.mdl
pml0_bicepl055.mdl
pml0_bicepl056.mdl
pml0_bicepl057.mdl
pml0_bicepl058.mdl
pml0_bicepl059.mdl
pml0_bicepl060.mdl
pml0_bicepl061.mdl
pml0_bicepl062.mdl
pml0_bicepl063.mdl
pml0_bicepl071.mdl
pml0_bicepl072.mdl
pml0_bicepl100.mdl
pml0_bicepl101.mdl
pml0_bicepl110.mdl
pml0_bicepl111.mdl
pml0_bicepl121.mdl
pml0_bicepl122.mdl
pml0_bicepl123.mdl
pml0_bicepl124.mdl
pml0_bicepl125.mdl
pml0_bicepl126.mdl
pml0_bicepl127.mdl
pml0_bicepl128.mdl
pml0_bicepl129.mdl
pml0_bicepl130.mdl
pml0_bicepl131.mdl
pml0_bicepl132.mdl
pml0_bicepl133.mdl
pml0_bicepl134.mdl
pml0_bicepl135.mdl
pml0_bicepl136.mdl
pml0_bicepl147.mdl
pml0_bicepl148.mdl
pml0_bicepl149.mdl
pml0_bicepl150.mdl
pml0_bicepl151.mdl
pml0_bicepl152.mdl
pml0_bicepl153.mdl
pml0_bicepl154.mdl
pml0_bicepl155.mdl
pml0_bicepl156.mdl
pml0_bicepl157.mdl
pml0_bicepl158.mdl
pml0_bicepl159.mdl
pml0_bicepl160.mdl
pml0_bicepl161.mdl
pml0_bicepl163.mdl
pml0_bicepl164.mdl
pml0_bicepl165.mdl
pml0_bicepl166.mdl
pml0_bicepl167.mdl
pml0_bicepl168.mdl
pml0_bicepl169.mdl
pml0_bicepl170.mdl
pml0_bicepl171.mdl
pml0_bicepl172.mdl
pml0_bicepl186.mdl
pml0_bicepl202.mdl
pml0_bicepl202.plt
pml0_bicepl215.mdl
pml0_bicepl255.mdl
pml0_bicepr001.mdl
pml0_bicepr001.plt
pml0_bicepr002.mdl
pml0_bicepr003.mdl
pml0_bicepr004.mdl
pml0_bicepr005.mdl
pml0_bicepr006.mdl
pml0_bicepr007.mdl
pml0_bicepr008.mdl
pml0_bicepr009.mdl
pml0_bicepr010.mdl
pml0_bicepr011.mdl
pml0_bicepr012.mdl
pml0_bicepr013.mdl
pml0_bicepr014.mdl
pml0_bicepr015.mdl
pml0_bicepr021.mdl
pml0_bicepr030.mdl
pml0_bicepr031.mdl
pml0_bicepr032.mdl
pml0_bicepr054.mdl
pml0_bicepr055.mdl
pml0_bicepr056.mdl
pml0_bicepr057.mdl
pml0_bicepr058.mdl
pml0_bicepr059.mdl
pml0_bicepr060.mdl
pml0_bicepr061.mdl
pml0_bicepr062.mdl
pml0_bicepr063.mdl
pml0_bicepr071.mdl
pml0_bicepr072.mdl
pml0_bicepr100.mdl
pml0_bicepr101.mdl
pml0_bicepr110.mdl
pml0_bicepr111.mdl
pml0_bicepr121.mdl
pml0_bicepr122.mdl
pml0_bicepr123.mdl
pml0_bicepr124.mdl
pml0_bicepr125.mdl
pml0_bicepr126.mdl
pml0_bicepr127.mdl
pml0_bicepr128.mdl
pml0_bicepr129.mdl
pml0_bicepr130.mdl
pml0_bicepr131.mdl
pml0_bicepr132.mdl
pml0_bicepr133.mdl
pml0_bicepr134.mdl
pml0_bicepr135.mdl
pml0_bicepr136.mdl
pml0_bicepr147.mdl
pml0_bicepr148.mdl
pml0_bicepr149.mdl
pml0_bicepr150.mdl
pml0_bicepr151.mdl
pml0_bicepr152.mdl
pml0_bicepr153.mdl
pml0_bicepr154.mdl
pml0_bicepr155.mdl
pml0_bicepr156.mdl
pml0_bicepr157.mdl
pml0_bicepr158.mdl
pml0_bicepr159.mdl
pml0_bicepr160.mdl
pml0_bicepr161.mdl
pml0_bicepr163.mdl
pml0_bicepr164.mdl
pml0_bicepr165.mdl
pml0_bicepr166.mdl
pml0_bicepr167.mdl
pml0_bicepr168.mdl
pml0_bicepr169.mdl
pml0_bicepr170.mdl
pml0_bicepr171.mdl
pml0_bicepr172.mdl
pml0_bicepr186.mdl
pml0_bicepr202.mdl
pml0_bicepr202.plt
pml0_bicepr215.mdl
pml0_chest001.mdl
pml0_chest001.plt
pml0_chest002.mdl
pml0_chest003.mdl
pml0_chest004.mdl
pml0_chest005.mdl
pml0_chest006.mdl
pml0_chest007.mdl
pml0_chest008.mdl
pml0_chest009.mdl
pml0_chest010.mdl
pml0_chest011.mdl
pml0_chest012.mdl
pml0_chest013.mdl
pml0_chest014.mdl
pml0_chest015.mdl
pml0_chest016.mdl
pml0_chest017.mdl
pml0_chest018.mdl
pml0_chest019.mdl
pml0_chest020.mdl
pml0_chest021.mdl
pml0_chest022.mdl
pml0_chest023.mdl
pml0_chest024.mdl
pml0_chest025.mdl
pml0_chest026.mdl
pml0_chest027.mdl
pml0_chest028.mdl
pml0_chest029.mdl
pml0_chest030.mdl
pml0_chest031.mdl
pml0_chest032.mdl
pml0_chest033.mdl
pml0_chest034.mdl
pml0_chest035.mdl
pml0_chest036.mdl
pml0_chest037.mdl
pml0_chest038.mdl
pml0_chest039.mdl
pml0_chest040.mdl
pml0_chest041.mdl
pml0_chest042.mdl
pml0_chest043.mdl
pml0_chest044.mdl
pml0_chest045.mdl
pml0_chest046.mdl
pml0_chest047.mdl
pml0_chest048.mdl
pml0_chest049.mdl
pml0_chest050.mdl
pml0_chest051.mdl
pml0_chest052.mdl
pml0_chest053.mdl
pml0_chest054.mdl
pml0_chest055.mdl
pml0_chest056.mdl
pml0_chest057.mdl
pml0_chest058.mdl
pml0_chest059.mdl
pml0_chest060.mdl
pml0_chest061.mdl
pml0_chest062.mdl
pml0_chest063.mdl
pml0_chest064.mdl
pml0_chest065.mdl
pml0_chest066.mdl
pml0_chest067.mdl
pml0_chest068.mdl
pml0_chest069.mdl
pml0_chest070.mdl
pml0_chest071.mdl
pml0_chest072.mdl
pml0_chest075.mdl
pml0_chest076.mdl
pml0_chest077.mdl
pml0_chest078.mdl
pml0_chest079.mdl
pml0_chest096.mdl
pml0_chest100.mdl
pml0_chest101.mdl
pml0_chest109.mdl
pml0_chest110.mdl
pml0_chest111.mdl
pml0_chest117.mdl
pml0_chest118.mdl
pml0_chest119.mdl
pml0_chest121.mdl
pml0_chest122.mdl
pml0_chest123.mdl
pml0_chest124.mdl
pml0_chest125.mdl
pml0_chest126.mdl
pml0_chest127.mdl
pml0_chest128.mdl
pml0_chest129.mdl
pml0_chest130.mdl
pml0_chest131.mdl
pml0_chest132.mdl
pml0_chest133.mdl
pml0_chest134.mdl
pml0_chest135.mdl
pml0_chest136.mdl
pml0_chest137.mdl
pml0_chest138.mdl
pml0_chest139.mdl
pml0_chest140.mdl
pml0_chest147.mdl
pml0_chest148.mdl
pml0_chest149.mdl
pml0_chest150.mdl
pml0_chest151.mdl
pml0_chest152.mdl
pml0_chest153.mdl
pml0_chest154.mdl
pml0_chest155.mdl
pml0_chest156.mdl
pml0_chest157.mdl
pml0_chest158.mdl
pml0_chest159.mdl
pml0_chest163.mdl
pml0_chest166.mdl
pml0_chest167.mdl
pml0_chest168.mdl
pml0_chest169.mdl
pml0_chest170.mdl
pml0_chest171.mdl
pml0_chest172.mdl
pml0_chest173.mdl
pml0_chest174.mdl
pml0_chest175.mdl
pml0_chest176.mdl
pml0_chest177.mdl
pml0_chest178.mdl
pml0_chest179.mdl
pml0_chest185.mdl
pml0_chest186.mdl
pml0_chest198.mdl
pml0_chest202.mdl
pml0_chest202.plt
pml0_chest210.mdl
pml0_chest219.mdl
pml0_chest220.mdl
pml0_chest221.mdl
pml0_footl001.mdl
pml0_footl001.plt
pml0_footl002.mdl
pml0_footl003.mdl
pml0_footl004.mdl
pml0_footl005.mdl
pml0_footl006.mdl
pml0_footl007.mdl
pml0_footl008.mdl
pml0_footl009.mdl
pml0_footl010.mdl
pml0_footl011.mdl
pml0_footl012.mdl
pml0_footl013.mdl
pml0_footl014.mdl
pml0_footl015.mdl
pml0_footl016.mdl
pml0_footl017.mdl
pml0_footl030.mdl
pml0_footl063.mdl
pml0_footl072.mdl
pml0_footl080.mdl
pml0_footl081.mdl
pml0_footl082.mdl
pml0_footl083.mdl
pml0_footl096.mdl
pml0_footl110.mdl
pml0_footl116.mdl
pml0_footl117.mdl
pml0_footl118.mdl
pml0_footl121.mdl
pml0_footl122.mdl
pml0_footl123.mdl
pml0_footl124.mdl
pml0_footl147.mdl
pml0_footl148.mdl
pml0_footl149.mdl
pml0_footl150.mdl
pml0_footl151.mdl
pml0_footl152.mdl
pml0_footl153.mdl
pml0_footl154.mdl
pml0_footl155.mdl
pml0_footl156.mdl
pml0_footl157.mdl
pml0_footl158.mdl
pml0_footl160.mdl
pml0_footl170.mdl
pml0_footl171.mdl
pml0_footl186.mdl
pml0_footl190.mdl
pml0_footl202.mdl
pml0_footl202.plt
pml0_footr001.mdl
pml0_footr001.plt
pml0_footr002.mdl
pml0_footr003.mdl
pml0_footr004.mdl
pml0_footr005.mdl
pml0_footr006.mdl
pml0_footr007.mdl
pml0_footr008.mdl
pml0_footr009.mdl
pml0_footr010.mdl
pml0_footr011.mdl
pml0_footr012.mdl
pml0_footr013.mdl
pml0_footr014.mdl
pml0_footr015.mdl
pml0_footr016.mdl
pml0_footr017.mdl
pml0_footr030.mdl
pml0_footr063.mdl
pml0_footr072.mdl
pml0_footr080.mdl
pml0_footr081.mdl
pml0_footr082.mdl
pml0_footr083.mdl
pml0_footr096.mdl
pml0_footr110.mdl
pml0_footr116.mdl
pml0_footr117.mdl
pml0_footr118.mdl
pml0_footr121.mdl
pml0_footr122.mdl
pml0_footr123.mdl
pml0_footr124.mdl
pml0_footr147.mdl
pml0_footr148.mdl
pml0_footr149.mdl
pml0_footr150.mdl
pml0_footr151.mdl
pml0_footr152.mdl
pml0_footr153.mdl
pml0_footr154.mdl
pml0_footr155.mdl
pml0_footr156.mdl
pml0_footr157.mdl
pml0_footr158.mdl
pml0_footr160.mdl
pml0_footr170.mdl
pml0_footr171.mdl
pml0_footr186.mdl
pml0_footr190.mdl
pml0_footr202.mdl
pml0_footr202.plt
pml0_forel001.mdl
pml0_forel001.plt
pml0_forel002.mdl
pml0_forel003.mdl
pml0_forel004.mdl
pml0_forel005.mdl
pml0_forel006.mdl
pml0_forel007.mdl
pml0_forel008.mdl
pml0_forel009.mdl
pml0_forel010.mdl
pml0_forel011.mdl
pml0_forel012.mdl
pml0_forel013.mdl
pml0_forel014.mdl
pml0_forel015.mdl
pml0_forel016.mdl
pml0_forel017.mdl
pml0_forel018.mdl
pml0_forel019.mdl
pml0_forel020.mdl
pml0_forel021.mdl
pml0_forel022.mdl
pml0_forel023.mdl
pml0_forel024.mdl
pml0_forel040.mdl
pml0_forel041.mdl
pml0_forel054.mdl
pml0_forel055.mdl
pml0_forel056.mdl
pml0_forel057.mdl
pml0_forel058.mdl
pml0_forel063.mdl
pml0_forel071.mdl
pml0_forel072.mdl
pml0_forel096.mdl
pml0_forel100.mdl
pml0_forel101.mdl
pml0_forel103.mdl
pml0_forel110.mdl
pml0_forel111.mdl
pml0_forel121.mdl
pml0_forel122.mdl
pml0_forel123.mdl
pml0_forel124.mdl
pml0_forel125.mdl
pml0_forel126.mdl
pml0_forel127.mdl
pml0_forel128.mdl
pml0_forel129.mdl
pml0_forel130.mdl
pml0_forel147.mdl
pml0_forel148.mdl
pml0_forel149.mdl
pml0_forel150.mdl
pml0_forel151.mdl
pml0_forel152.mdl
pml0_forel153.mdl
pml0_forel154.mdl
pml0_forel155.mdl
pml0_forel156.mdl
pml0_forel157.mdl
pml0_forel158.mdl
pml0_forel159.mdl
pml0_forel160.mdl
pml0_forel161.mdl
pml0_forel162.mdl
pml0_forel163.mdl
pml0_forel164.mdl
pml0_forel165.mdl
pml0_forel167.mdl
pml0_forel170.mdl
pml0_forel186.mdl
pml0_forel202.mdl
pml0_forel202.plt
pml0_forel215.mdl
pml0_forel219.mdl
pml0_forel220.mdl
pml0_forel221.mdl
pml0_forel255.mdl
pml0_forer001.mdl
pml0_forer001.plt
pml0_forer002.mdl
pml0_forer003.mdl
pml0_forer004.mdl
pml0_forer005.mdl
pml0_forer006.mdl
pml0_forer007.mdl
pml0_forer008.mdl
pml0_forer009.mdl
pml0_forer010.mdl
pml0_forer011.mdl
pml0_forer012.mdl
pml0_forer013.mdl
pml0_forer014.mdl
pml0_forer015.mdl
pml0_forer016.mdl
pml0_forer017.mdl
pml0_forer018.mdl
pml0_forer019.mdl
pml0_forer020.mdl
pml0_forer021.mdl
pml0_forer022.mdl
pml0_forer023.mdl
pml0_forer024.mdl
pml0_forer040.mdl
pml0_forer041.mdl
pml0_forer054.mdl
pml0_forer055.mdl
pml0_forer056.mdl
pml0_forer057.mdl
pml0_forer058.mdl
pml0_forer063.mdl
pml0_forer071.mdl
pml0_forer072.mdl
pml0_forer096.mdl
pml0_forer100.mdl
pml0_forer101.mdl
pml0_forer103.mdl
pml0_forer110.mdl
pml0_forer111.mdl
pml0_forer121.mdl
pml0_forer122.mdl
pml0_forer123.mdl
pml0_forer124.mdl
pml0_forer125.mdl
pml0_forer126.mdl
pml0_forer127.mdl
pml0_forer128.mdl
pml0_forer129.mdl
pml0_forer130.mdl
pml0_forer147.mdl
pml0_forer148.mdl
pml0_forer149.mdl
pml0_forer150.mdl
pml0_forer151.mdl
pml0_forer152.mdl
pml0_forer153.mdl
pml0_forer154.mdl
pml0_forer155.mdl
pml0_forer156.mdl
pml0_forer157.mdl
pml0_forer158.mdl
pml0_forer159.mdl
pml0_forer160.mdl
pml0_forer161.mdl
pml0_forer162.mdl
pml0_forer163.mdl
pml0_forer164.mdl
pml0_forer165.mdl
pml0_forer167.mdl
pml0_forer170.mdl
pml0_forer186.mdl
pml0_forer202.mdl
pml0_forer202.plt
pml0_forer215.mdl
pml0_forer219.mdl
pml0_forer220.mdl
pml0_forer221.mdl
pml0_handl001.mdl
pml0_handl001.plt
pml0_handl002.mdl
pml0_handl003.mdl
pml0_handl004.mdl
pml0_handl005.mdl
pml0_handl006.mdl
pml0_handl007.mdl
pml0_handl008.mdl
pml0_handl009.mdl
pml0_handl013.mdl
pml0_handl014.mdl
pml0_handl063.mdl
pml0_handl072.mdl
pml0_handl096.mdl
pml0_handl109.mdl
pml0_handl110.mdl
pml0_handl111.mdl
pml0_handl113.mdl
pml0_handl121.mdl
pml0_handl122.mdl
pml0_handl150.mdl
pml0_handl151.mdl
pml0_handl152.mdl
pml0_handl153.mdl
pml0_handl154.mdl
pml0_handl155.mdl
pml0_handl170.mdl
pml0_handl186.mdl
pml0_handl192.mdl
pml0_handl193.mdl
pml0_handl194.mdl
pml0_handl195.mdl
pml0_handl196.mdl
pml0_handl202.mdl
pml0_handl202.plt
pml0_handl215.mdl
pml0_handl255.mdl
pml0_handr001.mdl
pml0_handr001.plt
pml0_handr002.mdl
pml0_handr003.mdl
pml0_handr004.mdl
pml0_handr005.mdl
pml0_handr006.mdl
pml0_handr007.mdl
pml0_handr008.mdl
pml0_handr009.mdl
pml0_handr013.mdl
pml0_handr014.mdl
pml0_handr063.mdl
pml0_handr072.mdl
pml0_handr096.mdl
pml0_handr109.mdl
pml0_handr110.mdl
pml0_handr111.mdl
pml0_handr113.mdl
pml0_handr121.mdl
pml0_handr122.mdl
pml0_handr150.mdl
pml0_handr151.mdl
pml0_handr152.mdl
pml0_handr153.mdl
pml0_handr154.mdl
pml0_handr155.mdl
pml0_handr170.mdl
pml0_handr186.mdl
pml0_handr192.mdl
pml0_handr193.mdl
pml0_handr194.mdl
pml0_handr195.mdl
pml0_handr196.mdl
pml0_handr202.mdl
pml0_handr202.plt
pml0_handr215.mdl
pml0_head001.mdl
pml0_head001.plt
pml0_head002.mdl
pml0_head002.plt
pml0_head003.mdl
pml0_head003.plt
pml0_head004.mdl
pml0_head004.plt
pml0_head005.mdl
pml0_head005.plt
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pml0_head160.plt
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pml0_head163.plt
pml0_legl001.mdl
pml0_legl001.plt
pml0_legl002.mdl
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pml0_legl170.mdl
pml0_legl171.mdl
pml0_legl186.mdl
pml0_legl202.mdl
pml0_legl202.plt
pml0_legr001.mdl
pml0_legr001.plt
pml0_legr002.mdl
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pml0_legr151.mdl
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pml0_legr157.mdl
pml0_legr158.mdl
pml0_legr159.mdl
pml0_legr160.mdl
pml0_legr162.mdl
pml0_legr170.mdl
pml0_legr171.mdl
pml0_legr186.mdl
pml0_legr202.mdl
pml0_legr202.plt
pml0_neck001.mdl
pml0_neck001.plt
pml0_neck002.mdl
pml0_neck003.mdl
pml0_neck004.mdl
pml0_neck005.mdl
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pml0_neck063.mdl
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pml0_neck108.mdl
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pml0_neck125.mdl
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pml0_neck128.mdl
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pml0_neck150.mdl
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pml0_neck157.mdl
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pml0_neck159.mdl
pml0_neck160.mdl
pml0_neck202.mdl
pml0_neck202.plt
pml0_pelvis001.mdl
pml0_pelvis001.plt
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pml0_pelvis202.mdl
pml0_pelvis202.plt
pml0_shinl001.mdl
pml0_shinl001.plt
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pml0_shinl121.mdl
pml0_shinl128.mdl
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pml0_shinl170.mdl
pml0_shinl171.mdl
pml0_shinl186.mdl
pml0_shinl202.mdl
pml0_shinl202.plt
pml0_shinl219.mdl
pml0_shinl220.mdl
pml0_shinl221.mdl
pml0_shinr001.mdl
pml0_shinr001.plt
pml0_shinr002.mdl
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pml0_shinr004.mdl
pml0_shinr005.mdl
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pml0_shinr056.mdl
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pml0_shinr063.mdl
pml0_shinr072.mdl
pml0_shinr080.mdl
pml0_shinr081.mdl
pml0_shinr082.mdl
pml0_shinr083.mdl
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pml0_shinr086.mdl
pml0_shinr087.mdl
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pml0_shinr090.mdl
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pml0_shinr096.mdl
pml0_shinr110.mdl
pml0_shinr116.mdl
pml0_shinr117.mdl
pml0_shinr121.mdl
pml0_shinr128.mdl
pml0_shinr129.mdl
pml0_shinr130.mdl
pml0_shinr131.mdl
pml0_shinr132.mdl
pml0_shinr147.mdl
pml0_shinr148.mdl
pml0_shinr149.mdl
pml0_shinr150.mdl
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pml0_shinr152.mdl
pml0_shinr153.mdl
pml0_shinr154.mdl
pml0_shinr155.mdl
pml0_shinr156.mdl
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pml0_shinr159.mdl
pml0_shinr160.mdl
pml0_shinr161.mdl
pml0_shinr162.mdl
pml0_shinr164.mdl
pml0_shinr170.mdl
pml0_shinr171.mdl
pml0_shinr186.mdl
pml0_shinr202.mdl
pml0_shinr202.plt
pml0_shinr219.mdl
pml0_shinr220.mdl
pml0_shinr221.mdl
pml0_shol001.mdl
pml0_shol002.mdl
pml0_shol003.mdl
pml0_shol004.mdl
pml0_shol005.mdl
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pml0_shol057.mdl
pml0_shol072.mdl
pml0_shol096.mdl
pml0_shol121.mdl
pml0_shol122.mdl
pml0_shol123.mdl
pml0_shol170.mdl
pml0_shol171.mdl
pml0_shol186.mdl
pml0_shol198.mdl
pml0_shol219.mdl
pml0_shol220.mdl
pml0_shol221.mdl
pml0_shor001.mdl
pml0_shor002.mdl
pml0_shor003.mdl
pml0_shor004.mdl
pml0_shor005.mdl
pml0_shor006.mdl
pml0_shor007.mdl
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pml0_shor055.mdl
pml0_shor056.mdl
pml0_shor057.mdl
pml0_shor072.mdl
pml0_shor096.mdl
pml0_shor121.mdl
pml0_shor122.mdl
pml0_shor123.mdl
pml0_shor170.mdl
pml0_shor171.mdl
pml0_shor186.mdl
pml0_shor198.mdl
pml0_shor219.mdl
pml0_shor220.mdl
pml0_shor221.mdl
half-ogre
illithid
kobold
ogre
warforged
wemic
BuildCompanion.bat
_tools
.gitignore
BuildCompanion.bat
LICENSE
README.md
361 lines
13 KiB
Plaintext
361 lines
13 KiB
Plaintext
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# Rewritten by CleanModels 3 Version 3.7.0 [990e9a0] Tue Nov 22 12:30:08 2022
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#MAXMODEL ASCII
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newmodel pml0_shol170
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classification CHARACTER
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setsupermodel pml0_shol170 NULL
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setanimationscale 1
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#MAXGEOM ASCII
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beginmodelgeom pml0_shol170
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node dummy pml0_shol170
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parent NULL
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#part-number 0
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endnode
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node trimesh pmo0_shor001g
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parent pml0_shol170
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#part-number 1
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diffuse 1 1 1
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ambient 1 1 1
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specular 0 0 0
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shininess 26
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shadow 1
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beaming 0
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render 1
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transparencyhint 0
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bitmap holy_armor
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texture0 holy_armor
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lightmapped 195
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rotatetexture 0
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position 0.0000000 0.0000000 0.0000000
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orientation 0 0 0 0
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verts 90
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0.0191041 -0.125272 0.0159171
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-0.0214994 0.0523026 0.0810188
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-0.0214994 -0.0418986 0.0810188
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0.0567474 0.125986 0.0163858
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0.0567474 0.125986 0.0163858
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0.0191041 -0.125272 0.0159171
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0.0046082 -0.126698 -0.0399258
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0.0191041 -0.125272 0.0159171
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-0.0214994 -0.0418986 0.0810188
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-0.0682902 -0.0435017 0.0514672
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-0.0682902 0.0539056 0.0514672
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0.0567474 0.125986 0.0163858
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0.0188563 0.13151 -0.0399258
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-0.0682902 -0.0435017 0.0514672
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-0.0682902 0.0539056 0.0514672
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0.0188563 0.13151 -0.0399258
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0.0046082 -0.126698 -0.0399258
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-0.135157 -0.01513 -0.041903
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-0.135157 0.0255339 -0.041903
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-0.101777 0.0676742 -0.0793704
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0.0188563 0.13151 -0.0399258
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-0.101777 0.0676742 -0.0793704
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0.0188563 0.13151 -0.0399258
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-0.101777 -0.0572702 -0.0793704
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||
|
|
-0.135157 -0.01513 -0.041903
|
||
|
|
-0.135157 0.0255339 -0.041903
|
||
|
|
0.0485869 -0.125272 0.162243
|
||
|
|
-0.0017414 -0.0376548 0.166454
|
||
|
|
-0.0130739 -0.0418986 0.166454
|
||
|
|
0.0584621 -0.119359 0.162243
|
||
|
|
0.0584621 -0.119359 0.162243
|
||
|
|
-0.0214994 -0.0418986 0.0810188
|
||
|
|
-0.0017414 -0.0376548 0.166454
|
||
|
|
0.0191041 -0.125272 0.015917
|
||
|
|
-0.0130739 -0.0418986 0.166454
|
||
|
|
0.0007365 0.0480587 0.166454
|
||
|
|
-0.010596 0.0523026 0.166454
|
||
|
|
0.0007365 0.0480587 0.166454
|
||
|
|
-0.0017414 -0.0376548 0.166454
|
||
|
|
-0.0214994 0.0523026 0.0810188
|
||
|
|
0.0007365 0.0480587 0.166454
|
||
|
|
-0.0214994 0.0523026 0.0810188
|
||
|
|
0.0524215 0.101416 0.0981664
|
||
|
|
0.0567474 0.125986 0.0163858
|
||
|
|
0.0448166 0.109903 0.0981664
|
||
|
|
0.0524215 0.101416 0.0981664
|
||
|
|
-0.010596 0.0523026 0.166454
|
||
|
|
0.0567474 0.125986 0.0163858
|
||
|
|
0.0524215 0.101416 0.0981664
|
||
|
|
-0.0214994 -0.0418986 0.0810188
|
||
|
|
0.0485869 -0.125272 0.162243
|
||
|
|
-0.0130739 -0.0418986 0.166454
|
||
|
|
0.0191041 -0.125272 0.015917
|
||
|
|
-0.0214994 -0.0418986 0.0810188
|
||
|
|
-0.010596 0.0523026 0.166454
|
||
|
|
-0.0214994 0.0523026 0.0810188
|
||
|
|
-0.010596 0.0523026 0.166454
|
||
|
|
0.0448166 0.109903 0.0981664
|
||
|
|
0.0567474 0.125986 0.0163858
|
||
|
|
-0.0049986 0.0905069 -0.0234376
|
||
|
|
-0.0013788 -0.09352 -0.0259171
|
||
|
|
-0.0213414 -0.100026 -0.140853
|
||
|
|
-0.0971259 0.0441097 -0.0654284
|
||
|
|
-0.0049986 0.0905069 -0.0234376
|
||
|
|
-0.0213414 0.0910842 -0.140853
|
||
|
|
-0.0971259 -0.0342134 -0.0654284
|
||
|
|
-0.0213414 0.0910842 -0.140853
|
||
|
|
-0.0213414 -0.100026 -0.140853
|
||
|
|
-0.0739654 -0.092745 -0.182205
|
||
|
|
-0.0739654 -0.092745 -0.182205
|
||
|
|
-0.136217 -0.0349508 -0.182459
|
||
|
|
-0.136217 0.0424593 -0.182459
|
||
|
|
-0.0971259 0.0441097 -0.0654284
|
||
|
|
-0.0739654 0.0760922 -0.182205
|
||
|
|
-0.0739654 0.0760922 -0.182205
|
||
|
|
-0.0213414 0.0910842 -0.140853
|
||
|
|
-0.0739654 0.0760922 -0.182205
|
||
|
|
-0.0213414 0.0910842 -0.140853
|
||
|
|
-0.0739654 -0.092745 -0.182205
|
||
|
|
-0.136217 -0.0349508 -0.182459
|
||
|
|
-0.136217 0.0424593 -0.182459
|
||
|
|
0.0485869 -0.125272 0.162243
|
||
|
|
0.0191041 -0.125272 0.015917
|
||
|
|
0.0584621 -0.119359 0.162243
|
||
|
|
faces 54
|
||
|
|
0 1 2 1 0 1 2 2
|
||
|
|
0 3 1 1 0 3 1 2
|
||
|
|
4 5 6 2 4 5 6 3
|
||
|
|
7 8 9 2 7 8 9 3
|
||
|
|
10 11 12 2 10 11 12 3
|
||
|
|
6 5 13 2 6 5 13 3
|
||
|
|
8 14 9 2 8 14 9 3
|
||
|
|
8 15 14 2 8 15 14 3
|
||
|
|
16 11 10 2 16 11 10 3
|
||
|
|
17 18 19 2 17 18 19 3
|
||
|
|
6 13 20 2 6 13 20 3
|
||
|
|
20 13 21 2 20 13 21 3
|
||
|
|
13 22 21 2 13 22 21 3
|
||
|
|
9 14 23 2 9 14 23 3
|
||
|
|
14 24 23 2 14 24 23 3
|
||
|
|
10 12 25 2 10 12 25 3
|
||
|
|
26 4 6 2 26 4 6 3
|
||
|
|
27 28 29 1 27 28 29 1
|
||
|
|
27 29 30 1 27 29 30 1
|
||
|
|
27 30 31 1 27 30 31 1
|
||
|
|
32 33 34 1 32 33 34 1
|
||
|
|
32 35 33 1 32 35 33 1
|
||
|
|
36 37 38 2 36 37 38 4
|
||
|
|
36 39 37 2 36 39 37 4
|
||
|
|
40 41 42 1 40 41 42 1
|
||
|
|
34 33 43 1 34 33 43 1
|
||
|
|
44 45 46 2 44 45 46 4
|
||
|
|
38 37 47 2 38 37 47 4
|
||
|
|
48 49 50 1 48 49 50 1
|
||
|
|
42 41 51 1 42 41 51 1
|
||
|
|
48 50 52 1 48 50 52 1
|
||
|
|
46 45 53 2 46 45 53 1
|
||
|
|
53 54 46 2 53 54 46 1
|
||
|
|
55 56 57 2 55 56 57 3
|
||
|
|
55 58 56 2 55 58 56 3
|
||
|
|
59 60 61 2 59 60 61 3
|
||
|
|
55 57 62 2 55 57 62 3
|
||
|
|
61 60 63 2 61 60 63 1
|
||
|
|
63 64 61 2 63 64 61 1
|
||
|
|
65 66 67 1 65 66 67 3
|
||
|
|
68 69 70 1 68 69 70 3
|
||
|
|
67 66 71 1 67 66 71 3
|
||
|
|
72 73 74 1 72 73 74 3
|
||
|
|
67 71 75 1 67 71 75 3
|
||
|
|
75 71 76 1 75 71 76 3
|
||
|
|
71 77 76 1 71 77 76 3
|
||
|
|
71 78 77 1 71 78 77 3
|
||
|
|
78 79 77 1 78 79 77 3
|
||
|
|
68 70 80 1 68 70 80 3
|
||
|
|
81 65 67 1 81 65 67 3
|
||
|
|
82 83 84 1 82 83 84 1
|
||
|
|
82 84 85 1 82 84 85 1
|
||
|
|
82 85 86 1 82 85 86 1
|
||
|
|
87 88 89 0 87 88 89 1
|
||
|
|
tverts 90
|
||
|
|
0.344231 0.523074 0
|
||
|
|
0.231226 0.916944 0
|
||
|
|
0.327501 0.787675 0
|
||
|
|
0.325572 0.788401 0
|
||
|
|
0.325572 0.788401 0
|
||
|
|
0.344231 0.523074 0
|
||
|
|
0.244438 0.487007 0
|
||
|
|
0.344231 0.523074 0
|
||
|
|
0.327501 0.787675 0
|
||
|
|
0.182857 0.625097 0
|
||
|
|
0.148792 0.691208 0
|
||
|
|
0.325572 0.788401 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.182857 0.625097 0
|
||
|
|
0.148792 0.691208 0
|
||
|
|
0.231226 0.916944 0
|
||
|
|
0.231226 0.916944 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.244438 0.487007 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0516246 0.471404 0
|
||
|
|
0.00528107 0.615994 0
|
||
|
|
0.00528107 0.615994 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0516246 0.471404 0
|
||
|
|
0.00528107 0.615994 0
|
||
|
|
0.230507 0.00446677 0
|
||
|
|
0.141889 0.210624 0
|
||
|
|
0.168865 0.211055 0
|
||
|
|
0.264187 0.0120638 0
|
||
|
|
0.264187 0.0120638 0
|
||
|
|
0.427752 0.19061 0
|
||
|
|
0.141889 0.210624 0
|
||
|
|
0.456424 0.010087 0
|
||
|
|
0.168865 0.211055 0
|
||
|
|
0.13096 0.336434 0
|
||
|
|
0.152587 0.327961 0
|
||
|
|
0.13096 0.336434 0
|
||
|
|
0.141889 0.210624 0
|
||
|
|
0.423684 0.275702 0
|
||
|
|
0.13096 0.336434 0
|
||
|
|
0.423684 0.275702 0
|
||
|
|
0.161302 0.404126 0
|
||
|
|
0.35097 0.341962 0
|
||
|
|
0.190518 0.394937 0
|
||
|
|
0.161302 0.404126 0
|
||
|
|
0.152587 0.327961 0
|
||
|
|
0.35097 0.341962 0
|
||
|
|
0.161302 0.404126 0
|
||
|
|
0.266134 0.574961 0
|
||
|
|
0.00236323 0.625747 0
|
||
|
|
0.0518417 0.865057 0
|
||
|
|
0.0815066 0.407294 0
|
||
|
|
0.266134 0.574961 0
|
||
|
|
0.149336 0.919555 0
|
||
|
|
0.154181 0.705361 0
|
||
|
|
0.149336 0.919555 0
|
||
|
|
0.222169 0.95756 0
|
||
|
|
0.310595 0.833361 0
|
||
|
|
0.325572 0.788401 0
|
||
|
|
0.344231 0.523074 0
|
||
|
|
0.244438 0.487007 0
|
||
|
|
0.148792 0.691208 0
|
||
|
|
0.325572 0.788401 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.182857 0.625097 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.244438 0.487007 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0516246 0.471404 0
|
||
|
|
0.00528107 0.615994 0
|
||
|
|
0.148792 0.691208 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.0742258 0.39613 0
|
||
|
|
0.338799 0.527241 0
|
||
|
|
0.0790122 0.396131 0
|
||
|
|
0.0516246 0.471404 0
|
||
|
|
0.00528107 0.615994 0
|
||
|
|
0.453889 0.397006 0
|
||
|
|
0.437486 0.686086 0
|
||
|
|
0.474375 0.393483 0
|
||
|
|
normals 90
|
||
|
|
0.731949 -0.0806754 0.676566
|
||
|
|
0.731949 -0.0806754 0.676566
|
||
|
|
0.848496 0 0.529202
|
||
|
|
0.690115 -0.104728 0.716082
|
||
|
|
0.873871 0.417379 -0.249287
|
||
|
|
0.516649 -0.847482 0.121856
|
||
|
|
0.500219 -0.436014 -0.748112
|
||
|
|
0.516649 -0.847482 0.121856
|
||
|
|
-0.507742 -0.268755 0.818516
|
||
|
|
-0.707277 -0.528743 0.469244
|
||
|
|
-0.618224 0.603966 0.503014
|
||
|
|
0.873871 0.417379 -0.249287
|
||
|
|
0.301835 0.541591 -0.784586
|
||
|
|
-0.707277 -0.528743 0.469244
|
||
|
|
-0.618224 0.603966 0.503014
|
||
|
|
-0.451469 0.495978 0.741742
|
||
|
|
-0.451469 0.495978 0.741742
|
||
|
|
0.301835 0.541591 -0.784586
|
||
|
|
0.500219 -0.436014 -0.748112
|
||
|
|
-0.148629 -0.628791 -0.763237
|
||
|
|
-0.148629 -0.628791 -0.763237
|
||
|
|
-0.771277 -0.493054 0.402529
|
||
|
|
-0.820893 0.257978 0.509492
|
||
|
|
-0.820893 0.257978 0.509492
|
||
|
|
-0.554146 0.801115 0.226135
|
||
|
|
-0.554146 0.801115 0.226135
|
||
|
|
0.301835 0.541591 -0.784586
|
||
|
|
-0.0618474 0 -0.998086
|
||
|
|
0.310787 0 -0.95048
|
||
|
|
0.0128368 0 -0.999918
|
||
|
|
-0.746661 0 -0.665204
|
||
|
|
-0.746661 0 -0.665204
|
||
|
|
0.0180341 -0.0376535 0.999128
|
||
|
|
0.0128364 -0.0268012 0.999558
|
||
|
|
0.005505 -0.0147004 0.999877
|
||
|
|
0.0213929 -0.0357243 0.999133
|
||
|
|
0.786374 0.575011 -0.225784
|
||
|
|
0.86546 0.442978 -0.233988
|
||
|
|
0.947297 0.212715 -0.239542
|
||
|
|
0.788876 0.56779 -0.235134
|
||
|
|
0.005505 -0.0147004 0.999877
|
||
|
|
0.0972573 0.259706 0.960778
|
||
|
|
0.270546 0.402419 0.874565
|
||
|
|
0.0972573 0.259706 0.960778
|
||
|
|
0.947297 0.212715 -0.239542
|
||
|
|
0.903885 -0.352138 -0.242881
|
||
|
|
0.771534 -0.590355 -0.2371
|
||
|
|
0.903885 -0.352138 -0.242881
|
||
|
|
0.495971 0.607497 0.620452
|
||
|
|
0.724231 0.648904 0.233266
|
||
|
|
0.621063 0.556467 0.551929
|
||
|
|
0.495971 0.607497 0.620452
|
||
|
|
0.270546 0.402419 0.874565
|
||
|
|
0.573905 -0.79453 -0.198381
|
||
|
|
0.551113 -0.806729 -0.213222
|
||
|
|
-0.931084 -0.340492 0.130949
|
||
|
|
-0.818986 -0.557958 0.133958
|
||
|
|
-0.943914 -0.316799 0.0930878
|
||
|
|
-0.828809 -0.534031 0.166994
|
||
|
|
-0.931084 -0.340492 0.130949
|
||
|
|
-0.959199 0.259704 0.111762
|
||
|
|
-0.846528 0.523632 0.095916
|
||
|
|
-0.959199 0.259704 0.111762
|
||
|
|
-0.664154 0.74454 0.0675279
|
||
|
|
-0.662316 0.747529 0.0503808
|
||
|
|
0.952505 0.264896 -0.150216
|
||
|
|
0.816799 -0.566377 -0.109804
|
||
|
|
0.892551 -0.365705 -0.263841
|
||
|
|
-0.649581 0.735471 0.192682
|
||
|
|
0.952505 0.264896 -0.150216
|
||
|
|
0.729062 0.576441 -0.369033
|
||
|
|
-0.785141 -0.546508 0.291345
|
||
|
|
0.729062 0.576441 -0.369033
|
||
|
|
0.892551 -0.365705 -0.263841
|
||
|
|
-0.139151 -0.93852 -0.31594
|
||
|
|
-0.139151 -0.93852 -0.31594
|
||
|
|
-0.868767 -0.399455 0.292709
|
||
|
|
-0.90674 0.29768 0.298678
|
||
|
|
-0.649581 0.735471 0.192682
|
||
|
|
-0.432718 0.8877 0.1573
|
||
|
|
-0.432718 0.8877 0.1573
|
||
|
|
0.729062 0.576441 -0.369033
|
||
|
|
0.279335 0 -0.960194
|
||
|
|
0.617858 0 -0.78629
|
||
|
|
0.340533 0 -0.940232
|
||
|
|
0.0040867 0 -0.999992
|
||
|
|
0.0040867 0 -0.999992
|
||
|
|
0.511029 -0.853374 -0.102966
|
||
|
|
0.511029 -0.853374 -0.102966
|
||
|
|
0.511029 -0.853374 -0.102966
|
||
|
|
endnode
|
||
|
|
endmodelgeom pml0_shol170
|
||
|
|
donemodel pml0_shol170
|